Source : Enseignement.be
Marie Bocquillon et Antoine Derobertmasure
L’enseignement explicite, un modèle efficace issu des salles de classe
Magazine Prof, n° 38 06.06.2018
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i5flZ/IkG/puK3OWEvXAP7trHQ5qfAOTsKmBkAcIlZdii07BAJwXDQP1FmmLI60nK4hC1MQqjaPU3jdbXbGndY4zEEzowgfRe2jCg4s9vBsbAHHCuuhWP9o7BufRGWXWmw7vsEjoMyic5bDkfZHpFf1XGfRnTbTQqJwa4cebPcRon0O/TC6NCv13/+z2UTJkyYMGHifw6TPDJhwoQJEyZMmPh7olHySKcpdAKDR6vToZaNqS355VxnKfTA/7WKCtSt34jSex5AXnwCjnZqh5K4BJR2S0Zx5yTk069RfBIK4lNQlCTXEhNRLNdK4pJR1KYLinpdiIo334Bt2zbyO8onkV3TfRKpbfqNtXGnmHTyWz13JGIkz3JGUkblWwXGJ9/aNTgqa2HfMhb2+alwznYH5oTAOScazvQYODIioGUFwZ7jB0dWsLIqcmRGwTovGJZ5Qcphti0rBvaMSGjpofJdJJw5cp/cr83xkestoc0/D8619wM73gCOzIbz2F7Y6yqlXL+lf3jk6jSb5IvOu5k/TbOj1lKN4opCVNRUKKfhKt9OmwSLnHMtm04a0SJL0U7y/fGqMWHChAkTJs4C+C4yySMTJkyYMGHChIm/H05IHtkUcWRVwerUlI8gJ0125BuDhDFsgaybt6AsbTTye/dFbvv2KIyPRRGXp8Um6ZZHcQnKuqggLgUFXLqWECefJXSU885JKLnpNtRmp0MryFPkh0OSYHr0AaSoFqZL8ucU4B10LG2X/HJ7++Okl9q6jRE71Lmj8gi0fV/BsfRKONPDJQRBywiXECnnum8jWhZZM+V6Frfjj4Yzuzns8tmeHir3NYMjpyW0THlmth8c6b5yTygcC7rCvvIO2LeOgePwDKB8I1C9D6grFLHViPzsIrf/y+/QnohEFyWuSR43bT+Cj75fgBfSJuPtT+di4ZJ9qK62yJ28yyZxcEmbToopCy0SSGSOzEm5CRMmTJg4izDJIxMmTJgwYcKEib8nTkweOelziESFTd8u3kErF0UVgeQRSRpay9gK8lHz808oueZa5HXtgrwO7VGYmIi8uCQJycin/6PYRBTHJqFIruXGxSEvPg75dJTdpjMKepyHY888B9u+3XDUVCtChNyI4ntUTkhU6ZY1p4TcwudpsUTCS5WB8UmQDKs8O6rz4Tg8HY7l18KZ1RKO2X6wZ4XBlsld0LjcLByOnAjl58ieGSxHnsfAkdUMjnRu3c+d06LUcjUtPQRaRgQc82PhWHkTtK2DYTs8DfbSTdBqSyTPuoWQHk4OlpRkWVWVBT//ug797/sE3S4egwtvfB9PvjYNMzI3Yf/hEtg0yoOWWDp5xLKSLKOFlXyhYjJhwoQJEybOBkzyyIQJEyZMmDBh4u+JE5BHAB1KK4sdWv2QdFGB5ySUHNDks9VuQ+3C+ah44XmUtuuA4q6dUBDXDbnxiThMoiiBy9RSURSbjNLYBJTGxeFobDcclWNu11gcadkG+f2vQdn778FRW6smlYro0cj16OmRKKFlDdM7JeQWPk8n3lz2RiseFR/jlT+SSfaC+XCsfwKY6QunBHt6IOpyQmHJ8ldb6IN+jOZGwJETJudB0HIiYcuOgo1WSZmhcGYFQ8sKhH2mD7T0SGgLekHb8Dwch2ZBq8yHzUGrJ1oRSf7riS+mfzrQJM95eZVIm5CN8MRB8G7zKjzbvITwpEG49r5/44dfNqC03CrlqiePpH7sGskjpiSfaaUl/5swYcKECRNnAyZ5ZMKECRMmTJgw8ffEiR1mO8hPkHwhUWGXo05WOG36Ejab1QZrcTHKx47FsSuuQFmbNijr1g0lCYnIT0xGbmIqChOSURqXiMI4Wh3pfo7y+D2XsXWNRUHHTjj23LOoXjgfFptNJ4hIVql0NTnYQZ8+tKwhQXKqKScJIkU4KUfetI7Sg6KOnDbJcwlsu+gguzvwqx+cGcGwzw1D7YJQ2HKC4MgMUg6zja32uQ2/bT59HYXDqkgjOs9uCid3ZMtsC+fqu+A88AWcx7YoSyO7ZoVF0rJIWlY6u1ZWQqc/UaZvo0OHizHq3Uy06jUS4alpCEwegYCkoYhMGoZ7n/4ZMzO3orrGoggpRZRJnVBuXPJmk3SVjydzcm7ChAkTJs4CTPLIhAkTJkyYMGHi74kTk0cywdMtfmzygYGEjhNOO68D1oIC1GRlovTOu1Acl4BjHTujND4RxYnJKExMQkFSMori6TSb/o+441oKChJTkCchv6tc6xaHkksvQ9UXn8OSewQ2h27NpPwqOTS19b8igSRdYyeyU005eY/kWBFPinyi