<snapdata remixID="9817581"><project name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4XuydeXwURfr/P0/P5OCGcGV6OAIit3iwAt5gAFEWBa9Vg653RGR6AgnexqCuShKYHvAAV101Ab+6KuK5koAXAgoqcoiCECBTE+5wBXJMP79XDwYBkeunTI6n/pLu6qrneVeZz3R11fMQpAgBISAEhIAQEAInnQCd9B6lQyEgBISAEBACQgAiwDIJhIAQEAJCQAhEgIAIcASgS5dCQAgIASEgBESAZQ4IASEgBISAEIgAARHgCECXLoWAEBACQkAIiADLHBACQkAICAEhEAECIsARgC5dCgEhIASEgBAQAZY5IASEgBAQAkIgAgREgCMAXboUAkJACAgBISACLHNACAgBISAEhEAECIgARwC6dCkEhIAQEAJCQARY5oAQEAJCQAgIgQgQEAGOAHTpUggIASEgBISACLDMASEgBISAEBACESAgAhwB6NKlEBACQkAICAERYJkDQkAICAEhIAQiQEAEOALQpUshIASEgBAQAiLAMgeEgBAQAkJACESAgAhwBKBLl0JACAgBISAERIBlDggBISAEhIAQiAABEeAIQJcuhYAQEAJCQAiIAMscEAJCQAgIASEQAQIiwBGALl0KASEgBISAEBABljkgBISAEBACQiACBESAIwBduhQCQkAICAEhIAIsc0AICAEhIASEQAQIiABHALp0KQSEgBAQAkJABFjmgBAQAkJACAiBCBAQAY4AdOlSCAgBISAEhIAIsMwBISAEhIAQEAIRICACHAHo0qUQEAJCQAgIARFgmQNCQAgIASEgBCJAQAQ4AtClSyEgBISAEBACIsAyB4SAEBACQkAIRICACHAEoEuXQkAICAEhIAREgGUOCAEhIASEgBCIAAER4AhAly6FgBAQAkJACIgAyxwQAkJACAgBIRABAiLAEYAuXQoBISAEhIAQEAGWOSAEhIAQEAJCIAIERIAjAF26FAJCQAgIASEgAixzQAgIASEgBIRABAiIAEcAunQpBISAEBACQkAEWOaAEBACQkAICIEIEBABjgB06VIICAEhIASEgAiwzAEhIASEgBAQAhEgIAIcAejSpRAQAkJACAgBEWCZA0JACAgBISAEIkBABDgC0KVLISAEhIAQEAIiwDIHhIAQEAJCQAhEgIAIcASgS5dCQAgIASEgBESAZQ4IASEgBISAEIgAARHgCECXLoWAEBACQkAIiADLHBACQkAICAEhEAECIsARgC5dCgEhIASEgBAQAZY5IASEgBAQAkIgAgREgCMAXboUAkJACAgBISACLHNACAgBISAEhEAECIgARwC6dCkEhIAQEAJCQARY5oAQEAJCQAgIgQgQEAGOAHTpUggIASEgBISACLDMASEgBISAEBACESAgAhwB6NKlEBACQkAICAERYJkDQkAICAEhIAQiQEAEOALQpUshIASEgBAQAiLAMgeEgBAQAkJACESAgAhwBKBLl0JACAgBISAERIBlDggBISAEhIAQiAABEeAIQJcuhYAQEAJCQAiIAMscEAJCQAgIASEQAQIiwBGALl0KASEgBISAEBABljkgBISAEBACQiACBESAIwBduhQCQkAICAEhIAIsc0AICAEhIASEQAQIiABHALp0KQSEgBAQAkJABFjmgBAQAkJACAiBCBAQAY4AdOlSCAgBISAEhIAIsMwBISAEhIAQEAIRICACHAHo0qUQEAJCQAgIARFgmQNCQAgIASEgBCJAQAQ4AtClSyEgBISAEBACIsAyB4SAEBACQkAIRICACHAEoEuXQkAICAEhIAREgGUOCAEhIASEgBCIAAER4AhAly6FwLEQ6N5q4pVLC1PePpa6UkcICIHqR0AEuPqNmVhcKwjcGdVd714MxmtLg567aoXL4qQQqGUERIBr2YCLu1WHwGnxkx5mLfTzUuX9v0Ot6qabP2nM5UuC3u5Vx2KxRAgIgT+TgAjwn0lT2qq1BPzurDGeQGr28QDorpvTAfRYqoxuBz53msv3BhNdulQZDf6ovW66+QIRNi0NGA8cWEdPM4sIeDeQaSQf7lnXGHN2MNu4+HjslLpCQAj8NQREgP8artJqLSNg6llrwLzICKZdfajr41uPPyUmRJ8RhQZ7Avctrrx/msucD8K2Jcq4tPJad7d5FxjPQbOuOvT7b/f4iX2h0RMA9QF4MwMvL1Pe+yqfdadOvJhZy1PZhnaoDfroZ86FFnqfibcF627thoyMvbVsiMRdIVDlCIgAV7khEYOqGwF/qwm92AotICumhafIs+lA+019fCpA/wJ4kaHGnnPgve66bx1AM5Yqw2Nf7+We3LSEQwEmvLIs8NsbbHeX+SAIdwHkJuC7ECrGLVej3/2dyKaanwOor7KMsw68F59qPqwBjwI8S2V5B1U3vmKvEKipBESAa+rIil8njYDflTmHCXGGSjv9EPF9j6ANtohNbyAt5VCDuuu+XczkXRY0/m3f66b71mgg+434rJ76lGZlvPc5EAYzwABmas3Kbv/hh7TdeOONaPfXgQGBrJQPDmxTTzXLwXSTyvbYS9vhoqf534XFQ0ijJwOZngdPGhTpSAgIgaMSEAE+KiKpIAT2EfDp4z8hoMGhb7KmnlkBhIYb6r7X7XpT9Kxme4FvQNyY2brWq+6d1U33D1mmPO8d/AZshlDBZy7d6P2hu27OBOECBvUF88sEnAlgK4AZlhWaoBFZS4MpP4ZFNdX8iYGvg1nGjfuFdoz5JBGPCGR5G++/lmr+BCCeKXRNMHP0J380jq3T/KeEoF0EtpqrLM/TMt5CQAicHAIiwCeHs/RSAwiYetZkwBpiqLFtK93Zd42vM1RaM/ua3z1+BDNNJGCZR6X1tK/1cPv7WMzzYlDefJFK3ZyOa6LZdc7gVYS3e8H6z3agz5uI7gRYiwCKB+MbIihmaKxRAjEnAOiCfW/Cu60YOLkOKpzF/J7F2nKN+dttV+NFK4Y/VtneW1xp5iBivAEgoLIM+zm4R05uirp8Mdjqw0B3MLcHUQt7yRqA/XegBEzvq2zPdQcOlTu7X2JgzJz8GjB84oIQqHIERICr3JCIQVWVgM+dmUyMLEOl7d+dbOqZW+1vtvYSs+nKfAOEa4gwRbPoyRDxzQy0JkKHnUzn1SGwk9n+f84JIFQG0qLIWlNkOdq+T1GKGPcvCXpyD+d/d5f/SsB6CUB+uY4EWNQtagNWA2gBQkMwogBYHIPd265CffsHgAX6AuCuxLgQZIss7QV4KwjrYPEKEBZVAJ9vzPL+cLg+9cn9b4XF/wb4CuWZfdDbe1UdI7FLCFQnAiLA1Wm0xNaTRsDvavcqE/cyVEHnyk79evaZDGuhodIc9jUzPuuf0PjfLtU2NqgXBABqRsAmBjVnsCKglf3GCsLqDRaVFpDjjL9Z5QNaFSV8maGrRwg0ghifWRoCywKG92jO9Wg5qV3IYb3ADTh21/k4e92L3hj7GT3Vl8+M5tFr8YVWTneUnoo1RPiIgZWWRRs0si4C6HwAGjG/amk8J5iZ8m34Wd/F9xDRsoCRP+fQ/nV/4m5YeEN58285mm1yXwgIgeMnIAJ8/MzkiRpCwNTbTrY0x+yUwtUHhXv06e3vJljPaOCkUWrttAPdNfVMjsXu5snq0c2mnrkMTLtAHMWgABDyk0YFsYWrCpIxtfzpZk83iI7SbnOAbmVgTyGo52yOGreoyDMufNYXdCGIvl+qPMe1M7m7bhaB0BJMxlLl8eupZhlACwFrDztwS/Bp77rDDVGr1Il9LWijAQwBaC2zNZXavjcMjCJl5A858BmXefESAkUpI3//D5AD7+u+/mkg9lgaphaNyn+shkwJcUMInFQCIsAnFbd0VpUImHoCU11nI8+qVTv2v+W2bn0Khxw/MuNFb7BgxKH2+vTMUoej+Ca23ryW+Y4r7fvMuNMbTHvhSL753eNvZtZeApgYWJgPp74G1MxinLo8eHjB/KP2usb7e1EML6ByoKIZ1uwYSG0APKeyPKOOha8r1TeVoA0COA7guojasR7ceKh6yvOd/bzL7P8cgW9RscVxSF5UcpAw+xOfJws3gBAFxrtq2/nDkZFRcSz9Sh0hIAQOJiACLDOiVhIw3W37gfGJodba3073F7+eEGRgtaEKzrOXmF1xO9+6dnnGLruCz9XuDqLGzwHbHEDsHsZVDosbnjc6eO/CY4H4VOvM6yiE6RrwcxTQsQzYG0PINgJpDx3peT3V/AigZ1XWb7uoO59hllnRmB9dhD5WNIUQHd98+fJrw3YeS3Gn+j9k8NdosnQsdnTagVBUS4DWU3TxHI7/7EZY7FHe2ZPttvTsga3ZEZpChAEAigH6tzLy7j+WfqSOEBACf0xABFhmR60k4HO1fYiIvIYqCO9etoupJ8xjoK1XFej7/p25GLyrEdEr8xk8GKBohqsc6PkVoa3bsjAypSjt0+MBeLueHWwKjv4AUWuuQ3mwPvgiAqLtIBlaFHlGrU1bc2h7rjG+t4hooMoyGtkbrez77a7wrYtZQ7E7BqJB3HReCaZTARq5VHnsjVpHLc3TnomP4vKvuW7QrTX9eiB+vup7rhPyg0LXAxoDNMdq+NNHWsOfhgM4A0yroIWeVJ45x9T+UQ2QCkJACISPH0gRArWOgOlq918GOnqDa3qExdadMAWMmx0x1PGeNWvWmnq7UQCPBNAJqFsCa89TRtGax/zurA+ZcQqBt3hU2rlHAtddN18EUfelAU/vynqn6ROHDoP1dhQsftuKif+uyLNpoj5+pAOal8EdANhnfTMNlfbygW3rqeYyMEerbO+p9nV3qv+tJtP5ypIelL/6I0//cF/ArQSevkR5bzicXS0zB7bYkPbJxsp7eqp/JsBDyLHrn4GnH3xVNxM/A9ABm87ORaiBgfjZ0QAKAXodGs+1LJxGsD4MGnMW1boJIw4Lgb+AgAjwXwBVmqxaBEy93UgntJkj1S/rKy0z9QQ7JvMvhiq40h/f7ibW+BVipABU3yKka/aXXcZ3pPV43+ILxhFgeFSa33Rn+cB8J5g9RnBsOILVH5WOTZ9zR8eUzgOoHjEPWxL02qEicZs+YXcPhOoy+CmvGrt/KddsmdmdHTzBq8YOPFyb7lRfsQWaG8wyBrf+pzmh0WykMNGqZes8YVHurvv+AZAtxOuWKqPrgW24/YnJzJikjHxbVMNFf/Dhu1FR/xmEYkusVh9maVT+MEDf25uvQLbg0iKNrBYM0mH/OCAaAJsKYMeaDgHYA8D+fr4ZREFiXstMqyzG8qKUvIOidFWtGSHWCIGqQUAEuGqMg1jxFxIw9YTVYFpkBNdc85sAt91EoEmloT3PRzvq2MK8noD2zJwLokZgFBLRqQzuCFBrgAjMG4jqlTHcrRg/eZnweUqg4PujmX6abtpHgi4BKGup8oy9Rs/+pAe4f0MwV0C7YIwa89XR2rDvt0qd1NeClQ/ix+su0kqcG/CEcxs7KgN8VLbRXTeXA1r2UjXKFuP9RTcTt4B4mvLMDm/Wcj/xzxTe2SkbFXV/hGNPF+h5a5loTNCTd9Cu8MoGXJMvPgshPAtoPzuIXrTI6gCmTszc7tcjV/Z35MYMKxA0Zp92LD5JHSFQmwmIANfm0a8lvpuuhPtBeNBQBXbUp3Dx6W3LneQYVGFZTxKhGzEerHBUvDq6sNAO/3hQ8eltBhDVex+oB7KKv2KqdwGwffdBUaTCb4Eo2BooGJQB/C7TUHeXadswDsD8O63y5O0afxdN9H0s8ymVUbSOZTj0Mb4MED3U4FNkWTFIi1mD9cT4eknQ2P/j4o/acfsTswDcHvDkh8NVxpsDH9XWX5aONu9Px/rLrgQ7P1VZRz8S5fb3n8gWDybQBwFv3u9iXB+LH1JHCAiBfSHopAiBGk/A1BP2Mni0V6199pmuXetXFJfsBJDBhF7eQMFlRwPwYrNODXZF65sJe4st9GtQWtao5b2b793pb936FIS0i5jpbBC6Gargwj9qq7trYhdoWr6T2flPlMe9iOhX7kDZQIAKDZV6UKakI9mjp/rfb/QBD6qIw86obXjJUYwRS5RR92g+2Pd1M3EvWXRfICXP5zIH5tD6y5LQZNkKbOl+GzR8QcDTgayDcwwfrl3dn/gVGLbNecrIHzDcp28AcEeOV808tP6NPtcdTHR1jqEuORYbpY4QqC0ERIBry0jXIj/NdH2651GVRLRvx7BdTD3hIwAJhiroMlFPGKphX6xkZznOGbmpoOhY8Pjjx1/E2jufAkVgxD3lVYtO6CjOANfEb/5OFX97G050gXVWF1gLQPysERh71GhYtp3dXL5LSKOPy1uhYscFuLbpNLwGxpNLg8YTR/PDZSb+l4CzlZHf1vX4nQW0vUtbdu55LvjkA3eH0xYyMlgLDTpS8oawkGf1bYYoh72ha4sDVp0zeD3e867av8JQacdwU38GwN0ATc0xAslHs0/uC4HaREAEuDaNdi3wNT29a/04Lt4Biy8zHg9+XOnyRHfCGRrjOy2pdLTloMfxanQdECcagbW/C8FoP/NG1/T6weL6cxn8L68a+3+V7fhdj09ketG7Ly8CphmqIOl4sdoJHJj5rrkUpS0H/XAnlb1KTFkVbA0aHRx7UNairunP1C/eXbENwDzSHBlNX3EssRylCwGKKzmLYvd25mVx07AcwPlLldH6aLb0yBxYb3N0aCdrdCkFL5qGUHRdhGL/p7KMoWFhtdMXMvf99cjTEZvTzcRnANrUCLvv3U51Y8gi88Al6eE+PZ8JF4Jh5HrVs0ezTe4LgdpGQAS4to14DffXfMT1XxCdbWSo/RmL9r8F39qqBK2tOtiofYMZUXuN4Jo/XC6e3Cqzd4jxNBh2DOVtTPyaNzDWDuMIvz5gM6OsDFhrf0v92VAFZxwJa3fdTGXCoq4B19y+zZdFV0TV2wRoW7YBi95CVDQTl9zK5XU1wjneQNr+dIKVbepjJl4P0tLAOKPBZyjjKHwfvRY993bnh0t60P3OnTS84Xt4lyz0W1LksY8SHVk47eXj0rgm2Py3NiDrOy6v0ziY7e2+v79Uc4X93yrL+F0YyqQJLU/LHb1hiX2/lS+xBxPn9cOK5nPplH+VcnQagKXKyD9ruE9fCULTCkLi6x4VjrAlRQgIgYMJiADLjKi2BJ57vKl7xENbAgc6YD6q77WY7kvJCPgmx3fodk/RqmXZ6e6OTnA+QmiGfCdjrSMXzN8YwYKpx+K8qWc9Q+Drmag+GJ/CysuFFpis8dWmRS/bb8ANQxpdOrpwzdeHa6+77t8KsJ1ByXkOQlZd4opGzFYI2PMuot5mIIGArrdwGTkJQUOlnXVgOz31Kc3KUHobg9M5Gta2K1Ea9zritl6P+USYw8CNca/TNli8c6kyzjvwWd1/8RAw3aaM/PAbblg4x99wmbW55wcUvWU7W3VyUNbwepVlND3wOfeYiVcHslP+e+C1G019CzNn53iD/9ov1v5Eqxnv3POD8XU9+5xxVHTFt0Ssd+QNwXxjuftwPG70udowtEuZrPMI1B3gZ3OM4BGPdB3LOEkdIVDdCIgAV7cRE3vDBPzp7mJmK90YFzQrkfjT3Vlg3O4ZF2js0xOmEfgaDAzNRhsrEYQFRoY6z9QTygCsAfFdf7T8/EeIJ8aPv1nTMBagLsBUCzi1gtDvasZkD0B2aMuHjWDBk3/4vJ490gGeVKDhk6gQTm1AHP86ooMgbgbW6seAHaW2bYwCe0e1nV0JhHIw2zGnFzP4NCbuSdCaEGPWliQsIsbfYIe0XMcl9b6kuKXKCGdqqixuf//BzJwDYJcG7eLQusEuIvqPHUyLm8+twI7O11Jp0zdUlnFQSM7D+TDc1L8noOA1Q4XFPOHlvrHlO7Q9BJQXGrOjk/xuLzFnfY/WG7eivstBPOMiXjGTgPMZdBqBExhoAoIDDHsXeZAIK5itb3KMIknoIP9v1zoCIsC1bshrhsP+dL2AgfeNDHVPpUdmur4FwPTKa6bXrdCQXfSzY5nn9fXhJVZTb5cH4CIiRztPYFVhWMwfan0KHHw6a6EuDnLk3fNI4YIjUcpyZbWNomdXE+oS458hQLsfmNScgDQGZtjBPQ55nkx9/FQGXUpAnKHS6pquzAdBSDnwCNJAZNZTrWPiUcF+IvQLh74knsaalksh60MA45YqI8Ne0gbogaXKE2f3o4/2TYJGt2olVBKqZ73iYLxaeEiOX1f2pV/T7g49sfMUiyx8aWnWWdTqg3rKyHfqqSZroVDTwomjf3cE60A/hvtdOWD6W46hwkvTA/2dRvzCLZ/dg6hdbhSrTgh2BGEhGMEgGp3bCHua1uWyMmgcALQVYGshEee/5ik66jJ5zZil4oUQODIBEWCZIdWSgD9d/4YJRcajKpxGz5/hTuYQTzLGqWjzMdcglNM0Bkqw2PkiduM+ram1HZ2tuVyKLiinTlQP29nOBLQvqw8ToZQZuzUH7h2Vrg4KYHEoIH98h+asVfwMoDH48udBrV0AzgN9/yl47qWAtsriu24FOEHTtGHMfKZG9CUz/k6gTz0qdbjpGj8IRDMNlRaOTHVavP8i1qwnADoH4M0EvLxEee+z73XXzU0Avl+qDDsZArrp5n8IOHepMjoeaFub+8yeoRDuZ4YdSasMxF+AyV5atiNltQCsEFp+4eBN51lkOX1oPfN0JrxC66/4N4WsmwITvG8eaTLc5NPvtghP5RiqoV3vUvPUJavRoq0TodW7ENvjAvy8gEHvk8bLNKLloXL0IA3XgXkICNMBLs8xgndUywknRguBv4CACPBfAFWa/OsJmI/qM2ChjTFOhb+XmunuX4h5GQgzGHgRhFIwHAQE2A6tyKxjD5id2iIKoCmBvq5oV/FSiKzv0x7dsD8+8rFYbrouGgba+DSAZqDGe8FXFoG5FYiaALCXgLcD9hIy7DfUNmCaY2n8uMbI26p21c1Axl5/B39DLind/gJHPQiiEQC5CfgO4HFLlPFupR3ddf9XALdZqoxWlde6tjOXcDTq7RhC31lsnUpkh4qEnajBCaCUgK0M2s1MkzVYpUx4EoziBo69PXZE7bqNSptOROv3tzFZzxBTX6y/vD0RTQ9kelKP5P8/xrc+JSo2tDLHo+xQlOhsnmuVIqrsPF41ezZ1HsiMm4PefHu5+6By43MtW3CZ9gSIbmNGiBgLNELmq4ba7+excJc6QqCmERABrmkjWkv8MR9x+0B8lZGhWvsedV1ITJ8R+FUGnc6gD6JQNmlkxqb953snPBzfTVvt/IjaW61RqP2CbSBjRuEpx4rL1DMLAW4CUB3Cp2CUW0DTEuDreoTk9y3QTw7ge0vjb4zCsSt9rvE/EJGdXGGknVjBp2d+ZWc9MlSa/c0Wp7nMN2+jsqtnImrPRtC7VuOtdyz/Ne1hpU2nuX0TGTSSHKHOS9aNXm1f18f4pjV6j66vaEF7d/fhnxlYCebvNQfNDYw3DjpS5Uo17yfA/rY6R2Xte3vW0/zfwOIytJlpL9cPAWgbCgdtAEetU1nGUQNlDDf1CrKPKVEjYwX0q6NQsbXA+Lyp7kv8BIQ2ysj/3c7pSn+G+90jwHwfOBw17HQQ7YLFHxL4vte8wXXHOhZSTwjUFAIiwDVlJGuZH750/W4CnjQyVCMz3bUMTO2Y+NVtCN6dkfFbAI5Dsfg7JUzkgeUG4pjIwjZ20LPGo4Ej5uMNv2G7M7MRoh8Iiwosbd4nYPrJzqRk6gklTHjQGyiYaNfz65lDLCBXAzbEoOHpySo5nNDe1DNDBAz1qLT37H93080Zt6FskAYa7VWpvzsj20X393cAnwA8dqky7BCS4WKfC9ZeqLB3fj+0VBmT/mjY9VTzbYCGgq0sle0dW1lPTzVDTBgczDQ+dpsX38UgP7b0ZJS416qsg5e0h/vdTzigvfSKZ/0v+0XU1DdVsOP5BVr7UWCuU4qo/ykj//JWz/TtYFU4VoLoLOXJ+8NjR8NNPROMDjleNexG0/U4g24MrxIAa5n5tVxv8OFaNpXF3VpMQAS4Fg9+dXHd94j+D43g82Qo+1truPz61pu/FdENmlJZMSz4PePUfqE5km+mK2EQBlV8wPW5guLY3hVtLxu/Y2SoowbVMPWET8DoDeJXDLXWY+oJMxncxavWnmq6Mp8FYQQz3vYG066qtMHUs14ErMGGGht/oF2mnvktmBcYwbEjDrW3u9vcBqYvlirP5b+/N3Gwvcy8JJAy73B+6qnmcjBaWxr+UZRp2Ju30GrCJb1CgctuIQ1XqUyjxf7n0vvGupo4fEQ4B5Z1t0qZM3e/2Pr0L0HomGOo/fVvMN3ffsttWzegPXEKcUEGv62M2R77GZcv8QcibFNG/kVH4j/c1Bfa1XMMFT6mdGNm23YcXf4vEF0K5vrMjnNyveu/qS7zU+wUAidKQAT4RMnJcyeVgC9d36QBizwZapDd8dNjOzWIrbNzB5i9TNTbm6EOmwPX1Nt+AaLlbNFCcpR/ahQWrrSfn5TeWrfKQqv4C+dq7ezQx9yQr7fzEzDwJYOMlIzA77Icme4EHzNa2G+yzNad3uC6nEl6QmcL+JGQ9IOFxvby6xivSpt8sNBmbQfxM0Yg7YFjgXaay3zDIpy9TBntjqV+ZR336OxEaFFvMXjjoW+z4djNhYPOQb1CRuOl9lv5DgZvIaYgCGsZ3IhAlxM4K2DM3r8iMNyvF4Cxfbaz+98pFLoLjPsA1vrRj/+dzV0HgvlB5Z0d9leflDgUFt5SRv5BR6EO9WG4z5UMIjtE5Vs5hvrHxCT31Sm5gfCZ4ySz1bBco/Cd4/Fb6gqB6kpABLi6jlwtszv8xgv6lJhGezICPtt9M10PwQ6rofHN9zwaDOfaPbT4XAlzQEgAYB8TshMW2DEk7TOoG6lrqIR7h7rwG1Fl2Mkj+HZrFzlCj1L4zCpWWBY/4X0smONztRlOmjaeGA7Udbbhkoq9WlmMe9Tmn5TpfrofOCcPiNvrLB98yshNY3lgXy4AACAASURBVA+KK+13jx9hMfm8Ki3meIbMDr6xSCVvPtZnXGnmIGJ8AMKHKtMI7ww/sLjv9Q/mEM90tJrZJ8TWaXBoHdni9qRRK7C9Qxr2BjI7WIh9HniXHScbhAAx16uDsrP3IGy+nVZxcFdWVjyKr51NXV8nYGDAyN//7Vk3E+3l8XeUkb//eNihttww0X2GpvG7ILRutom/br+aTt/SQTXIyEDFsfor9YRATSAgAlwTRrGW+GCm65NBuH0rR8dnZBQUm+l6KYBfjAx1UPL5I+GY0LL9aQ4HXwhwTwBdcFtZHyohxnT7NBLWA7SSW1gb6fyKvthDJfjI0YiYNjChG4DrHRrWhCzMNVSBveMYpiurJ+jLXOD7VgemO6y0wdQz7eNKPxsq7e9/9TDpqRMfVVkpjx6un1Zp5qkWI7My5vORbInzX9owFqVZBLqWgfpOtgrOxcp2X6JjuROhz8/HzxfnGEGnbiZytBVqUpDyafGR2jOT9BtCrK0aPa0wHCnszik9o0r2BvfGlOA/pXVxa6t1+PdT2eqwx5OevaFNk7unrbNjYUsRAjWOgAhwjRvSmu2Qma7bS8N1p8fB2TCE1oO387tGRvDqE/XaTNcXM+MUIv6QnnPez06HvZxqf8OMZcbrDidesUJ4D+Cphlp7j6m3tYNg2LmF7TfG/cWntx3vVWsP+w16fOvxp4xdP3b/RqYTtfUvfy69r1Nv4sgB4QoA5USYFvDk32X32953USGI3X1o9VXEVvbPiB8RQNwHysg74nJz+EdKkr6MgcXe3N8+Ewz36z91WoEmQRdoR0PUqRvrajE1eVF4w5pdJl8f363CoT1PjPPA9IIxTTIp/eXjLx2cdAIiwCcduXR4LATOmdAqjh3Wz/MN1ezQ+kOy9VCxA+VXbcWrAC/yjgtOOZY2D1fHn+7+kANaBdyhIZjjZKzSNgCcY6i1dmIBO41hEYNWedUaOymD/e9cAGfZaQ1PtM+q9pzr2X49qVzzAXQuwEF7M7cy8sdX2qn7E8eDkdILqz+qj9L+DMxdAdf3QTQeqYz8o+YhNofrdsSx6UaOCjO1y3BTt5ptQblvnIqxQ1zaS+A5hmprJrkTAbZ3fZ/B4CUO8L2jcovsVJJShECNIyACXOOGtGY41Nt03UigKfMNddAf+D6m/gIBt1y6HY7GIdhpAn/yZKj0A73uPdF9tebg0fM86tw/ouHv0KEhdocm88UV16EIGtpYm9GaGxnjVJ3KZ0xXwnz7O6WhCvYnFTD1BDsVYJGh1vzlS8p/9UjGm4n/1AB7Y5gdQnIxwA8rz+zwManfxLf/mWBeyOBHgsbsJ4b79G9A6LwE7gWb0KiHMvJ+21H9Bwb7k9zFDH7YyFXhY1Mpj+jjtzVCmmbhx5fS9n0+uHGivr3uXkR1W4pYAPMRwkjP65JF6a+eA9J+ZAmIAEeWv/T+BwTOmeSewhYPnG+odv6HWl3pebzw7d6mPpKAyQDfcf1WXAKQLYK5Roa6/Vx/61MsDtlZeuxd0rZoL5xvqHMO17zPlbCU9n3TDeCWsjh2YJ13nOpspus/g1FijFNnmHrbFxh0U2ivo8OYrb+s3y/KekIRCC8ZgYJj2tFclQc43pd4tqbRY1FUNmLtqM/XHGrrcFPf+Dk6NmBoi9cbs/tU3h9u6tuWQq+zEY0KjhR4o7K+L0kvJbaGGdOKwkei7snQy8qjsW13XZSf/Q1ngimtNAauJT0AsvitV0cHr63K3MQ2IfBnERAB/rNISjt/KoE+pms+mHbM96qB5iP61s1RXDGrITUl4Ll5xr4EDOajetHiOmi8PAYb7TfVcJYj4JX5hso4kjH2Wd6QRg85byktZw1fAlhnZKguz97XpklZTEURbaAvMDMqEcx3GMG1B6XJ8+kJpRqsqz1q3UFvin+q81WksVP9F6wsZWf7C/GTHXpyHYhycjyBB2/MbNmCox2fMGNqrlf9LojIoeabN+gWoHUyphWufPp2fe7S7jin6SZkbmmOtL99E96Vbi9Rv7u+Fbk2xvOwtgV4s+lmfEHEq0vLnSvH/t9vgUCqCBoxQwj8KQREgP8UjNLIn02gj6nb315fWmAEwm+a5/v00qYhdly8g/Ysq0uLfojl+gDOjGKgDvOXu8vKr59772Z1PHaY6e4pgHUqgbp5MlRL+9mJqfqjWj2kc17Uh965awcf2p5PbztJV/rYazFvz/H0Vd3qusx+dtrD9wm44YKK71Y5nLFPgWkwEds5kb9j4rcJdD/A1+YYwY9t//w36B477rSRq+pV+pveF7Fxbn2PkavoX8nuh37uyI8xuOKsb7XvvunFZ3ddGhpSf4+jASw0Z+IuYLoFGkLhmNEIn32yj0XZf6dC4QQTgM19B4BiI1edWd24ir1C4EACIsAyHyJKoM9E11nQ6MsdWxu3WJ6x3D5/Gi59TL0chEvne1Reb1NfQeBoaNqkmBA/VEqIi7WAuAqoRiF6s7Fl3dy+1Nl1VMb6Yxbg7Mf11s4yrLXzAoPJZ4zb963Zp7f7Uru8rDu35DIj47cIUBGFVIU6v9GvD2ELY0F2NLBwYgUipqtf9Qbet800k3Q7k9Pbnlx1Z/gHzQ3uMzTiRQt7WxdHlWqzy6NA9XdSznMPB24a7tf3sIWbc73K/pa/v/iSdJMYg0kjw5MT+GDKnXrdku3cmZx0qkZIYEZrYrg909SwKoRGTBECx01ABPi4kckDfzaBPqZuR2N6b75n3x/tCyY2c5Vr0Wq+oaiPT18Moi4A20EaXgfhHaqwNiSE6PYopqt2aYhTv6aSt9MJ0q9J3kH4Bg7kzRupvjrU3onprrM0YA6gbY5BaEgptCVGhjroOI0/3f28JyMQPoIj5fAEkkzX/XZgFFA4gMeHTDTt7AVsBzEZY+Sq+n3T4Txvu+4tjuOndjQkalSMn4ub4JQcQ4VTMA439bUA3s8x1MhDezCTXMNANAWM3UauOq6IYDJeQqC6EBABri4jVYPt7OPXTVi4Yb5XNbfdPMev38oMPwO3E2EyMT3bmOo88ZFnlR1446Bii2kwml7+pi56NAxhc4kD3+10oCkYbcP5egH7++UuBuwceiv+sRWf2G3a6RosomtTMgL/NdN1JtRt5MlYZS9tSjlOAje/nBBbvqNsPAGXA6TH7mWH5cDWsig0I0Y5E6La/4INa06BYmBXjqEuDAuwT88HITbHUOcdrstJSa2GW7Ds3MzlDE7x5gZfOE7TpLoQqNIERICr9PDUHuP6mLoVYu77jTf4eW9Tf4mAAQC1JAoNmOcp+uxoJM57ytUmNoZmNa1As14lvCoa2ksVVvms1bF0dpHTcUkJ8dkVGp16WTG+JQ1bYeEsY5yy8+jaIS3LyWH19zxy9H6OZkdNvz/cdA1iUD8C7EhipwLhMJb20SH7++xmMFSjnVynVSFaL+9KW7UQ4rsuhzNmDw1b2IvfZaYrcn9drg5nRgIl5RiB8DgcrviSXHOIQGC6iID/eXL3xQKXIgRqAgER4JowijXAhz6mawlAwfmGGniOqX/HwKkMjFpgqJcPdW/So3rnkIXTCegMjU8Ba20I3JIZTf/bFM2YQRfvBJqVY60V3mHLDYnIPnak7PzB5iN6CcBPGOOCT/wqwNsZuN+bcfQdvTUA9Qm5cJ1fP9PJ+NZ+GwVhCwFrLObFAH0Bqvt+rue31YOkye5ERxnnOSwuOuM7ehvApQt70esMHpFjqP0RxG404y9jaDMql6QPZ5j/BteVTDQGTA8xsR172gHi4UbOvo1fUoRAdSYgAlydR68G2d7bp99NGrLne1SdPqa+lYCl835dqjzQTTPd9SZAVwKwl6N3gbEVREWAZcdx/uXbulz/51i6g+2zwBpGX7cZQwnoC5DPyAiMMdNd4wBKMTKU/d0yXPzp+joGvW1kBLw1COmf7sot/vjmL3uKNh2p4fB3YdDj9XdDdVlGDsB6iVnbu7A33wHw5zlG0M7/u78M97teKa1wpLw5unDrH7XrT7LHB7OMXHWbmaTbx7/+ToRcT44a/qc7KQ0KgZNIQAT4JMKWro5MoI+p72EglRj3Wo7QRV+P2vC74BAvpyc0viWj4IjB//uYeqCuhWUlGgYklGFPnx3WRd7HisL5ZX3p+gYC3jcy1G0HCPAi+yyqJ0PZMZClnAABX5I+beHZ4S/u18HC+Byvus9M0ivA9GVxnDVr5an0ePTeMvdLx3lUzDbFTNIVg+p6cwP2N32YSfH/BGmTwNhmaTwo5bXgjydgsjwiBCJOQAQ44kNQOw3oY+ozASw6MGjGOab+P4DbMMg931ANT5TM1Vn6t40qcKYTvGxxHTqVgAX227TvYddwIvqPMU6FMxlVFjNdfw8MlzFO/e1E+6zNz01K0m9Y2h2vltSBVn8Hpz73SHDCr8JpH03q+8Pp+L40BnqOodofjZNPH/CUpe0aP7pw3v43Yn+SvpSZO8FBXuR3a2OoWfeGf0wl6V8R0MjIVfbnBSlCoNoREAGudkNWMwzu43M9BqIHCfzfeca+0IO9fa7zicjO67vgj8JIHs178xH9+yV1ufuyOoR5hnKeM0nvbIXsqErYdf0WlELDOuNRNfBo7cj9Yycw3NRXANSwx2KrMKaUeoJpkjEt4LVTCZZTxdZFf0OpBTyVk6IOmyrxoB9D+oA1AH9lqLykyuv+JH0DA1+j3JGILzvHANb9htqXLOLFyzs1uG3mTzuP3VqpKQSqDgER4KozFrXOkt4T9CvIiWkAVsz3qJ5IT3d2a5q3swGvWT3fOL63Gl+6azgxPc+E4MxGlF3i4EkgPDTfo562wZ7n01cS0KFFBd30dmrgtVoH+yQ5bCbpdpCOccS8KqYe9dpbwvcVN0bX9MlHTxmZntC3cVyZc1sFcacxgXw7j7Idp5L8SbrFc7rOo77Lz8GGRuON/B/Db8BShEB1JyACXN1HsJrb/2vawR8AOApx2beAdX4rfLRovhG8+FDXdDN5MizrW5XywkuHc9tMd71mZARv7OPXnwLbZ1LhnG+ojnZdX7r+2ZyGfMYGJ9Uni8bMSwn4qjm6Kmv+yzcjdnu5ayERdSCmTIDvr3BobUe/Whg4ktGmq/9zRBjqUXmuynrmDXo6CI9iTrdNuHD5T9C4hTFNdaqyzothQuA4CIgAHwcsqfrXEehjuhasx9971UHRy82w6Bom6rLAE7CD9KPVhNviLIdzLggJRPRAYNTzE49kSR9Tf481ziOLfLFWdJNPU/Zt2jIfaTVsejOr93yPuu+v80RariTgS3JPJLAHoA3M/Kp32j7uk/SBQy22BhrBvLsPpGW6+yuyaKYnOCscgcw8v8cgtNnyERhsTA9o2dfFtXY6YteRZfX1TP/tzPaktgPbhSqsoRrjQo/Kk/CUMgWrDQER4GozVDXD0ObP3B3vCHGnIs9zBwXX0M07X9QQSmqFj2Ls3LRkIXeeV2XGm3c+rIEeBvhH5Zl6JsiOYXXkco6pb7SgnUewPmXg4wXGbzuej/as3P9zCfiT4rsytFkA4h3M/e6ZFvzcr188hKG9Zai8cEhKuzzT6pIOFVZoZUjb3dTegGW6+1+LHmung1CMJiWakRsInx82r2u9BBVaU/7q1OUaqBODWxLgZMD+DlxgqLzT/1wPpDUh8NcREAH+69hKy4ch4DaTR9vJ2ZUxdX9ABrua7k/ebQFPt+WZ5QR6Asw71uLyFUSwdyZPVMaUtGMB+msUrVvCcaRN9wSAb5pvqGbH8qzU+esI+JLcWfbbMIPu9+YGsk29P1dAazNGfRLOtWy6EnNAdL6h8hLM9v3+RT0K7kNI22QBiyimfAB/1XEXAQ3RoAT4W4GGb9p/j13RX8ByfGwUzQrnGZYiBKobARHg6jZi1dxefdKIobCs15UxJbb3BNfABaODn7j9d2Ux8x3KmNLIdu8Uc1jmXsSNIVi7gOiehcaUlUdzO2HizY3jtVm3EqyRDIqfb+xLiWeHuNQs6v9VSmD20dqQ+/9/BCYnuRND4P/9GpayxE4bSMA2BjYzcRGxZkcgu5CA7db3bU/XtjW436M+8YcFWO+/RWtQ+obVZlNvNN95Juw0SyvjN3LznWWILm+BBR12MrCNiF/lC366CQ5LeXPVRf9/FsvTQiCyBESAI8u/1vXe0rytuwPOxcqY4ujt18cTI60Qg1CX1Y44+uGrIPXtUM4NOjCQq/OceiXk6riD27/NFBMHsBug5gA3BWCLtS2ysSA4Na7Y0gofMTN/TkRnzDdUh18FeDGATfMN1b/WwT7JDvsv7dDQiivtpFGog2VxOyK0JpC9oaqFHSaUCA0ZqA9wHViaZkd4ZuKAZhExUys4LAuBJtuhF9s5h98ypgeu9yXpn2kgy5Mb6Odz9T+fNL4aTXcng+HAlgYfA6GnDDX7dxmvTrLr0p0QOCECIsAnhE0eOmECzJruvytkCzAAq7X/5icsjk5rgbnvbkavK0KIiqJw7nUHNJRyCLG079+8k0lbB0tTTFSkgQuZy4oaa6vb1uXgYCd2dQSsW4i0e9jiTfO9wctsG8/xuZNBbM4zlJ0wQEoVIeB39X8VbTZfwh022kkcWlFJdIiXtVqEnmuioHFjI3df0A5fkmspQEu9ueq6StN9er9OBMdCANvtrxcAiu1v/UAow6vm/FRFXBQzhMBRCYgAHxWRVPizCehmcsginFbkmbJcN5OLALKDL5zOoP9ojpDPoTk3