1VL9k05LMbS82bCvugUaHVxnkCSKgpYThbq5YbDlcIc1XpOQGVbvJDsa9rkxsMr31mx/2DL8oGXFwLmgF5wbXgAOTwWq9ko+reRylFxsIiOrwyZHq7IkUsvmTpVxfi/Bbtdw4FAhRr+XiXbnjUZUzzEI7TFKEUje7V5HyhVv47VRv2LvwULUWaysJBU/rbRYTpuka5JHJkyYMGHibMEkj/4e4Hyszu5AXqUF2wursfxQObJ2l2La1iJ8vyEfn63OxYcrjmDCssMq8Pxzucbvpss9vHeFPMNnGQfj4lzFhAkTJkyYMPHXxQl9HpGusTvtEqxyheQISQnIy1+CzYa6NWtQ+tKLKO7VG0XtO6EoPhn5CakoSNR3UytMSEBRbCyKunZFMf0eJfZAflIPHKVVUsfOKEzujvJnnkHd8mWkeyQ1nfxRlkKaTVk4OWxOffmcmnCcetKhyCMSTQ6GekfSct1JD9xlm4A1j8GR0xlaehM45zWDM7sZtIxoWDJIHkXCPpf+jULVDmtqe/70aGiZzXSfSFlNYEv3h33hedA2D4ejeDuclpr/5EpOSK451HI5PW2SSTp5dIq882sJXIJ28GgRRn+Yhbbnj0FEyiiEq5CGpp2GIipuCK687X1kLt6CwpKK/zyrDiw7CTOTPDJhwoQJE2cHJnn01wXJHYvdgQqLXRE+2wqr8cu2Iryz5BCenbUbt/+0BRd/tg6x765A87FLEDh8IbwHz1chSM55LU6+4z2897nZu/Hu0sOYIXGQRMqvtKq4mYZJJJkwYcKECRN/PZyQPLKrJVBcNqYH5VtHXviE9dBhlH32BY6m9kJ+lzgUdolFYVIKjnSLxZHYOOTT8ighAQVqi/5EFHGL/vhU+ZyEQ5074XC3OBRcPwB1s2fDlpcH5VZa5hGkekhYOWhxRAsnOwkVTmgUraTydTIwDt0ShxMTEin0PCQXqw8C+7+GMzNOba1vz/SHgyRRRgi0OUGwzQmELTMa1qxoWLijWo4/nDmBcMo9WnowtNkBcNA59qKLYdv9LixVB2Cz1eg+lZgos1Uf+JlEm1ryJ2VwSP7l48lR/yz9NB3KL0Xax9locf5IhKYMQ1T3EWjZOw3RKSMQ3OV1dDl/NMZ9lInNO47qz6pEmY9Ty8eECRMmTJj4M2GSR39dlNXZsTGvCj9tLMDg7H245cfNSH5/FdqMX4qYMYsRnrZIkUR+Q+fDZ/A8eA6aB/fX56rAc17zG7pA3cN7m41Zop5N/WAVbpO4hubsw8+bCrApvwrlkpYJEyZMmDBh4q+FE5JHNhJGtKDRJMjRpjn0IN+VZ2Si6JEnkRfdFvkd4lAQl4iixHjkdu2MI9264WhCMvKSkpCfnIqC5B4oiO+u/B4Vdu2KIy1aIO+iS3BsyHDY9+2DVlennEur7fWZJskjLmHT6AwakgeaT+uWPKckR2ilJM8p4ob3M9BUqiAbzvUPwzE7BPY5gbBzWVpWOBxZ9HMUAEdGMLTMKNgzImGhdRH9G+WEQZsbpnZjc2S0gGPx5XDs+hD2Y5tVPm0qTySJJFdMl6SRbvuk0jXKQMspZuGkkHvlIdikwLsPFGDouxlo0WckwpKGIqr7cLTom4boPmnw7zoYzVNG4vHXpmDp6r18UA8kySScSjwmTLhCJzr1YMKECRNnAhxPTPLorwNaAdEiaNXhCny7Pg/Pzt6FG77bqEgjEka+g+fD7bW5fyj4DpmPZhJXygercON3m/DcnN34fn0+Vh+pUGkzDyZMmDBhwoSJcx8nIY9IGOnWRio4nLDabKiprkLR2PHIP/8yFEe0RkGnRBQkJKMooSsKunVCXmw3HElIwdHkFOSn9kRhSh/kxaciv2scCjp2QF6LVih94F+omZ0OR02toj/oDNtCP0H11k4kY0i6KOJIHekwmy6hefdJQCJHHqKjbbXLmTzntFTDuftdOBemQpvjA1t6MOyZ0UBWFBw5wXDMDQJywuDklvyZobDN8Yc9IwI2+d6SHa4skxyLLoS24004Ko4oSyKSRprDqqcjaZL7UbvDqQV4Vgl6Xu0yR1ZL19Rk+cQTZjolp48mq82O9ZsP4uVRM9Ci50hE0FF26jBE9ZHzvqPgFzdUro3ErY98h6yF26WM9EVF0yzDqTmJgPpITZwxUNmx2+0q2KQPWK1WdSRB+FeFQRrpROv/bTS8bpTXKDODqfiZMGHiZOAYYZJHfw1UWzXsKanFrB3FeD1rL678cj0iRi1SFkSNkUBnIvgMma/SuPqrDcq6afaOEuwrrVV5MWHChAkTJkyc2ziJzyObImx06yOdBLEeO4aqlStRMvB+FHaJR1HnbijkbmoJDPEojI9XS9UK5HNBYpLuODs+CYfjE3GoY0cckVB48ZWo+vxr2Iq4O5lD4pW0nKRa9GVX/NPzoAfC9frJQKsfh9MqcdbJBNUOp60KjqK1cKx7CA46yU5vAo1L1bIi6ndVk5AdBmSHwzGPO6+FwJ4ZBVt6NOpmB6NqZhPY5iXDuX0knFUH4bBbVF4V2eO0SeBkxzVfPCehoF/j/yrnLKPIUS2p+8/X9aDVlVXJus5iw4Jl2/DooJ8R1XMYIpIlpAxHRPcRCO8+Gn7xQxCaOhRXD/wMv2RshM3KckqEEj8djevLDBsnA0z8Fg1lxM9GMGCc19XVobi4GIWFhcjNzcWhQ4eQn5+Pqqoq9f1fESwbrQpJEPFoXCNIHFVXV6O0tFSV8+jRozhw4ACOHDmiiCTjPldZmTBhwgTBccEkj859sBpWHC7H+EUH0f/rDejw1jIEDl8Ar/qlaI0RP2ciMG6mwbQ6vbUc136zAW8uPohVRypUnkyYMGHChAkT5y4aJY9kWiF/Nii/QfXWLJoc63btQekb76Dosn4o7BSLIu6spoijhPqjS1BOsxPVkraj9IXUsQOO9khF6ZARqF2xGprNrpbB6X6DdOLoj4KUl6ZIrzqdSKkrgGPf59CWXQ4tvSm0jCDYM0Ik0N8Rd1XjlvxRcMyNUlv227ND4EiX72YHwzYrGHXpLWDf/AocRYvh0KwiD8kl5WGX/Gq6tRBTPTUoQ1pE1ZNHvMK4FNFjh0hC8q2hqtqCrycuwXUPfoKAhNcQQaujHiNUiOiRprbsD+0+DOfd9C6+m7wMFeXlKg75T5FHuo+n+gRMnBSNKTB6nfznOkkUEkVz5sxBWloahg8fjmHDhmH8+PFYunSpIpP+qmA5Wb6GlkcWi0WV+auvvsLYsWNVeV999VW8//77mDt3Lmpqao7f31BeJkyYMMExwSSPzl1w17NDZXXI2FWilqj1+WQNokcvRpMhf3x52u8NTJNL4/pKHp6fsxuZu0txuLxO5dGECRMmTJgwce7hhOQR/eiQ6SA3Qdhr6lA9fxEKb7odBSl9UNA1AcUp3ZV10f8hjhgSSSjR8igZBZ07oyApHsW3DkBVzlxYC4uUxZFds4P+lBQBcgYgqixtj2BzWmFz1MFeuQOOTY/DMb8rtDm+sGeGw5oRKoEEUhgcGZFwZkVDmxcDW3aU8oWEOQHATF846edoybXQ8udCs5ZLvJwUS5ATJ3eBs4nirf1W8T4h+JzcZwR1SZFJtBSySI51i6HSshoMeWMWUvq/Aa/OLyM8dThieqWhWe80RPUejqCUYQjrMRI9r3kDX3y/AKXFpUr5l8h08kh5jzqN/Jg4Xg8N4XqdFjmZmZl48skn0a5dO7Ru3RqxsbG4/vrrMWvWLBQUFNTf+deDa1t0RUlJCebNm4err74anTp1Qps2bdC8eXPcc889mDZtmrJIMp5tSDyZMGHCBMcEkzw69+AQsdO30N7SWkzZUoj7p2xD+zeXNUrqnI3Q8a1leHDqdrXNP5exWWR+xTybMGHChAkTJs4dNE4ecXKn2ZVySG6C1I5930FUf/IFCmITUdQ1EcWxtDpiaJw8KqI1UmIyChJSUNihPcqvuxbWCe/CkZ+vlHJ6B1KkifydKcKDsXCyQQrFaiuFpTATzsXnw5keA21WCKwZUbBlRcCeFS5HbsNPp9lh0HIi1Zb9WmYEHDlBcM72AZZcChz6CY7aXJGBiwWWHbBZGT+tsfR0TwY+U28cdBw81+OkdZdFcsvlQxqO5pfjoZenoO0F4+DZeRDCU0eieZ8xaHneGMT0TUNgMpevjcIlt7yPn6etRHVllcTFyFSEKh5dCiZOhdNRYLhEa9y4cejTpw+8vb3h5eWFlJQUDB48GLt371ZLvv6qYPnZDw05GMc9e/bg3//+Nzp06KDK7OfnhxYtWmD06NE4fPiwKjPvPR35mTBh4v8/cGwwyaNzDySODpdb8OWaXNz202aEpS2C95/o2+j3BuaFvpDu+HkLvlmXhyOSV+vpTLJMmDBhwoQJE/8znJA8cpLgceg+iUhJ1GXPQ8UzL6CwYycUd41HcWwSigx/R/VL1BqGovgEuUdCYhIqXnkF1lWr4KytBWkjLrFiUDupnUHCgzExv9aqnbDufx/OrLZwzgqFY04U7FlR0ObK+bwQOUZC41b8WSFw0OcRv8sKhS2rCRzzu8G59VU4qg9As1dBd4xNRVtT1kZ0IG7jTmqUk0r1JJAbOFcmCccjJ84af1Gj1ZHynUQCwonSYzVYsmI/+t/7OSJ7pMEvYSTCUkYhpudoNO81GlE9RyEgfjgiU0fjerlnJn0eWSxGpPKPNJxpeXSmQD9HJEvuvfdeREdHK8UnLCxMfeaStXK1ZPCvS6Lo7ZAE5n+sh3jMyclRZQwPD1eKX1RUFB566CFkZ2ejln1X7tFJZf05I5gwYcIEwfHAJI/OLXAZGB1jf7k2D7f/tAWtxy+Fx+vnDnFkBG73z639//HzFny9Lk9ZIJlL2EyYMGHChIlzB407zJa5HS1t9F3F7LBbLKj85DMUX3sj8jt0QHG3OBTHJ6IoLh6N+juSUEBCqWs3uTceJdfdgIrvvoeloqJe6SQZY1V+g7hsjSTMmQSXgNmLFsK26Sk454QBs0PgzGgOLTsKjnmhcC4IlhAGR3YoHJkSsiJ0v0c5wajL9IV9zT/gODpd2URptA5iXpWVEM/pYFjiV/nmHaeRd7mFRdQVbZGpsurSCSl+QVlv21mACf9ejMSrxyMoaShCuo9DePexiOo+GtHdRynSyL/rUESnjMRdj3+HuYt2yPP1kyoVL0k4WnKdVo5MnALHjh3DqlWr0K9fPwQHByvi6OKLL8Ynn3yi/AIZ5AmPf0Uw78oC0IVAoqXVd999pyytIiIiEBkZiYsuugi//vor8vLy6p/k2MA2rD9nPGvChAkTBMcDkzw6t0AfR1yqduuPmxVx1Bhxcy4FEki0QOISNvpAMmHChAkTJkycG2icPJJAexiqxY66Olhzc1Hyyqs4nNIdB9p2REFsHEqUT6PYerKosaVrCcjv0Bn5sUkoSxuD6rXrYCGpI7GThHFqVmh2UTxplnwmJ5MSl8MucR+YCG3R9cDsMCAjAs7sFmppGrfkx7wwOOcFqZ3W6DDbnt0M2rxI2OeGwpIZDm33e3BW7NXjo8URCSOnBrvkm2SasspSvoqkHEpKpwOd4NEtjRgnA8sOWK0afs3cgn53foKo1NcRlDAYMX3eQFTv8YjqOQZR3dMQnTIG/h1fR7OkQXjklZ+wZNUePVqCCrzEZ1gemVPzPw7uMpaRkYGbb74Z8fHxuOCCC/DBBx9g69atx5UfHv+q5BFh5N8gg7i72meffYYLL7wQiYmJuOGGG/Dmm28qWRjlNO43PpswYcKEK0zy6NwCxZ2+s0T5OAobuUhZ9zRG2JxLgXnkEjb6QMraXarKYMKECRMmTJg4+zgBeUSLG1EQ5Y1tLy5GbWYOigfei8NdYrGvUzfkx5E8ikOxhKLGyCNu19+xEwriE1F8482ozZ4Lq8RDqsUgYOjzxy5p2JXFzJlRRDm/cGgSf2UuHFvToGV3gZYZBAd9G2XGwJYRBnt6GLT0cDgzIpXPI1tmGCw8z5D75raDtuIGOArnwWmtAndWg11yJ8HIq8oviRqnVSY0+pKzk0O+p4WS3EsLJo1WTLS8kmucEdHX0bp1u/H66F/QqvcYRHYfgajuI9G85yhE9h6JKAkxPUcgOmkEAjq9irZ9hmPw2+lYt/XI8eglYp08omWUsoYycbqgItOYMkPH0Pv27cPs2bMxceJE5SB7586darmaK/7qipBRfpJBLPPmzZuVY+yffvpJOQvftm2bsrQyYNz/Vy+3CRMm/hxwbDDJo3MDVVYNKw+X45lZu5RzbG6R3xhZcy4G+kCiE23uwsZt/GukLCZMmDBhwoSJs4sTLFujMknrGies+w+i+u33UXxlPxxp3xH7Y+ORFxeP4gSGOOTLsSA+QS1jK45PRlF8krJMym/dBsUXX4rKoSNgP3RIKacauBTOquLmUi0usuIm9TyeHjjpPPHEk7HYbTXQ8lfBseZBRRzZcgKVLyMtIwK2zBDY5gTDPisEjjnROnGUGYzaOXLPrAA4F54HB62OqvfrCrLkGTbJtV3yLp/1QBKJZA0JIFoSGXky8vXbPNIySfftpBNHdJJtkE41tVbsO1iICR/NxFW3T4Bf16GI7DlG+Thq3n04InrK597DENNrBMIThiCo22uIv2o8Pvl5GXYfLKpPQM8n83OcPPpP8n8pKJn/DzNvpNdYmmyvVqtV+T7i8b/Jl2vcDc//DPyRePksl62xrAz0b8TPZxJ/VrkbA9NyTc/4/L/Mwx/BqfLK9sn6MQIdmdN6zHjmRM83vGbcd6J7GS/7QFVVFSorK9XRCDU1NaqtMN2GOFGcp4PTea6x+I1rrtcbu8/EnwvK2ySPzj7oIHt3SQ3GLzqI3h+vbpSgaSy4S2gzdgl6f7gK/b/ecEbDZZ+vQ9w7KxpN90SB2/i/ufigvgOb6f/IhAkTJkyYOKs44bI1zSHKpJxYtm1D9RNPo6R7L+S2bovDiXHIj0tGQWwy8rvF41BcF+TGdUV5XCKOxfVCcbcU5HfqjLxWrVB2z32wzsmCk86FJU5lE+PU/fzo6ZBa0cOpocdgBEMpcJ2IUoWxWUqh7f4ejmX94cjygzaXDrGD4cjUl6k5MgKgzWkKW0YwrFkhqMsKQM1sT7kWDueqgdDKtsNhq1KpqLi5rI4WSPUw8sx/JGpoN2VYEqn8yGdep9WW/kkTOdphUT6Tfjvx2XugEJ/9sBCXDxiPZsmvIYi7qfUejaheaYhOHY6IlKGI7DUckb1HwD92EELl88V3f4jsZZtQdIwWMJICl9SJgqeUR0Ug/UeB/CuBeaYSauzm5Qol1/prrue/F8azjYU/AiryrnEYcRp+gRqeN7y/MZzO90YwYMR7qmcNnO59J8PppGfcw/z9UZxuekzLIFOMz2xbRh5OFcfvgWsaZwJGXAxGPo00jHMSOmVlZccDLeJI5pBI4veu7c14hp8NmRgwrjW8TlBeJIyOHDmirO5olbZ9+3ZljcYjLfOKioqOO1J3hWv+jXA64H2u+W4IIy7X+I3r/GzUsXFdjYtStoYwvjdx5kHZmuTR2UdepRW/bi/G1V+vR/ToxY0SM40Fz9fn4bGJm5GztQC1NscZDYdKajBh0cFG0z1RiBmzGNd+uwGzd5