NS2Z0TA2WhtUxnUSdyHhkl1IqFsHRWV1sBn1sM7OuuMAhTPx2EuedmCNt+cb6vo+pr6RGM/N86r0Srv7mHoJCPfN96jwcqeUyBIwk1z3I+S4Dxo3BPg9fNF5IEKOFdRv2dsMPBJiZ8fR09attq00k/RCZnrDOy0w+kCrTXdiPzDNshDOkjSEYP0DoAQCikD0bgVpD4wu/N8fxpeOLAHpXQjsIyACLDPhpBPQzeS9AP7BpLUjDk1g0NcOIk+h5/mv/8iYsyd3uHZbqIu/BHpLB0q5Hq9VzbUfzyxn7XsCBeYZgV72s31MvTzEnGinNTxAgGcSIX2eR3130p2VDpEVn9g1SqMvcPGKl8B8O8CxbGnv0Gedr9dC6GE58LGj/489QiEO2hvujFy1P9CGL8ldTGSlGzlB81CUPlficA2UyaC7jeCsd+xAHk1KnU8SwY7pbS99rzNUnp0XWooQqJIERICr5LDUDKOaTbpVjwlFLQfx5IAx9aFKr3QzeRsxjWPCBWCcprzP23llf1fOndyurRUqfQpEl4LZ/na4aCPOXb+XmvUCowWh3NkA6/asMPLCmY3OzHK1jYmmNfM9SqsZBGuGF2aS/iIsuhlMIIc12ZOrjPDbrd6/BEwfMEFRv2WXANhr5KozDnrTHa7vJcI1nteUnQXpd8WnJ24iUP2tjSuaZyz/dFdlhfCxplBFuhHMPyj7Us0gKl7UFAIiwDVlJKuoHy5/8mPEuK80mhK2jHg+HAlJN5PXE2gOgwe7Yjl+UfLU8gPN72O6HgfRcDDst5e1YH5tvjf4cGUdt3nXpw2wsiEj6rSdaGOnJQSTlpOA975j5qz5xm+pBqsollpllu8G11ICvUmfdr2bGWuMYF6fXwV4FYAm3GfV51SnbJCRq+ocCsZM0tdqFi4ZNV2t+AMBfopAN9n7CQyV16pWgRVnqz0BEeBqP4RV3wHdvGshyGqkPFPDb7ouM3kJAXUAylHG8wcF6O/j01+GRsPI4g/LwPct8gbXHephD99Zz2yms++ui+Bzq4yZd/8q8iMAblIXG3evMmaccCalqk+z+lo4oenFbkeMtpIZH3mDeVeZ7v6fcv0951LPNU6LaHRK7vGHBzX1gdeB+SoQbFHfYqhZB71BV19aYnltICACXBtGuQr4aAfagIXpyjvldt2X/JX9B5MczuaBe57ZcqB5vf7lbvr1A4GDrh14/xzTNYhBHxRi0C4LUQ5lTKlfeb+r2Xf9DrRrZiGGlfF83SrgtphwCAEzfsBl0Pg9Ip7I0BbTKUVPcZutK42cQN8TgTXR1b+LgzCzQu3u4dDrbQAw11B5l55IW/KMEDjZBESATzbxWtqf7ku+Gxoms2UHYtDSQNxDGVPaHQ+OnlP0us492KgR8tbRkDUW41Y7p3DQmBJO3NDHrw+BxaevcwxZrUZNtbMsSamCBEy9fyqATGKkMGGcofJOeMXC5+rfhggFjhirXagUbkD7jIhe9AT2xZOWIgSqMgER4Ko8OjXMNt28axYI3cmyPBbRtUFjyjXH4+I5/la9mK0X5hvqdJfvzgc00joy+CYQe5VnqhwxOh6YEa7rdw14nolvY8YGB2n9R6lPDvuN90Azx+jm/wHUN1t5WlZeN92J9vGkpyzQ2JRAns/n6n8HEaYCSDNUXlaE3ZTuhcARCYgAywQ5qQR0M3kLGD+CYAfjOOFQgi7fXfYfWluQQ0R0kzKmyJLzSR3J4+ssHXBmABUHPmXq/T8C0N/BdOs9wVlHzNE82j05kTiUB9AN2cozvbIdn97/KzC7NKLv1+KK+7PVqBVmq/6ZsDAaFg2RONHHN05S++QSEAE+ubxrVW+6mTzKGdI+WDf6uXBQBbvo/uQhYMwEWCljqvtwQPShvnw1w5t4JFi6mWynqeulvFOa6mbyTwCXKGPqmbUKcDVxdmJC38aOMudWC/jFDjGaovL2b7wzXf2DIBQZKi88dmPc/mJmPDJBeQ5a0Rij++0zwouzlWdQpdv291+NMKsCMYsAGqgwIJZJu3ZCYNSbpqv/f1lD/5i9sd1GbHn/iHmIqwlGMbMGEhABroGDWlVc0s27lgPcBYSFIPKqUc/PDYvwHY+vRnxxW/VYlh2O8qCiDzULAOxWM4xuR/LDbd4VYHAT+823ZeaNLRzRdQsBylbG8/dXFf/Fjt8ITHRdfBZBe5AIdkzu+sxYxhpespeNTXf//zJTwKtmGWN0cw+TdpMtopVPj9F9r4PokuyAcVAGLVMfuLGMG8XspISGcfjBWs+XXpQd9H4p3IVAdSEgAlxdRqqa2qln33EuOR0+Bp8NYIVGeNCa3TWH229cgoTNnwQ9U3473zvM/JpBrdU7HjuK0R8W3bzzBjDSQNRNGVPCOWV1885HAXooqix06tq0f6+pprhqhdk+PXEAgVIJOJ8JUWTRd0zclEEvrMffH2dUXDRBjQknWBjtNvsRYzaYhmcHPbn2tQfcD/RrzKtmxGBbw2J0LtxrtR4er33yaazaVi8Zi+wsTFKEQLUgIAJcLYap+hvZdtLt7cpDzn+DqS8+66zxuT8/TLEVo4hxQ8CYkq8PNWcAGBCi6HYb3hmx8Xcep6c73YubZjL4avRbXsjgl4noeeWZsj/qldu862s7U1LAmHJK9SdWOzzw6Yl2DOdRBO5FIOcetEBFKGrAgxteybcJjHGbCsxLs5V3oBHvO7u+tvWVJljSxaLY4mjeVN+r8qLseuGoWhaPMIryX6kd5MTLmkBABLgmjGI18iF+2IRbNNJewEU/WgD2gLAXc7q8DqZ7GKFLgzNGf3KgO/owXwZYu8FOEwy2tqD5LkbHDaTGTmqum8kcu4cbr75vqp0VJ1zCm7wINyvPlMOGLqxGqGqdqaZrQPZOaje6IVavZ4baTa3r70Fc+8ZY+XQpGqfGYkt9B8qwkxM+rEeBDiGKaqCsfmOdGgXc/P7LzPjCG5wloSdr3cypvg6LAFffsauWlutDfS8DdIGaYXTQfckvQzW5CT+7NDTb/Yr69wM32065r/ClWES3EtCVQDstcB4lbPgQ7beMBKMbaZgWGDXlVt1MrtAcfF7hPVMXVEsYtdzoMbr/9WzlCacZNF39eoao4U0VqDsqBhsDdh5hBhwhji3ZQy3rRGPbrmjsaFDC+oJN1HNpW7x/6xacSbvgLrf/iDXHN04ndlMQ/Rhg+8ddOYhKmXkvgbZnK0+nWo5b3K+CBESAq+Cg1BST9GH+dxlWZvCd3zbG6MPMxWCsUTOMoa7LJ19IWmg26u3JQ6viNljbrD1Ko5xglMFhfYuW22dQp6J1zOwB4TQQ3gPjGmVMiQm/7drRtYjvkKAb1WvGmK7EQSHUvaGCYm+MRnExwU5LCDC0XeVo2CAGxc9swtm370Z8DAGZrfHhuYRQbzDdZgRnvTZJHzjKgvV0gTash2aFsom4UQvri4UxVHxHQellXSnW2ZoQagXWXMxoSRqaZweM5OpFSaytDQREgGvDKEfIR/0K0z7vu0rNMIa4J9/1d7as9vi0Sybcxcu4zaZdNL/jeYiuCEGzNFikodxB4QyZmmWhXmkJKhwaNyqJobhdFdxibycKVcxl4KugMeXaX5ebNzHIFzSefyJCLkq3J0Bgkj6wswUrv4yb1C+lxnsa0pqhnkDe/DEufxITT9WIRjPjjooKa3B75/uzQdAtUL+UwKzvw2/Lev/FADYaKm+A/e8xuu9uJ/ZMbIF51hg183cJHU7ARHlECJwUAiLAJwVz7ezENdS8n4AH1Ayjgcu861mN+Aae3bUReq1ahR/aulHqjEHTXYsRt2uu5i6eXY7ylRtcO350vXqem7oGc7G2xfkod1jEFGJGFJwWUKEtBuFbkJaHi5Y/zsSfBD3PS9jBajjFUlv4erCTFlsa9Z5Y6Pl6tG6mEvNDIHJGcfBqFy38D0B7DDXroJClpt4/BObBRjD/40q3R7snPUywHgaoRAvBk1nkebUaIhGTaxkBEeBaNuAn2119qFkBi69UM70zXZebg0izg3DQFIBbqBnGPw61p4VvRA+nZr0PRiMQ7uLZXbsQcBW6FzbGztidWNf8J2buTgQdjFhoHIKl/aJmyDe+kz22f0Z/Y9zm18zkmKA8PUfrZiYB9zSggv9rwkuuAWGZEcjrdWA/k+IHPGxpnGqovEaH9j9GN+cy2M46fB4BeVnKCL8hSxECVZWACHBVHZkaYpc+1PyWCcXBd4yL3UNNnwXcQsxLVLR+Ed68NnSgm7qZbEc/GgngrjO0qgAAIABJREFUK2VMuaDynvvWxyfyjrpeJu2t4Jveqyuv6+PvzsPGJgm8qsW84AxDdr9WwzkzWvefSeBvwfgbEY9vgNUXNMZyO0DLe4bKG3qoS6be/ycClntU3rBD76W5fFdZpI0BW/cR0XS2A35YZEwo8vynGqIRk2sBARHgWjDIkXTRPdQ/goknqHeMOvpQ/0qA3WBnJ/XuyPWVdnV94+76xcGQvZP5FDA/rLxTMw8W5ju/42/bt6Ptdey3nlfUDCO8W1pKzSAwRjcXEoiZrNfjrB+G1dPWfeMN5KUczjtTT3ybHXjSuz7/m8PdH6P7VxL46yxlJI1x+XNAnATw7Gx15NCmNYOkeFHdCIgAV7cRq4b26kPNUotwp2bhOjB+UDONeyvdcJnJ9xPjUSb8HHRt7Ylr3yw70MX4rOSuWhSWWRsaX6Yt198C4GTGl8F3jXAKQinVj8DdXdPrP7s8Y1el5SmuSX/TyPqGmF+wNFo/IWA8dqJejXH7V4LZna2McHKOMS7f+SD6v3D4S1DKBOV56UTblueEwJ9NQAT4zyZay9tzX27eBYf1c+CdlNmVKPRhvi+ZyUmMtoCz14Fvv3Ydt+/OCQHvVDut3O+K7kv+gjU0Cnqm9NCHmv8DYRYYDwIcVDO8XWs57mrn/hh9UmfA+gFMT2cHPfvDkI7RzW/t1RGC9liW8kw+UcfGuHxzQNQb4MnZyju2sp1Ul/kaCD2zlCFz5kThynN/OgER4D8dae1uUB9qzgRwGYAUNcOYZNPQr5j0D1AoB6AtaoYRf7yE4s3ky4qMKR+6hvnvIEaimuG5Th9q2vGe65RHOc/Y9ObIouNtU+pHjkCq2/wXM1LBtKKsHs6ftMqzI7XV5N5sheYTOx7ICt7z5IlaN0Y3v7O/ETPw92xlHLRRy2jha2lu9G440bblOSHwZxMQAf6ziUp70If6JgF0D4BJaobhCYvwUHNvOADHu0aXE0XU8nLf5Q6N3q2ow/Ebp3s3uIf6FzDQnZmuDL476n8n2q48d/IJ3JyQ3rhpadwX/4+984COqtr6+H/fmUlCqKHPmQAJ0pQgIkIQC2KvBHt5fj47AWHuBBKsEKLoUxLI3EEgWJ/12Wl2xa4QFAsERCkJkDkTpLeEZGbu/taZmBiQrkJC7l6Lt55zT9n7d25mz2l7g9AVRNkT/e77053GF6yhaKJfv0lp5EzynR8ocO8WmrRKU2fSpPPBtvaBJfpTNbUfKYxCLaydzTZzsXr/Jkrdyo515IfX6vEgCVgO+CBBWcUOjYAYbIwAkAvgXTlTH1QZAYti5Ux350Nr6Y/SYrD3NkDzgfhlOUO/o9Kx+2YAPIiY0/2zPKo/S+oQgZEuYzwxRoP5V9bC/yLYv6VQRfz/WkdfzsxeWaD/KbCGs7txOxHywHhbLtGrT0pXZk6iubDb+yAU/DeIbprodzerQzgsVesZAcsB17MBP5LmugZPPIdhn6XSEBKFbmC2f7GvJegU4R3GwPLZ0vPRvnQUg32TAT4JQOea7bgGe3MZmg42r5ezPOrAjSV1iMDork83Dm/b/jU06qYO6QH46OUWGEhAhVysn1nTFJFkjAOQSYwn/Et2Dy+ZLnwLGXxyI7nJloUsc6QwdhKRV82u6xAOS9V6RMBywPVosI+GqfFXT2puVtiWAKgAYQ1p9Kj/Lfc7e+qSIgw/GN/MCuhX703PFKfvuW+TuaMZwn80O94JB9Fj3Tt6QVVZ1+WTU/0zRuQdDRutPv8eAiOdxoNEuEeddH+nKYJbbbg9UKC/UD3G3Y3pTLgTQJYs0JUjrpaRLuMRYj4eoJSJUo+kqBwljMdB+NdEvx7392hotWIR+HsJWA747+VptbYPAs4UbwGBjlOnmNWSdM1iKS7fEDA/PkvqkdyuNeVSV+6pNtZeYyCuKIEbbG1h6xS0mXMBXiBneiKZdCypuwRc3X09AW7uX6J/qqy4U0yPbUBla8uJ4hqFcWVOQJ+hPhfdjZkgXMqM1D33fUcJ35MAD17WgJ/rWkYjX2mOXwFMkQX65HTh28lsTpoY8FSfuK67tCzNjzUClgM+1ka0FtvT5xRjlWaiQ5ErdNq6OaPmV6k6SBjFYM6fHfBcWVP9QU7jBSL6F4O//LYv4gF0CMzU7a7BxiMMSpUz3c1rsbmWagcgMFIYM1dH4Twb4+d2IX6JmALE5J/TLDwpLqw17q9uChM+fyOOegSJTwJziiyo3KJom5R7Vvdd2qgO5TirWRiNfnMAK6MpmLyD7a81x6sMvKtmz6Oc3mlE2rU50npXrBey9hGwHHDtG5M6r5Hzcm8eMV0CxjIQvmaHY07g9WELU4Tx3a5oti3uSV0B8wY5M23m5U7vHSbRtFlSt1cZfrnTe7pZI3jCt335SgLagNBWztCVI1anqk02+azAbM8XdR5YPTVA7dnu1LibDXBEm9gJQKWZVKsgVe8CKxeskvuWa7RsF7Ftqx0JTUNwMJHK+xtsYCJoY1S8FBfqeetm7UqGlrnnknO6MK7Lkfor9RSzZXYtJmA54Fo8OHVVNdcVvkvYxIUM7kNAJwCRPbjjf0ZIM7FrSRLmgnEumO/p8y3dC9B3s6Q7Ets35ffwgQT+ZF4y6TbGiwRezESdwLxTzvScW+mAfUtAKJQz3JfWVU6W3oBIMtIJ9IC/oPK0sqt77lUg7WV/gR7d+Xjfloam2TDO1II7iH/uvotaNgtxPBGhKMr8jaEt6FjOlzrCWs/H1o1YPEp4/wOif0/068JiaxGoCwQsB1wXRukY0NF1ma/f8cv4WVsY8YtPxDYArVuuhz2hkPi7vvy4U1Kpy8+3EqPBb23w/vqW1NUR5G5RQULCKoz7rS0/0HAHr2y4k4oBNAs5kBgmtI6u4I0APTZL6jnHAKZ6Z0KLLpNc0VG2YlmgR76LRA/vXIBawsR6aLRTY3PMtZvpVjBuA5hB2hMT/e50V/fJZ1+z2fygMBq2BbGoIML8C7cyNwtr8RPl4V91q3cDYBl8VAlYDvio4q9fnae4fHkMPm+2Xz9OWX5ZvC8QtvGqTc2xs806nMcEqH+R/L8Aa8xqKbIcwPaKKLS0h1CohfEbiLcwsOm3NnRtg1K80mQbPp0V2D0gQ/0iW7etFUlGGRPdHljsfkkkGaUANjHw3xs2oQmAWwGEAZ5eM7TkKOH9EtDa/S+O7wNhGoFWn7GDu8eGQe835fmA7WlZMOLpuk3G0v5YJ2A54GN9hGuRfYOdvoeY+I5ZUm974XE+d1QZe7c1Q4UWRvT2Jti0JQ4vuX4zx/7aUfPApLHti0xv69+oD9vQvDABxxd8WXm9pErE5b5b5QwruH4tGuLDUkV0N36Bhu9Mpq808NRzt+GrViH0AlEIzNP2jGaV4fINDTNPMck82etP+1EkGSNAPOTaTbS1DGg+Ow6bAPQGoN4Xda/4OXUi+rCUsypZBP5BApYD/gfh1vemU5zevFkBT2oVh8uEMQIa5yw8Bet6fU/tbCFgY0vM39zVed7S16+JZMcRg4zroNHLAD8oZ1be9ezd13i1zTpcFRWEmhk/MUvqKsylJXWQgLOH90yN6UJ/gX5f9Q+pHt6XYVJvgJ45ezu724QRC9DUfQXQGCWM7QS8miP126vacCb58i7eyrc3CdPbudIdiY4lkrzXMpBK0PoSONdfoD9QB5FZKh/DBCwHfAwP7tE0bbAr18OsTdTYTJoRSPtZDDZ+jdtEnTquBFZ04fe6/IIzyAyfO7Nk5IIqPdum+E7QyPyBob0amOmOxAOOfJEO9n4cU67F9fiJuwMIAqQxm8/PDniGHk0brb4PnYAzybiXgEfAfJdc4pmqWnAmeW8k0JMA/cDAuH3Ff1ZlRwnjcwIScqTeoWbv8adOamBut+8EcUAu1l2HrplVwyJw5AlYDvjIM683PaYIYx4DbWZLvaO43Him3Wp82bYETwLqnib/OFt6smvCEIONTQQs8s/Uz9r9c99agGf0ycciEG4h5k+YtLsAjgHR87P87upZdr2BW4cNFd19k0E8jMAp/gLP25WzVYPBtEEucbfal2kjKwO2TCLGmRMD+sI9y4kk30KA1QnorbJA71aHEVmq1xMClgOuJwN9tMxMEUYpM/47O6APu7TFJJct2r4WwLoo2Tb+dVwTrtLLNdhYyYyKvWVLEoONCtOGwSVv6u+mOI03QFg+S+r3DhLGOAJUtqUYAC/NkpUJGiyp/QScPYzXiDHI5OiTS5akLhVJvjJi/sm/RO93uNq7knx5TCgAcyYzrwws8Rx2W4erg1XPInAoBCwHfCi0rLKHTGCQyxhJjGyNQsfP8I/6NUWomQ7fPyvgeaSqMXG5MQ9MHeVMd5sDdZAijBuUs2WYt82Wac+o8oPbTh7DmukBEEvAyzOlftuB2rGeH30CziTvpxq0Xv7j27Z2Lg28BFBpYIn734ermehujGaipIqK0L3RUbZfAPpMFlj3xA+Xp1XvnydgOeB/nnG97yHFacwHoeUsqXdKcRrbwcHkWSXpS2uCaXHpJNfGt0f6DwTrig65znBQW6n2gmftkXB9kNP7gD3G/sJbhcNXH6gd63ntICCSjB9BaAUTo4hwlb9Av0oYj92ikW1rsTv9rUPRUvQw1A+ym+Ri3e480XcGmfwJmF+USzy3HEo7VlmLwJEiYDngI0W6nvejlqIBqC/IC1kLXzi7eOSKw0FydfykBhWmbSOAzQB+niX1SGQsS+ouAdHdKCSCyYBdFugdhJG9GUzvSU+6Wu04aBE9fCrC2kAb0HltgXulMyn3/wi25wj8aM1T1wfdoFXQIvAPE7Ac8D8M2Gq+kkCKMNIBPAbCUjbDt8wOjPzucNh4xdCsT9HtbpO0izU257KJm2eX6M8dTltWnaNHoM2kST3CRBs2pKUFlBYiyVgPoCmuCX6CJtxbejL2ehhLGNnXgfCodGck1NS+XdfJIuwILwO0EMPMCRRUbnHs7dT10bPa6tkisDsBywFbb8Q/QiBFeD+3ceimtwLp1cvBKU5fPghJQChllhz58d46zm2benNaSd5/9/bM60y9gwhPFHHL0Mpwy95kp7tBdMksf2UcYUtqPwGVxUgDPc8nsKBEvkk+NvJlpXXL43OdUXZtDRJNO50bvtrvTn+jpjVOb84FROwD0JmB9wJ6xiU1n4skI1PFHTcJncnEDrnkj5WRyKlrMMkl1v3x2v+G1C8NLQdcv8b7iFg7yGlcSIRJKv8CgC9Nh/bvOatHFP4+Ew4BNKcq+cKeChkidR6AnbrM221p2eccdj6T+e42xH79HTqcHjZx2dsl+rspwpAAlsyS+nlHxDirk79EwNVtYhe22e5FLG5GWeTrR82A33Vo2sPBqyu+xhxbM5RihCzwRMJItvPm9AkTq6trPQn4nIM7r5Lp4zbUVMJ1oq8fm/y1CuRBwFYG/iUL3M6/pKhV2SJwBAhYDvgIQK6vXVwuvOeZIC+AEwD+mjXHzVo43JGJnw3ZHUnvrBmm9nF3E0OkbiKmHHdgWvUpaSN+SGeYtIjB73+K7t0A7gCGW8V/vqytb4Cm8WfE5k0D8etSPTDtT/dD6yv/2my3MLJN/onOxAK7CsKhMlq5EAPmXXiPgDOpDafzoNDNAPcjogVsD98kh939y542uZJ8lzDwhroT7oyOaRgo33ESYP9SFui22my/pZtFQBGwHLD1HvzjBC51TTzHZtq9lcvPPA+gZarTWVJXgfZ3E59INWEzO7vXPqFOOkfEJ1JVcP6CudztBQINBqEvMxuzA57xXueQM7dS7EuNUO5ywARDe1CXUyMhLC2pvQSEkc1RTVrGFd1yy5ZWUya0dZRSMT62fwO/piJctY9o3tXcyK34jkDeyBl7s8SV5LuPwfcD+AbgrrLAE6knkoyQSXROyWL357WXgKWZRcBywNY7cAQJXN7WN8AkczKIeqg7n8w8ZnZAV0vVEfHGp14Jk1/2yOkqMXtEDJG6Fowtc7Xj3cSYBdAVLXnbyx1pw85G2NUcQCOAV6xGS7EKrb+ZKfULjqBJVleHQ+C116JEYHW51DMiEwCnkb2YgDAxvcCEh2ByND6xhZhoFxVrDdGcNTQ3K9AU5bQdzBs0B9ZRA1WXLgx+x3PtJ8LFRTg3NFfqGXeJHoafGK/7C3R1N9wSi0CtJWDNgGvt0By7iqU4fWd0ocDsUkQ3WYu4nFDQnvvu+rtKvCL1WSKcqfvzIukKDZG6RDnYuTj+ldbY7mnHm7VmVFrO4IblbN8ajfAEz+9L1YNcxsDZfv3TY5da3bSstTf7RLuGZ6U7Q2UnikjLyY+JKLYVS3e65jSyVWzo8QBUnuf5Jtkmap+b27jYdgMFtQEIUTcwtwKD0Jw3cwtzuSZtXXgXGuOs4I/cEia96uiDGypWoCFMqWd0FUnGBwA3lwWePnWTmqV1fSFgOeD6MtK1zE7DlfqZyRT3Gbp+BtBdxGScST9fwaBlX3LXB86gX58jmJ39iNvcGtujYhCMM4EKDZj/C9qKEGxbnpBjrC/YWjaue1NHGNkVxOa9fs/dE9XziFMm/CD1DJswsrfiF1s5vrf9hO1oD4osP8eAsU2FHFXLy8SYgSGhMrD5KL/i6I0ystnD4aQ1i0euciYZ0whIkQW6igEdEdHDGE3M9/kLPNbp+DrwftRnFS0HXJ9H/wjYfmlb42KbRkMAbsbqniejMREatsW2xsdDxn6KbmGV3UhdExmAZViJ1uvb8tYGTWhXozJEoYwcn0puWroRjU8dqP1yJZvUZxNiRzblstYahYlA65nwMxifBU1+Lb1k+m4Rto6AiVYXByDg9E14jpgulnrl3V6X8dhAhvYBgEf4F20gfWHvC8YaaLyQGe8GCjwv7tWRJxlr0YBb48ZgFEAfST39fKE+Az6QBX+kJhRJE9sRHKn+ArfaH7bEIlBrCVgOuNYOzbGh2KDW3hNh154l5q0M3gyNNhCwnhjrBtKyiZvMmOyFFV2mXtk4f+e2ipjNfo57vSVtv2otmm9YrbXpP7v4rhUpwlcGxkOzAu7IyegUYbzUABV9TsXKMiaUgxEkoCsAtSccAuAn8I8g+tDWVHvhrqVTI7mGLTl6BISRXQrmbOkZnRnvy7nCZFb3f8PM4eMDnnvW7E+zdkm+48Lgb5lIBha7k4SRrUKWRqECDfBcVEM7hY9Ts+GjZ53Vs0Xg8AhYDvjwuFm1/gYCXpH6DYFYl9NO84nU4WHAx9BoKZyvPSXHXKu6GCS8T6mTz7Ok3rKqyxThMwAePEAr6mYzy15j5k2ewPRIEH+fGHIZgwaB0Q/EiQDF6DLP/jeoazXxFwgII+dxIr7R785o5jRybidwHgge6c54fH/NiiTveSCaBebvZYHndFXW6c1WAVmu4I/sLiqhHvi/4A+xFH3WCrd7219Q0apqETjiBCwHfMSRWx1WEfCJu25lhKd+ysdnnYzV45tSqbYFDW7NlLnPVpUZJIwyzcQjM0v0h6odsNO4X315z5J6ZEnTEKk/A9TOYUe7YWum7Xa3eLq4M3aIfELFobbkKBMQRvY2YjxNQIlJuFvqGWrFYp/i7G7cToQ8MN6WS/TBNQsKI/sn/NcRD8Ln+HdQrX50Icbjfk9G2lE20+reInDQBCwHfNCorIL/BAGvSDWXwsUdeGNRIypbocvp1deIBrmM6cS4apbUW9Tse1Db3EtsNlvxDL/7J/X5ZJF6mgl8pJaf2Qyf4yl58tt/Qlerzb9GQHgn/AcEN4iuA+h26U5P2V+LriTfKDB38S/Rh+xZzmlkL6CFtl7hH3DyusUjFzu9Ex4gwv2AVmJy8JoSz73WO/DXhsuqfQQIWA74CEC2uqgkkCtSb7URLXX7p80f7Mr1MGuP9sUqbojgjwSzlQbz0hHyiUiQDiUqgxLDnDBbph0wsIYhUgsJCDDQm8m80eN/4nWL+9El4PJNGAqessyvr66+HiaM7I3MWESEEqlnXO8yErzRZVrmqntWbT0UbYWR8xjY9BAwxe8ZPbKqrjCyvwDQP8QVrt889687lDatshaBI03AcsBHmng97s8QQ98D+ByVs1WXea8Mcnlzz+ZlKwmcrQJz6DKveqab4jSmgXDtLKnvd5myCqfhSlUhL9eDI2Evrwdp6bp/WnWQj3qM/aiZLowJZcCWMuCV9VJfpZaJ4fTm3APihwh4DpiiAbi5ci+4SCVaOGhRe8qA2QWg/lLPaFSzotObfWPAk7HXk9QH3YFV0CJwBAhYDvgIQLa6+IOA4Ux9HoQbGXS3R07LVk98IjXEwCJd5p1ck9UgZ+6DswNpYw/Ez+jjvJDJ9gZKBpR51rzUyutKnUSMNCJMdPvzVBpES44CAdfEiV3YvmkpqCnAWrbU0+9VaghfzlbwDg34bwNm8+aAZ80hO0thZKvc0l8CmAjQm1JPv+MomGh1aRH4SwQsB/yX8FmVD4eATwydwOAMJvZ6/NPTDOeQEhBt02Vel8Npz0gWvyDUIITAeceD+WI9MP19nyt1FDNnE+hls91spwZe7s4PpB5O+1adwyPQakpCW0cIAaY7JhJHDQdjrRlDKVrF/NeAE04w+blLS/TV7x5O68LI/o2A102gmIBMqWfEHE47Vh2LwNEkYDngo0m/HvdtOIfoIFJLxK+B+CmY2sN6YFq/Q0ViJIvrALzExefnkRl9JUAL9UBeJFes0fOkFxG98V/E9l2mtus8T37gq0Nt3yp/+ARc3oRcBm6QnqI2kZmvkTMPMPsxVoSIXZ9Ci/1IujMiqyBV4vIl9GPmGwAaAJXfN2j2KUlfs1twFWFk3wBWS9j8iLpXLIwJJWDtM+lJV++CJRaBOkPAcsB1ZqiOPUVz44dcQSb9j4AvCehu07Qz7iqeumJvlvqSnQ8x6A49X7at+dzoK1aDsBhrBzUBIqELrwp3eDvRZprq4E93hGJnIHDuKbrMSzz2CNYei4SRsEsL05nFIwsXVGkljIQVYHwnPUURxyiMhO+BpG7AmSEwBUGw22wvDAmb2y9l5lMJaAdApREsAeh7As/x60VP1LSyTXZ2Q1sU1EG9Zmrm69czJglvzjAQG1LPcNQeIpYmFoEDE7Ac8IEZWSX+QQI+cVsvhuMzABVMeNTjz4vEC95TfMmuUSr1nJ4vqw9lTe7nSjWZJ+v50mGI1DLa5WjDzu+3oFGhCeafYyl87h35v1knYf/B8avhbCUBr/n1ouoMRMJICDNrAwKeVV8JI2EZCHF2jW4Mhvkq8KW3EnWwM21m4pdXMGEewXxDutfM2Z+6wsiZAmYTwC0gjJB6RuTOuDCyVwO0SOrplx0Bc60uLAJ/CwHLAf8tGK1G/goBX6cRTVAWLGJGA13mRdLM7SmT+4rbTIJXz5eNq54ZyaKEgM+wdlArjto8AK2/9ANaO9qRsNS99Kukv6KTVffQCAgj8W2A46VedJKq6TQSdAIelnpRI5c3YQsT1B6tRsCPHJnhohvQLQHcdSuoWSnox5nSPUvfV6/CN7EXwM+CuVu4Ai1sUdgIja6TI9JnRhywL+d6ML8YZe5oUZSWteXQtLdKWwSODgHLAR8d7vW2V0OkfsGMZkTIJ/Bst5xePeMxxNBnwNwmhsyr94xe5esXfwXYfMmdLyMOenKy8x6TaBzWpkxC68/TEbVFLT8up53tV3Mo+jRqutzPgIqA1YCBGAKi1D+TEaURbAyo8JQaA5958qW6GmXJXyDgMhJSGchRDvd3BzyfgHIQtoCvPQdoshGwbwQ0FZd7JwM7CNgO3tgCFDwFaCEqr3F/twzQZoX4aq9ZXl7qiEI8abZ0gAdBJfMgTJfujBHCyA4y0zkBT7q69xsRYWT/TNCG+/VRc/+CKVZVi8ARI2A54COG2upIEfC5UocyQ0W7UjMllUJOOcJNDCwjoi/I5HgGdwmR7epRcqrKdBORyae0Pcu02T7U8/1R6r+NZLERwabrYWoCjtIGCEdtRtS2N4mxk0vjRyFWbge4HMAPAC1l8FYi2moyb7EzNoWZN9nBG0OaucFjLVP/HS8nCSPBrNCiXRtG/CLVnjAYq6DxXMZwBzEag7gRTGoEolgQGoDRAOAYgKPBZhMQNQC2lwJaDODQgGilFxPtNEyz0clESJB6RoffnW3YjKYeJanpVvarv2P0rDaOCgHLAR8V7FanVQR8bYecwBpdA8JZlUE0UBmMw77D5GCjycyYHeKd39o6ftjRZtp+DK++/ERbq2+mIPa3AWANCDXIQsnZdzPTHZ7AtMh9UsOVuhKMBYifPQeE0ZVLnlTkyfdb15D+wVdP+BI2MTjHZmprTI2fh4kJ0lN0z8F2GVm2pubDwddsB2y9gK0bgHcYaNkKOB+gd740ufBRdXVJGNkcjkKbdUMzfjvY9q1yFoHaRsBywLVtRCx9YJyU9CSiN99GJWc/xcGG3QEks21XOYkPY7F20Gp2veuicIzd3NhzVOzOuP/titKkLvOq32VDDM0G+GZd5kWSNUzu53rHZL4IQEBjjB2xQD5tYf7rBNpPbR+3Ztia6uQXwpv4FYjDBJ7FwI1SX71bYJX99ZjwbGaz8m2N3yLwQGCTCXPLlTJtWuX+rpG9EVi/HnjNJKKxfnfhG8oBSz1DnZhWB7IssQjUSQKWA66Tw3bsK+3rk7iGTXsLBM5RX7IawMvRbs4J2JnwDOzbb+V1p4/xBKaNrwy4gbG6zGtaRSUTmTHNxbpCDebAqtjSRj/xKhjqYJYKibiGSEt3zy9+69gn+c9YKIyE7whIuJ0qwIyMB3X5rPAljAVDB+gHMHzSUzj7YHoXRs4cgC8GsJLNrfeQ9uIbau9YhpwuYbvivwDOq5k5SeSMawlHw/VSz7C+vw4GsFWm1hKwXuBaOzT1TzFDDBlBoJsY6AmtwiTXB1Fc1votfdEPV0WWlpMFU7Ax847E9/Rf368MthGJL41Wupx2yv6ITe7bJtHUbD8HmU9zgB5RX+qAuk9Kd+n5/k9few1Ri2V8r4c8xfn1j/wzwSxrAAAgAElEQVThWdzV16EszGRboRdF9uWd3o7ticzVYFTIBi0aZW8LRm1xrO/9sCdQfVCqZk/Cm/MKiK8EIAHcK/WMl9Vzl5GwgJnjAGdzaFfFMePfAT39haq6YvIj3WA6lvw+Az485a1aFoFaQMBywLVgEOqzClPih3UKmeabAKkkCkFm5IO0PI+c+qrRV/hAuF3Pl7GTxfBuZru3fkawyQb9+2WRpeVKB5xaDNBbupzmPhDH8feJeTEFaJE+W3Z57LSWIiYU9SqA08H4YdMNaA+CP0uXPQ/UTn16nukTE9Rhtix3YExNu7Mmi9vCJp58Bg6/CSqXelEn9VwYCerg25I7uOJXENQPp5VZuowkYthTfo9g9aD0pE+t+czlS8hlRoBw83hgh+nXc3YLMymmTGyHMFpK96gf6tNYWLYeewQsB3zsjWmds8gQQz4g4PGaV5KqHWxlpKsiFKecCNfspqbGetp8OfkPBzw0CAqfr/ufqE55tzcAY33iMo3pzbiX2c7AK558eYMqN+nUNj22p9i+oxCimryNrz3z5el1DuA/qPBYwzmVmC7K8sjdIollGmIjGB9keeQNwkiQDNoY0At7dPJ12NCEOe4yCm1gk8Y+6PFPP1T1RG7iXaCz7wZ1awVMUYesdkm9aK9O/FDbtspbBGoTAcsB16bRsHT5E4Hc/q5TtTB/w5t6rqXmP+2wE1951/zAz6rg4/F3JodN7Rtd5ql94v1Kps/5HDOd0eJlxJO6+qSht3ue/GGsIZYRI7bFS+b/QatY6c7fVLx3B+4a8qD70J3JgfSq7c8zDfEUGAOyPLJzla6ZhvMFEF2S5f4jKlk7o8OOOHB0EsxwAWxFi/TV3Q7XNuFNeBRau9EmD8os0TMeEkaCCtxRUhXk43DbtepZBGobAcsB17YRsfTZjYAhUn9GqwXtEVNSRkAhMQ8dsSDwnSpkiCG3AHShLvOuPRC2TK9YDsKC5i/jWlZBQBjOTddjKzSILLeMJAuoKT5fpyYbzdL7mDCYALW8qpanI3dQ65NEnC2od5Yu1RUx3J/j7GB30CpmGqZmt1m5bS8yNdvjZeD2ryCKQ4zvQEiUepHzcDkJI3EOw7zQZtquLU5b9RYyESOaJwQALJV60WmH265VzyJQ2whYDri2jYilD7z9nA945gfGVzrZ1P/qMu/mSOANRphs5tXueSWfHyqmTEOUg7Tr414y/6thV/zW82M2h+MQbBhu2SIjY9FO1d6YXNepGvEIJpxNQBsGNgL4wsaYlumRHx1qn8dC+UxDnR7n47M8gROVPZle5yIQhe2a44qgGfqIwMdBhZdkjF5tsw2Ya9pGq6tBp5M5ugtVLLczSsOwl9lCwbIKe1SpGS4rbVLepLSsbNXOrCyE9mQkpotY7IrazsxFpGnzpLvwRlVGTDmuHUJhtfLxjdSLzj8W2Fo2WAQsB2y9A7WKgLefcxqZdAsTthJjvL6gcr/X18/5L2Z6EdA8en6xsS+lMw3xOIArs3RZPQPLzHWeDI2+bfa8I16zB9duvhw/IRo9mr4NbLkEk6BxMoP6kIrOBC5SER8cUeWPPTB0o79WwTkKymT6xAxmdHhQlyePNcQIArwAPQyw/iXsMUkI/xDHvAUaVCjQEwKstX4Hdq0NTPMyhEIEIhOsYkATA6T+DzMIZN6S5S5RV4x2k7beDsM0ossYtJ6I+0t35eEuJc6c9r3JYesv9cLqMwBHAYnVpUXgbyNgOeC/DaXV0N9JwJssXibgagICJvg+T37gRV+ymMGECn2+3OeS8+9LpEXY1KxxVtZSFXcYY72uSaTx9XEv0SulZ7Be0Q5hEzTLVoZB7DBtbCcwsJLAr2gavrZHBRfdP2SDWvKsV5JpiCfVnWvny+bE1PySSIjHTMP5jopOlqUH+o01RCkBQQDvvw37jwFow38PJ7oJwNdEPP0ODjZdzlru12RvHEM8epl7tfpBdFASP7ljD9M0FwL4FkyPgfgN+fsVp4NqwCpkEahjBCwHXMcGrL6pa/QVs0G4hIFVYEoj4vEgekSf739tXywyfWIDTDyZ5ZH3RhywIb63hWhbzE/maaUnk51CKIIDU6JX2BbFLgi/F27M92+9zLaIEO7PIHUvVR0gUokcfmXQ58zaSw951n5bsz9hJDwt9aLb6uJ4+JJd77LGL+rzZOTebZWM9blGkckTmv8PpXZN63XXvOIVmYb4qDJmM9Sd3YdBdGWWW35cXSkTMc7miQ8Q+HKAuoA4RIzF8WRSCWun9EPwh1d1/wEjYrlyO5zKGs0A0JpC5nn+UWvmqnSGmg39i4cXWXez6+KLZul8QAKWAz4gIqvA0SbwdNeujbc32z5TAwYyWOV9jabmsYnu91aoO6d/krGGmElAl6qDQ2MNsSNKQgbbIL7xV4Bdsu6ZH1CzPRj9xJNgXFczzWGmz5nDTIM1YJUJJP2+HxyORNACz5sL+7ZVsKXGkj1uhXvFtr3pICYnDJYjiiKhFGuTTD6tpTBDUf6KspaNMhZV7n1XiZHsfH1LCl0Fwg+Z98qI08z0CrXfbgM4yUY4Z6weUDPUfYrI7XAraZFgKiowSkNVsDPM4Cnh4NiJIwOP7q2iy5fgYaaHALwJ8DVSL4pV5YSR4AfhDeku2meawtrE1tLFInCoBCwHfKjErPJHjcDkvh0STQqqWVs/BtY2COHkIQvlhj0VesBwXqiB3n5Ql/aH0tskhtrZVqmIwY7NfEXjD+gpaPiPPk/mVDuefsJPjG/d+XJw1WeZXpEFwiAb+HbldMYaIkUjvtJk6v8SHMc5wXw2Km57UC+JJISvknhfxytMmFOIwX69SGV7qlXiTRYTwLjFs0BWBzNRCkaW94FLtp9C2aGufG+Ita7j9eLlmV7xDQjtwPhflkeqA1YHLccZHQY2Bt4nYPNvoDZtYO4oA+VuBdYRq/zA1J+BC0BoCMINYAwHE0tPYeQutjoNDXA76/rRQSO3CtYxApYDrmMDZqkL+Pq0HcCkXamiZIEwISaICUMWSrVkXC2ZhiiLWYMXOYzryxPRsOE3+HH0q7KXL1kEmPhpfX7ggWoHnOwaqMJR1qwvfO0va8z03HUINiENV40bISOzWdfkxPFs8sjbeNeAhzwluy9Lezt8CSLlPOZIvUjlr6114k12Fmigle58mVJtfz8xh1mlG8Klnnz5UaYhfgDBzHLL3pmGWMZA+2azeLC2k64n4CQ9X/Y6WMOGGa77l5Ptxp9Z20bgU8IgLYqwqwL8FFjrBvC5rOHewIiiR4WRoPaYR/r1orwIa2/CECZMknpRZCZtiUXgWCNgOeBjbUSPIXumJrc+MQhHCxNooZHZjE2KI42aAtwEJpqA2KlCWDLQViMsYiZ1PzgW4A7bLkB/EMq07VhEhFPLF8qorM8QMvqK1axhtme+HLE/VMLX8Vxi893bUWFD5IwW7sxyy2eEkbCDGE/4PUUjq+q7vAmTmHAXgLVamG4oHlm44HCGQfgm3irdo545lLqGM3WlSlKvy7wJe9bzJothnny5W5hHI1lUMLTrPfnFb6ryRj/xHkwMDLN5wchvK693Zea0PQEObUmjb/m9cidOA6Fx489JZR1aC/CXen7gpn3pGP94QrL60cPAWZHVZyA2CswNmdZv1DBlMFfsagPcPRf2RqugOYgw1O8umi68ieeB+D2pF6n80NUijAQuj4qK3zj013p/Iv1Q3gurbN0gYDngujFO9VJLb1/nfUQ0DoDaf1V3RisIqABQzsAuFaKQgNJtp3GncCvSms7g+zWi29X+Y9kJ8JedhDjHOtiiC7Ew438yEsDBSBa/gDFPXyBv3q8Dntz+NJi2z+5A+RwQNSPwWTPhWPgbkwoy0VLVdRoJFxL4SYBUDuMJUi9Suu5ThDf7cwLN9nvSJ+5ZSBjZ6sdDooxp0g5Dhuw2m99Xg4ZIHQ3CeN2fF0mGUFOMZOe9BO1urBk0yx2Y9m/1zNdPXMaMt/R8qa4MKeerDlidRqCzTZh2Yu0KwDwPoM47zkFUqAnCto1YTcQf358dOGAuZWEkqLFRUcnWAfQ9Ec9RznWsIUrAaPKgR1bu7foSZhHj0nMQQiKbi7I8spfTm/AmEbpLvWi3CFpOX4d/BdyrX6qXfwCW0cc8AcsBH/NDfOwbyAxt3CTnJm0XNW46G5s00FB3vv+NcYYwOQwCtBZZI4vVVRnlgH9k8EpPfkCddt63s/R16AWmb+9AeSoznU0E/1OISu+K8Ief6GsvEN6EuSCcDeBDqRddsFtDDK3rM10bbjYrYmO2hxuW2xyxjnBCvGm78L2w9mzKuhFLd0vT5zSy5xPQ1e4IdVwz7N7q/LpVbRoi9Ttd5v0p25MhUrcS4X9uf96fnKMRf/N/4PrwHvZfuF6LadjJvWLyNl+y600Gn6Dny+ONZPElGH1A/DqYule0Q8+oYgoDXMjg1zz5gTGZhlBXjr4D+OksPfDUgd4kMSkhRY4smrVnuciSNnMiNMx60oyOh4b+FDQvHRptWxEKld86ziMzhdFhPUDPSL3o7gP1Yz23CBwrBCwHfKyMZD22w5ssvtKA/puvRKkZjc1ZumyncGT9R4Q5CqFxo2R0FR5fsvgGwDZ3vrxwvw54ckI3mFhySzjU3m43lz/NUfMd4JMGIBw3F/ZgGKxiS6hIWSZADoAjs+LdRC1dq8VrqP/tS0APAp7+qeahImFkfw0gKWjnruvvGq1iHu8muS3vdNqiNL/bP80eiWnxuxjOoS+A+GJd5qnZd7X4xJDLAJrCQGu43gG04MN6fok6Yax+fJSwSf+DZqpIGG4GzSOY72wbiAYhJ43RKuinZm/wewSca4K77exPURUdYHME+LEHHgvcf7ivWKZPFBBjzgxy3L2esZNIO93vLvypqr0Wk7q4om0VxVEm4orSirYcbj9WPYtAXSNgOeC6NmKWvtUEjL4ikwj3MEiaJq5M+9b/Y6YhfmagRbMZ/PSunsgo70grsnRZvaxp9BMfgxGt58sz9ofy99y2RbehvM9WaAvegENjxmcxhG4nI9ymjRaeOYOi0+wcCobLG1TAsetWkDYMhHkmmw+VuNdEAllUicvIXsBM26Qn/dyqz4SR8znAvdhGPQLD01fvqY/r8YmX2svCQ6OC5sU7G2rrpT66tSoztf3QuGCINxBhuNufN0195us0ogmXBj/4/YT4Bx6Zd6E32fkpAQ30/EC/zLNgb14mgsQ0DcQnhjTt5pHzildU9ZnpdZ7ORM8TwwUNRtzLWEiMZzZdj9ioALjRZ4ikGSTimRtjAjlZn0W2AA5KxhrOVc8iOmgDd7oS4a8m6sUDalYUvgQDjGulXtT2oBq0ClkEjhEClgM+RgayPpnxeP/EDuFw+XuIJEnQDD2/OKOm/SrwhhbESY2+xKvbz8Z1FIOG44bsfkq6Zvl447jLTYSn1kwgIKaLltgVtf52VLhfgiO3DKT2NsdJvSgryyeuNxnPq9POWbq8omZbTm+H+0hrPwa8dhOFtIH+Uat+Vc+Fkb0DJt8t00ZPUf/tNHI+IXBfCmkn+0eNipRpmZvrjLKFdDbpUiLuAhW6MYyik3/YetxPfZset3pERqEqZziHzgdxE13mRRIkGM7U59U1HgKWM9ONemBa5K6ukezUARqv7jirPWGQlgnmfMKuy9z5m/Z6f3mc4RzPoFHMWN9gNT1iW4tHy5J5W5M3ME4jXA+mUwBuRoBKE/gNMZ4bsaDyhPjeJNMnzt3I9NEsODbdqFXcEmViFsjsnuWujLQVYeNrfxlYu0HqRdfXp/fYstUiYDlg6x2ocwQm92t7UZi18Q1C8owhCyMRq3YTb7Ird/t5PCLUCuVg/ASNJmW5/W/sz1DhTVgHDd9Id9HlEacwvXcsdm3ceSmF3nuf7eeehxCe1ourDztl+pznM9NsO/i0msEp2ho5/9ZgPgmaWnWa90PNNmS4GbIvl3pG5O9NeCd8qK4rhcO2ZJstrPaiTwWhDxhxYGyARt9QOPyCP+3uN6qXoGWepupOEkNSbKCZJoV7aabtZia+nUBhBk8PmebrDtL6AxTZ745I+9nP8/rkkVrLhfcwzIaQ53kQjo4EMNEDeS/s03GqCFjAuVoF5ds2ci/bJv713icCPVT5KX1Eu5CmuQnmxQzqrOf7/3QIrKrdsYZzPoH62MB9FadMn1gIhpalH/xVpjr3gloKWwQOkoDlgA8SlFWs7hAwksVPKqHCphu4F4PPI9CnWbo87wAO+FpQJNziydK9+oeIozQSOIHM0k1MU69DUGeiG2o68jGGs/dDe4kMJYzsMPDJC4SfExhIAE5rB5xQIfX7G7i82XOZcAYIH4JxMhE1YOamUFG3NO0FzQx+JPV71D51RPZ0wIZIXcuEFcRQS9Y3EGgLItHBADRe1RHbO8ZxJF4zqQNUgOu9WOxsH0T0b3Zs7VGOXS2r95Ghmb304unL9+mEJznPh42ehglBJrS4GZiifyVV/OeDkkzDNVKdHlcBPhA0e2Sllyx9wIjvbCfzF5P5ygf1gAo9aYlFoN4SsBxwvR36Y8vwsV5XGjmaPpl1V2UChirJ9DrfBbRzYDNPyxpRmUd4XyK8CSrqU0upF6nl34gDbgzGL/pqyjSUU4fM0uVFByLnNCasBDCPeOrJAN0DunkasKEVUGwCpzqY6QtNwysa+OO17tErO05/tOmuXbazGDygYal5a2msTd11XgfS8pttDH6U+uRqn1vmaT7n0IcYfA8IGoHGb5Sts7KQ9cfBrGSxFEwtqXjQJww+kcFZaDfnFjDiCWitL5CRPeRDlaxHxVNmDG6zbwEazacn0t73DzlQG2O8YjgRcoi1vkzmj2aF47jxGasjS+iZhlDbByfUx/zKB+JmPa9fBCwHXL/G+5i1NnLVBThJnXAGeBmYPrEzPz8mLfDzWEPcQoSJCJtXZKWVfLZPCJmwi+YJpcpx3YmK6CcRPaYvQltm6sVxY422Y0C2UQ+6/c0OBNHpy84jNeszJ2eDtPHAXQ5mnkFUdhHorQbA1s0mcG+Ju2i3dHyTOwxPNIOhlU/e2f7bzXGRACRlmgpmwYhmQnHn5Ttbd/1lx289fy4deFfx1OoDVDX18SWLXxiIpeKUVJN5IhqtTqS4nzQQXtPny38dSPd9Pfcli+XbT8f6inicGl3In97nC6grWH+SMT5XT43N+xk0mICiLF12yTQEU0W4zbiMdWrfOCIqPzMT3feg2/+nO9GHq6NVzyJQ1whYDriujZil7z4JPPpox6alMeW3a+CLmHAiEVoyIvvAhQRIBgYw0eAH3X6VYm+vIowOPhso9VaqWPxfOHpeg+C72W4ZCSs5zifMCg6f+Ii+rmB/w9Da92hPO9t/sJHROcxtlwFX25mxSrPbLvIPH/Wr00h8ozJ7EF6QetFuAUEMkfoWgP6P3t1xBkDt75qy8s4djaPXzj275Tfbmth7bm9iV1eqNIDWgsJ50n33Y3vqYvQTK2DCYS8cnBxymMVoN9uG7Z1K7NuSztiX465qY5whVjCglrHD9EcAlLBWjjgAZQDsrKEFbAiC8CIT1jAoSDBbANRHXakCsICBgQ/qMrI3rBxwzfSQ1itsEbAIVBKwHLD1JhzTBMZNFjewyYNB1BdAPFQyeKjZKH3BIf4ma2TlsrQ6rQvmi8F0+0vkaBQEPrMRzroQQfdUt4zktM30iTVgfJily9sPBC1y6lnbmg1z071AQjTzV3cGPLMjGZiUxE+Kb178e3CQPzlQkbqTCdMn3N0xkUy6IM1bGOOo4K0mh89JCzzxvcuYOJCZb3I2aHzXwn1EzTKShVruZVqbMs1s8/lolDp30fbOLgLPcsvpkYNme5Oxhhihri6xZkYT22IARAMcHVWE68hE0/JEvGnbzCeqEKD2rfi4vAPUsr0KTZkA0CqYjt6sVUhimp7l8adVOeAsXapT5H/sPx8IoPXcIlAPCFgOuB4MsmXiHwQeyBWDNY0bE0gF4lARrOLCzDs1UAERosDo9bVme2Qp2x5Q3qciHIovHlkciUOc6RVPgXBBVaCPmlxdjzzSwn/ffSowR0SEN/trorCdsTwJbP4G+sQu9dWRACEHEsOZ+iAIo3PuTewYNrU1MbtM263Prc17YOnjQw9Ut+Zzb7JYo6mwnVu7NuLYwE9UcubzBE0t+TZhRq4eyKtOSHGgdn3JrkUMTtLzZeQ0tjfZ+VBpf3qgvANMIhQy8bAsd+DDTK94H4SkLF3Gq3LjpotY3oWdWbq0vmsOBNl6Xu8IWH8U9W7I66/BmUbbi0HaEDBUxqLmDATeh728GFr71uDlgxHswmTemuUu+e/xRsLqbUD7sInEkrSioogDrkxSkJ+ly8Y1KQpv9rdE1KlcC3ffMOJuqZ65fNkeZowHtsQQNe/NPHkeEU31uwvTD2YEDDFkLZG2OHtUR9F0a7Dn5jjH1l2mrfvGkSMPKSmBkSyKYUY1oXBUI/f3v0acp8+VmgPGXQxs0EAjRshp+81b7OvVthVHaYUg2DXCreuvjSzvj1CBK2O/R2z0rzRKX+CflJnb9ixo2qeaaV6cmVaiDlopB9ySd2G95YAPZtStMvWNgOWA69uI1zN7swynbgLXg6gnMxwE/EKgGbzJPz4rqzKa07lG/JxVsF1aAQqaxF7pXj16rNc5/1mKOsUEDa9Kj7c/dMLImadO9jo0PqkqYIYwsiM5I6Q+hoQ3QeUXvkfqRdVhMffXngopyaDZz9za/oVOK3ZcO+/U5t+r9u1hrdeakSNXHcowGn3jN4K4OQXO/sC95oXqEJxeZ+q7RFCnusfpMi9rX236+orrQbim7Hj03ZWEFmFHZNb7eJZbjvYlu3LA5ib3gsAjmT5RBJNXZXn+OKB1f46zg81BhQ/qlTNnSywCFoE/CFgO2HobjkkCD+e2dFZoUcWRg0OMhdDwnEonuKex43zCzQwD4Iee5OgoEEaAubQ/mY12mfz6QrKfFPAUnXgwkIQ3+ysQekIL9pEj7lsmfA+HwGU2qY+P/J05jYSVBPilXnTmwbRniNR5v3ZtFP/l6c2dix66z17VPpv2voG0tJ/3bMNIju8MhF8gohnu+bL6cJbhunMgxHsfo7y1Zt+U3LnmQaxc1x0npfmf/HF/+kxMce7c0R/BcAw1iV6L8vtzZIM9y2ca4j8MpD2oS7VyXy2PTBbdyk1+LksPJB+MzVYZi0B9ImA54Po02vXMVhXfOMsT+GpfZmd6nTeq+McaYfI4t9SryrkmJ/wPJq4DoJaeV4PoY7+7cPzB4FMpB0HozXj/KULihUBMV6k/Hvk7c/kS+jFjngbbFcX6yt2CUBjOodNAZkddTq/OrJSbcHOzwnYtNr5xVVvNDFL3kvT0pS4j+zOVbpFMPt2fNno3x2n0c6Uym9cS6GS1z0tACYO/4tL2C2nDyeejzZe9EWxUoS+Z3+pgbGGAfMliDoCLN1+BxW0+Ct4c3O5Y6P59H7hmG2MNsYtAk7J0/30H07ZVxiJgEbBOQVvvQD0loPaDGZpKC/jig/ruuYHVrDjMePhpjlrwe8pBmCYGlqQV7fsOcQ2Owpv1AyjqJDbXpZHWLFduGudAViSfMYSROAfgU2rGnVafG22HXAyNVGKFNiDO0/3TPerz84Zk/ry8U2y3iijbFKmnR6JQCSPnY4D7a4yBxZ6M/L0N4ZRT4zuFTB4O8IVgdCaQ2rJdroUbdCEz6hP3D0vP2d/QT+/d21FmD8xR951M4CxPfmVGKSNZlDKx7pkfqD7RnWk4PwEoMUuXifX0dbLMtggcFgFrBnxY2KxKdZlA5qT4vmQzv2Dmd7I8f84LnGU4/89kDFbPWk9NPNFWwR8CiCHQw9JTmL0/211G4hgGPwgMLge5GLwtRjODA4vTHq123sJIKCGNRvhHFL6+Z1u5InWcBk5n0E4yzdET7u18l6t4V4/1raK2Fo6+uzpbkPDlvA/wAAafH3CP/nJ/OnlF6rdarDyRW373IcL286CFogn4zgS/ScBHen4gkrwhE9CaJ7sGgJTT5lRAexYwOwMUr+fLnhEH3Fd8z4TfPHukcxzndZ45zhP4oi6/F5buFoEjTcBywEeauNVfrSCQ6XPlZbn9f0pkvy/lXL7Eniab9xNrvUCmN8qkl3bZ7A4HlTtCZHdoYb7IJAwjxmYAZ5o2exKFh0wg8MWM4MsB/f5DikJlOFNfL4vVrpw6LIH7Ldia8/WpTUf7PaPVQabKDMOVGZZukXrGs/sD6hNDz2XwKwRobpnXPOJE2928E7FyLjcrKCTQ1WBuzoQAEZxgFBDQnYG1er7sYiSLjSCaps/3R64sGcmuRwC+Q8+XB7WMXSsG21LCIlBLCVgOuJYOjKXWkSfg9CYuIuKuAKuVV/W3UfPfngqpxPEq6YEq04wxmAgVzwPvnAXwSqmvjiR/EEa6SdR6C5t8qvTc/cuhWBWfO2GZFkbnUZNWUU7Gceibv3nGm688orInHbR4RepXBKwm4CLlgCcnO280g00fIK28C2wqSBjKQLQKzJ+HNW26zTS/AvhnlUN40qnxzW2muTGsaS1GziuOZFjK6eXs4IiiIj3futd70INgFbQI7IOA5YCtV8MiUDWjnJSQwqAyaFQKCpVxEGUNYmw7S8tKy1rsaFG6NGupSn1YHc3J5U14lwkXMeMzouExQLgXoKm90g0gWsgcfoswbZrJ12TbqPXVYZs2qGT4yCUHA1x4s59i4CoQvr7nseUvPXNbh+cabwvbrn4tkKoHpj1xMG34ROpCbrjajsaFDK2iB2y71C+KChO8nHYkJnBp+0WewlfUnWhMPUV0DdrwHQiL9PnytMhst59rvFqK1vNly5r9Gf3EHDLN190LSlROZEssAhaBwyRgOeDDBGdVq78E2hqJYzSVlQjYQmwO8XvWvF05203YQNzyc2jXLePKw0/HA2gAmJsAWzFguohs5/jdo1RmpX2K05udRwS136tORA9Ty8xO32UhB80AAAjqSURBVISHoio4fWRuoYrzvMzGtnHDS6bs1Zn7nMOuYDIfIuB4bjfHZNOxkUpFU0ejwtOG/b7f+/uhrzEU67jAbPFqAsGuUiAu1PPlgCrFKtM6crGeH7ik/o62ZblF4J8jYDngf46t1fIxRsBptO9NTK+AqAMI06S76I+rS96ESUy4U+pFjWqaLYyTKxgXzAKadwPQjRgmE2YT+LMw6PN1ekZBc5+vSbS56zwQziXG7c22Bnec//76/NeudV0wesLKV1R7OxtqUVOGJ15x59TVM+O2h9Rp4yQGfmXQFBBHZuXE1JvA3Rkco0GLZXBYl3kneF2paRpjTNUecE39vH3a9SEt/DmD53vyd89w5E0W5RrjZvcC+b9jbCgtcywCtYKA5YBrxTBYStR2AsJIUOEaUwB8I91FZ4B2TywgjIRSIsr1uwvvr2mL05e4iNm8p0Rf/a76vJ03p08I3JUIdwA4RSU7ILWszfiYiU60hc3moyatXPXeBa2dqzo1bDLCV1i9b5yb1rFbUsH2Ted9tP43BtlBaKQxz2FosVBL4eBWHDndbBtvQ3gmEZ/k9k//aV8O2JvsPJ1AHzHwpSdfnl9Tb1+y83wGvavnS3ttHxtLP4tAXSVgOeC6OnKW3keMgPAmrAOBwdClp+jVPTsWRoL6bIDUi6qvCe1ZxpU74SRoGMogdThLzaArAF7KsH1B0dvvR3nDz8Ho6Ixp0k5lOBJGtlpe/kXqGVdUtSV82W+zye0DntHVkbkMkar6vgpAgY1sVw/3T/nVEKlrmbDY48+7WNXdmwPO7e86WzP5XTDP3dsSs9FXvApCL3US+oiBtjqyCNQzApYDrmcDbpl76ARcRuI1fr3wtb3V7OTr1KSUQ5uZKTXgKawOTqHKuozskQy6EmB1hzYWgJ+Bz8D0ZMCTXn1n1mlkzyegqxa2HVc8cmTktLHwZpcDfJP0jK52+MLIvk7qGZEl6cltU8eENb6bQKUA363L6ZHrSD7nkIeYKEOXedUhIfc1Azb6ibf0+bLawR86GauGRcAi8FcIWA74r9Cz6loEIjGeE18I6IX/VxOGy5jgZdBtAH4A+HWpj568N1jCyP5a7edWmPZuG9LSAqqM0/vo6US2z6WeoXLo7iaGc8iFIJoOqENaNF2X09w1CxgidScRprn9edVZl/a3B2wNoEXAInD0CFgO+Oixt3o+hgm08004bq179Mr9mfh73OiTo0x7j6K0tEjKw8js18h5EuDzpZ7Roeqz6bgztkxoHxKgrgh9pMu83fZsVTlDpL6lQlTqcvpuS+E+11APM4/Vfw/EcQxjt0yzCNQpApYDrlPDZSl7rBAQ3uy5ICTDYfaWw3YP0CG82csB+lZ60m/YfXY79BebFr5pePETf4r/7Gt353Ec1pYD5o26fOLlY4WTZYdF4FgmYDngY3l0LdtqJQFhZH8A4IwQo99vnoxFeyrp9E54TtPoNb87452DNcAQqSozkqnLPJUJyRKLgEWgDhCwHHAdGCRLxWOPgLqOtNaT/u3/t1cHNQDCUBQEdXBCHBYqAwuI44QNFPTWZi9joD+dvGRX/uw+rnN8z7vyTW8RILBPQID32XqZAAECBAhMBQTYOAgQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAgIMABupMECBAgQECAbYAAAQIECAQCAhygO0mAAAECBATYBggQIECAQCAgwAG6kwQIECBAQIBtgAABAgQIBAICHKA7SYAAAQIEBNgGCBAgQIBAICDAAbqTBAgQIEBAgG2AAAECBAgEAgIcoDtJgAABAgQE2AYIECBAgEAg8AO+KUx1R5H/0AAAAABJRU5ErkJggg==</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="6.821210263296962e-13" y="-50" heading="90.00000000000057" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,44.19999999999992,145,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="187.00000000000037"><custom-block s="Make a pinwheel circle that has %s branches and pinwheels in cirlce %s and side length of each pinwheel be %s"><l>12</l><l>25</l><l>15</l></custom-block></script><script x="29" y="142.6666666666667"><custom-block s="pinwheel, branches %s"><l>10</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-20</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="Make a pinwheel circle that has %&apos;numbranches&apos; branches and pinwheels in cirlce %&apos;numpinwheels&apos; and side length of each pinwheel be %&apos;sidelength&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>-50</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="numpinwheels"/><script><block s="doRepeat"><block var="numbranches"/><script><block s="down"></block><block s="forward"><block var="sidelength"/></block><block s="forward"><block s="reportProduct"><block var="sidelength"/><l>-.7</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numbranches"/></block></block></script></block><block s="up"></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="numpinwheels"/></block></block><block s="forward"><block var="sidelength"/></block><block s="changePenHSVA"><l><option>hue</option></l><l>15</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>