YgX8pkwoQJEyZMmDh7aJQ8Iji/s9XWoHbpUlTecSeKE1KQ37YDchMTkBeXgrxYhnjkxneTz91QGJuAgoRU5HeJR0GbDsiPj0fFkKFw7NkP1C97qZ/mq/8N8NPpTSV5F5UAKmiNKyX8xl6bD8e2UXAsPg+OrEA4ciLqHWOHAFkRcGaFwpkZBC0rGFpOtNq23zLHHfb5ifLcSDislbpVkR6lJCtnDTJofCRBpDvNtstFSV3lRfKk/nTwTNQcRRzxvFZkcbigFLPnb8OQtzJw2R0foXWvYQhPHITIXiMR3isNET1HIqo7d1YbgUg5D+85DE26vYjWFw7H3S98ix0HjqLOyi3+JX3l0JsKE5VFKoD/UZz+aqDS56rEFhcXY+7cufj666+VvyFuIf/pp5+qQN88n3/+uTryOs9dP3/88cfqOGPGDLX9vKFQMvDcSItHgsow733//fdV/EZcpwpMg3mbNGkS1qxZoxRpgukYSrmRHq9Ruaczbpbryy+/xIcffqjiMOIyysFz5oP3/Pzzz2oJ2bp169QOcIyjMRjlYzgVSDbQfxPjphNw17QZmHbDawzMp/HdN998o+IgkXEqkIBgGb766itVN0YdfvHFFyoY8RrXuXRu5cqVKCgoOK34XcHyGzI3Phv14Cqb3NxcLFmyRKXPPPHIdA8ePFh/x39keipUVFSoNsTlfiwDZUp5sf4Yr6v8jLo1ympcZx6+/fZbLF++/Hi6DdM3zufPn4+XXnoJDzzwAO655x48+eST6tndu3erexqWlXC9bgRDTgyE0T7Xrl2r8v7MM8/g7rvvxi233IIBAwYoH2A83nTTTbj11lvVTnxpaWmYOXMmtmzZovxmucZvpMHj6YD9hyQVSQbKg4FO3BcsWKCWT7rGZ+S74bmRFokjyiM9PV3Fw376ww8/qDqn5ZSJPweUv0kenX2sOFyB1zL3quVqTYbMb5SYaSxwadvorD3YcbSiPqYzhzqbhh/W5zWa7okC897preUYnL1PLV8718GRlG9omcnUj0c8l/GJJ2z6/DFSBflndyiXCFb5QCt8q9xj43XeynsV9Dho6Q5nnRwr5e4aPX6OefJuq1FzQZlna1Z9mkzj9vppqU3mhUyDcfKypCh3W13yJ9+pTwz8lvfxiv5OkIvyLH8ErUOtfGNlpGoqLmmreacx7jI9OcqXNvmz0LWDg/nhPZA8QlK1y7dMmz90ctxWX8uzTJHfiiQ4h+U1yQh/wOYTokTIjUyPeZGLEr/aJEbS47e8TlnweZtmh10JkfFSshb9Hgnqv/rAcnM1gO6/lDoK7zUkoctCvuRlPU9KgHJV/UDL79QjcqSgOUeplvTlj/Ez/7xP5ZPfUz5SEmetxCpyYfz1+WAyEqmc8nu6xmDt6PJnHnQfsRKhsrrTS8JvbaiTI+ebknclMAa5V13Xy8GaZlukxK0sp7QPXb9Rico/+dYu11SQZ1mf/EbVqy47da8qO9sAa5bXWQa5ziRFBnaRgVV9x/JKfiQN9YzaHEjPCytJyVz+bBJ3reS3Vs7ZlnUdShKWA0VOGWryH8VM2at65Q9B/ELidYi82WOYV/WcS1CrZqQvaCrvDPp9TIlpq5uk2E5pXCovcp31pvItdajLU/6p/KoTCWyffF5OWWy5pq9AURHrgedMXw6sQ1YHP/Bxh+THodoZ/3R/uZSJ1WaReYpkhg9JsCmZ8HvKgw/XfyH3Mi96CSTfkh+nVilfSa9S7UNuEcHRh7CxgzlFxW7gpBzlO8ZCGbAkbAF8hPdYJegtgu1Nr3+9XPKFipiNXOpbPqqHWK+8j/1adV65Wa6plUryNPPGPmWXdsjY1HNGPqRudOHL/dIuWF7GznFARSPnvF39xyBiUPmQmFTfYruSdqAyLnExRdYfy8xNreySD/WVfKPasOTD6ayRz9ST9fpSaRiNjB9UmST8LrCf1Uj+pZ0p/ZutmLJkXUj7oVDZ8VgnTF3KWyd5rJH2xZKosqmgtyrWiT6mMF9ymUKTuCB5V+1R7uHtKp+qAMaR/U3eCdLP1HgoF/X65NdMWwrH/iIHq1xUcpZv2OrtDhmLHDJuUabqql4q9mF9fJYrekSN4oTkEWEtzEfV9Gk4dunlKOqagIIOXVGQmKLIo9y4ZOTRtxGXrsXHITc2AUcSEnG0c1fkt+uEgiuvRJUoTc5qKTxz/IdhSItBhCLCNV5YBtTSrcrd0Db+E46FXeHICoIjOxJaFn0ehcKZFQlk03l2uJyHATkxyoG2Ld0L9pUDoB36WcXHKF2iPSF4L5ff6a3PCPrTapCURl5XSwuBKhzNLcWOPfmYt3wXPv5xCR58aSJ63fA+IpNGICyBVkYj0KxPGiLo56hXGmJ6jkJUT51ICuk+DE27voTeN76JEe/PRnFZhaSgNzY7B3gOJKrz1DdAV6H8haAGR5e2QsVv5MiRSmGlw+rLLrsMl1xyCS699FJcfvnlxwOvu54zcGc0fv7nP/+pFFsSEEabYRqugeCOYk899RTOP/98lUbD+FzTcA3MC/NGJZ7KNq1ADLimwXQJ5oOkxahRo3DNNdeoZ43yuJaL6TEfV0o/oqJOZezVV19VZNOiRYuwf/9+ZRVi5J8wymekdTIwD/TnxG35XWV6xRVXHM+La5l5ncHIF79n/qdOnarIhlOBZMSQIUNw/fXXqx3cXNNzTdOQ/R133KHIEcqUzzKN0ykX4SoHI7jWAcHzhQsXYtCgQbjqqqtUnpiP22+/HTk5Ocf9PBnPnwqHDh1SxNM//vEPVQa2P8bH+mMw5OhaTkPGhlyZB8qHBKZBojZM3zinXOjInTsB+vn5oW3btnj22WcV8US4PusaDDk0DEyPjtFJgJJQfP3113H11VejefPm8Pf3h6+v7/Hg4+MDb29vdR4eHq6cqw8cOFCRSGwPtFJi2zTyYfSB0wFJTRIM7IuUBwPb2YsvvoiNGzeq7408G/E2PGcguKSOfYXtjvGwb99555147733UFhYqO4xceZB+Zvk0dkDJ/HldXa11f0VX66H/7AFjZIyJwokj95fdACHS6hIyYRSlNZj1VYcKKr+w2FnXiUmLP59lkcMgcMX4KqvNuC79fmqbDqBcG6CIx0n4UqFk/mYTmqUofjABmxNn4rMaVMxfco0TJ0yHZMnT8HEKZPx87TJmDh1En6eMkXCVEyRcXTq1GnyTpF7p0/B1OmzkL5gJdYeKUFpzTGp42qVhoOEiij1NZxvaqIISNAs1Sjevw5rFmVgyuSp+HnyNMxctB4r95ejTDQIO0kdKj3yjBozOXZSEaSCLPNIchQknKjYKf2xMg9Hti3H7Kk/4KfpEzF1wVIs2lUibULiIFFD0kGVU8Ze5kfiscpfLRU3RWhJPPJdDa87ylFbk4v8vD3YuW4plmXOUnmcOnUypkz/BZNnZGPJxh3YdbQEJeU2VIuCJ2qOZKJOEW3UVamYK+VH8meTeKlW6SQa76xCeZ48v3o+ZspYM3Xaz5g8/UdM/kXSEFlOo1zVUeQvaU6a8hMmT/1Jrk3CtOn132UvQ+bmPBRXWaHZJG6LpMH5taRPwsFK5ZiKq6QHayXyNy/F2jk/Ysa0bzB52hxkLtqK3SUaKkXWivghQUP5yLlGRZaElsSndAc5yokKSm0THcYicVMJl1QkHSvslmMoLTiKw7u2YO+6HCzKnIlfpBwTp0pdTP1RyiJ5nzoLWUvXY+2OfTiSdwSl1bWosUldisCouFolHSsJFbvETEWTabJMUganTerJzu9E4ZfPzJbmqEBVwTbszZ6IuTMmS1udjWmTlmDlzlwcqRKlU+pWkWjS9pwWqW1pA1xdwXp3atUS5HsqzvRBK9ctdeU4tncNVi5Il7Y9XeSeicUbD2B/maQpbVkpq+w4ovmS6LRIvq0WuSZxUIY2rQylBzZi45IcTJd51pRpUqfTWbd6napQX69TpkxyqdfJer3y+4XrsWx3MeqkjYpY4ZS0mC7buV21fdERUCn1VA5bXQEOrsjC0plT5PlZmD53I9buK0aptEe2QRIGJMBIQrAK5XHpNHp/VGQw2yXvk0ACVJFZoqjbRRY8OuxlsFQewtaFs5AjbXTqL7Mwbcl2rDlcjHJFurDN6+1CnlbnfG+yZSjVnvK3FSBv4wKsnjUZ0yf9imnSz6fKWDJZyjx56hRMEllMnDwd0yZKGWScmSJy4HeTVKAMZyNzxTasL6hDOf36SrxMgf+TbJBEVBtxMD+2UjhK92DzonlIl/46jf01fTmWbD6EMql7mzxPMsiiZMl2XiflroGV44Nc59jgkPjULuMkPJ1VyN+xCqvmTJI8/YIps5Zh/uoDyLc6ZNyQ+lFl19sDXceQQJHRAMcK9mDf4jnIniF9W+p56vSfMFHGx8mSn+mTf5axVMZTKfdkaWOTRRZTpvwo7e07SeNnOednKbd8Ny1ztYwzedJHnbCovDON3wOOeTWoU+SfSE7qnZR+HfVxu4zDMmbUFh/Fvq3L8cuvkj9pmz9LP/1x6reS/iQZ/6dL/mdKYH6krn6ZjtmLVmP15v04ekTaWa0NtYrolXcwiUeRm53tlv2VeVVVw3GPY7m0J9VvraipKpBxYgnmzZ0tacp7Q8a1qfI+mSxt4+dJbB/sC8zPRLn2vXz+EdPl8y9qPJyGSb/Kc0u3YcvRUqk7SY8EGOuhEZyUPKrbsQ1l709AYWw8Cjp2Q0GXJBQn9FTL1nLjE5CXHI+i5AQUivJwJDYJh+O74Ui3TsiX74oefQTVmRn1MZ0piMRcAucPv5lDyEDuKF4G2+pL1e5pzix/aNkRsGdKyAiHI0uuZXPHtRggMxrIIZEUAkeGP+ybB0ErWqeicVVATgq2N74XVD5YiVy+IV1PGr5dBunqigppCHlYt36ndNyVGPVuJm55+Bu06DUSAd1elzAE0alj0KrnG2jZexxi+qQhus9oNO8zHq36vCXnoxDWYwSCE4chtOtw3P3Yd5iRsQ7VNWTG2SE58OmvGX5W+WFFn0bWz0U0lDstbUgitGrV6rgi8nsCFdyWLVti3LhxKCkpkQ7Oumm8bknKULmkktNYXKcKCQkJityhpUxjMNI0yCMq24GBgY3GdbIQEhKiyDRardDShQqygYbK88lw4MABZakSFxfXaDqnCpSTp6enki3Lc6o0Scgw3xEREY3G11ho0qSJqnsSGatXr1b193vRmDz4mQP+u+++i9jYWNVOXNPldVq9GfeeqmzEhg0bFHnC9uYa1+8NTZs2xb/+9S9lgeNKjDQELZvatWuniBw+FxMTg8cee0xZ1RgwnmWg7IwlXI2Vh2QZLXSefvppdOvWTeWjYd5OFYKCgtC3b1/VJnbs2FEfs94uGytDY6Dc2bZJvrnG3b59e0Uk0yqJcC2bAV5j+XiN5ywTCVISekY8Xbp0UcQUyT4Tfw4oe5M8OnuoFSV3Y14Vnpq1C+Gjfv/uaq7kEauqrNqKVXtL8PmCfX84jJ21A7d+sbbRdE8WmCfuvvbc7F3YlF91jvs+YvvmnIwaqkwQZfJvx1as+uYZDGrvhg5NPODt4QU3bxm7PWW+4SH9xF36CfsLjxI85dzDQ96xXu7w8pbPTaLQ9oJ78cDkA6Jg1ihSh7YuMr/XlVf+xzmxKFk1Vfuw+KeHcd917SU+D+mDAWhzxZO498tN2FVaqRQ69aAcj5MY/AFaIiXJoxR4myj8ohTW0Dpjz0zMGHEXukk+A5q4IfyiG3Hphyuw+nCFxKWJbse5r6RPpYZxS6OREVgpoXKxXh7MZKW8aPah5NAiLPz1C7z7yHUYEBclspDyiSzcfVrAq+kluP75cXhnzmIs33MMpTVUiqRcErdNlE/RLdXv8LS3Yfl5Lm8BiVvS5a/oOIYDc9/Hx49fiPBgP3j6eMLNR2TsK2kwHcqa8vT0UOORm6ecu3vCyyNA5BwJH3dvBMQNQPKLc7Fkb4WUnwlQriybvEflc6USEctD1xHbMWfIHXiglRf8pd583Lsh5fJBeHNNHXaXSZ5Ydhb/+ORcPspnKtokaqj46aWgtKR8cq3WTmsJqQO5ZrFWwFK4G2tEYf7x4+F4/+HeuLRTJALdfKWNBMLLzUeOTeHu2QpdbngOD44RZXnGEqzfW4iicomnVtogGwtFxCLwlNlguSgyuab/AE7SyopapYzy3boPB+a/i8/i/dAzSOTn3lzSuAkPjV+I7D0ifZICEjSN5+USr3ymlOTotIkeJgq0Ik0kZupGVXlbsObjh3DnBR3h7RYEX4/eeOC5n5C1oUraj24tQqsRFa/TIm2vVi3D10Sxh3y21x3B9smv4eVbU+Dr6w0PH6k7qVd3H9af9BWpR3fpK54ennIu16XveLl5wcszGN5eofBxc0fQ+U/jlrdXIb/aIfFLxlS9ygmFIoHntFCxO/NRVpiF729PwrURHnBvEg2fHq/h4U9WYHOVhjqVWRJu7IfSJhgV814rebew39AKS9qIXGfN0nZEyV3KZrFWi0IuT1QdRNXOH/D29XE4P1TkGxwBjxtG4Nkpa1EmMaq+I//0JsPKk/yptOoklyJ3thvbYcx68U7cG+OHJu5BUm6Zx4oM3L1lbOE7181DZOMj8uZ44wYvL5ER278Ed0+RjdRp6m3DMCgnDwerlM2YpMSWLv8zw1JOZoH2gHXlu2Bf9x5e7N8DraS/eEqc7l3vxDVDp2JdnQXlJCBlHNDJofre75C2XGeFRcYSlohlYpvWIO8V7MP8Nx7AY209EeDVFB4x16Hv/V9ifqkF+dIH6CNYbpQhVJ6yUZK06ivGzgVf4eObO6FbtMxPWRYpEwP7tY+aa3AMlT4v5XaTOud4qgLvZbuQfu/p7gWfxPtx1ZAMbK/UUCRtmH+/F+xHddVSDVLJrH+O8iTKmG8K7vCWKfh49C3wD/JGE0nbX+qkieTRV4K39F83tzAJcpT8ejQJRLPLH8Tdgz/DtFmLsDK3HEekEdk4l5W+arE4UCXzWYtTWgfrnn2UElXtor7OpAxFe+ch560rcUly1G/K7SblZvDkPEyCfi7tQtqMj7cvfCkTqVOfoJbwu2YCRk7dAa4QZx9mG2gMJ162JqFu1QqUDRmEopatkd+uC/K6JqOgWyry4xKRlxiH3JRY5CUlID8xCQUJKSjsFiuhKwr69kbZO2/DsmmTHtmfDCVAHquPwHloIqwLk2HnkrVsPzmGwpYZDjt3XMsJlRAm18OB9EhFGmly7pifAsf+ifJ8iR5ffTgVLBYN+w8fw+cTV+GtT+fhzY9z8M6/F+LNTxZg9PuZGDxuKp4dMhF3PfYN+l7zHuIufgute49BeMowhCYNRkTyMDTvMRotuo9GTI805d+oWZ8xaNF7PFr0elMRSSEpwxGSMAxdLxiPsRPmYv/BEsXyqsYjbwNlQqomKHKtvtH+XUBLA1r00KrCUEIMheR0AicHtMp4/vnn1dI1wx+MoVwyGKAyTusEQ9H5vWl17NgRjz76KKiUUoElDOXWNS2SR3l5eUq5MoiU35MeiQ5ag/Tq1UvFMX36dJUm4VqeU4FLs7iEh9YrjaVzqsD8Ur606ti1a9cp0543b54iAqOiotSzJJ5INpAgaix+BqP+unbtikceeURZxZyOlZMhbyMY1wyQVGD5SSIwD2oSWZ8m88YlYEuXLv3NM6cClyHed999pyTHjLpmaOx7WvPcddddapmfYS3HNsQ25UqMcOkb2xzv53PR0dGq/TVGHhlHIzQsF9sPl12S3OvQoYMiNVk/DfN2quDl5YWwsDBFSL7wwguKMCSYnhFOBZK8XOZHqyzGybqhrJin5ORkRXjSus81TgaWi/IhQWaU0SDEaG1k5JF5oxUT5WvizwFlb5JHZw9losT8uDEf1327ET6D58P99cYJmRMFV/KIk+IjJTX4QD6nvLv8D4e4N5ehxahFjaZ7ssAysCw3fLcJP28qQIXS/s5NcD5m1yqVJQaX+TjUMrMtWPfFsxje0g1t/D3gIWOlhweVCpmwS7/wcPMUZc9bkRq+3qLoikLhIwqQu4cEKn2eIWiWegdu+Gwflu2tBi0fRL0WRYJzQfknaXEZDZeK1FXvwrZJd+PJG1uK8iCKnkcggmKuRI8b3sMnKwuwrUIT5ZbLG2gtolvvULtV1gFqLKXFh+RbkQNyfc8U/DLiVnQShTzEywNhF96O7p9swfKj1fK8xMN7FXkk81Aum5M42MX1aEkoSN5qi2A9tBzLvh2B0Q9fh0vO74mE9s3QPLiJyEHKzveNZ1MpazRiOscj4fyrcNl1j+HJd37FpJUHUVAnireNY7uu4DNOEjAku6hM6xY+tISqwJGcN/D5Y6kIbtpE5CeKmeTbmwqmKEjuVCq9fODl0UQUJ194+XjLucjI3U+U6WB4U4nqfAM6PJ6BzH1lKGchRFZSIjXHdipiQKnG8lchx/WYPWgA7m/hKfXmLUp6ApKuGILRG+uwo1QUaZJ0AspREQz8x6hIBNDaRfJOaxKSAvzxmRY9mk000rID2L34Z3z/5vO4+5abcJXMTfumxCOpcwwiQ4Lh5ekvMvNT5fGQduMh+Q9s0RFt43uid5/LcNVVj+LRlz/Hp5mbsTG/HGUkLCRdqu6qrpgv8iZyyrZAxZeEGNuQZEryvRP757+FT+PC0CNU5OblLzLqiI7Xj8Tz367CgToLKmjZJPJQy96OkwZ8Xs7Z7lW9sF1ZUZO7CZs/uQP3XNhGZEyS7nLc89JMzNlqF32G7YRcBevTIn2mVgItoUTKIjM+b605ir2Tn8FrN3eV+pT8SJ/xFKXYW4KHu3d9P/GVuKVeWb/eXpJf1qu/1GugXHeHT/fHcfXoZdhrdShLPaNedeJKdVw1d9C0fFTkpeP7mxJxLYkdH394RPRC3wfexricgzgoWrWFZJlTyiXl4yIztkdIvTmtVthFLnUkvCR+lp9WKbp1n7Rc1YarUb53PtZ/8RhuTG6NSB9R4gPC4XVtGp6dvAHH6vMkB1UXqsGoz8yvtBFpL05nlWR6L+Y+exsejfCRMUTag7RdLymzv7RtL5I7akyR9uEu4wsJCpENxxS2dzcvkZl7M3S5cRCenCFlKpM2KP3XSaso0kgUCAlGVifbaYXM8Te9h1eu6Ys2Er8HSaqwjuhywzN4/pftWJ1XgRpVTpGhyqdUqshHk7GBS83kf6WryogjLbBc7tuGxWPvwTNtPRAsc3yPqJvQ9+7vsKLEglLOc6Utsk1wbKK1lhNVUub92JP1Bj67KhSxkSTKZH5BUpgEMMdQ1Y8lX1J2N+kT7u4yN5a24OYjcqgnUtzZXrxFFm3+gQsenY6lZXYUSDtjL/xdYJWIbDSRE/u2TiKyD0vblzyznxVs+Rpfj7oS/v7SFiWvXiRspD5YN2ybbh6+8JAxiO8Bd095F8R0RuvY3jjvwqtw+R2D8MpHc5C9uwCltXVqnK6ToBbpiWyYNi0KKVtdvsyDFaV75mLl273RL7WlzMcDpE9Im2BfkTHQXd4rHN9IqirCykvqUcYQD8mHt8jLW9qLd2ALeF42Hq9N3IJCKRffESxZYzgpeWQRha9CFKziyGjkt+mkyKO8Lklqd7X8JJJHEpISkZ+YgsKkFJR0jkVJtzgUX3YZqqdOg/1orh7Znwrp/iJJ1cfKNsO5403YsjrCntEUWk5TOQ9Su6pxW35HTjC0uYHQsoPgnBMGx2wfuacFtNW3w1G4TN59HOz0AYV/p0JljQXLNhzATQ9/i97XfYBe17yP8278AL2v/wCp/d9FwhVj0eWSMcrSyK/D6/DrOBiB3YYgPGU4IrsPQ3SP4Yihf6NU+jcahsiew9CMO631HINmPUcjUs6DkobLeRruePwrzMzaLApl/YDKxiqNiHyx6vTyole97dTZ/stg06ZNatkZLSwMJYTKPhVcLveilUOfPn1OGHr37q1IljFjxqglcLTScVU0XZUYKuNUWA1Fh5YXtHohodSvX7/jy6tcg+tSJFo3MB0qpXyhMm6mweCqsFOh5fIg+oohkcJyUemm8t+zZ08VF5cLMX7mh+VMTU1VeQkICDiukBlWVUyXJBDJEKZ1umhIHpEsCA0NVco188ClXFxu1VhZjeVsvIeKPpfQnUohpI8eKvEGeUT5sv64JOmGG244Hq699loVf+fOnRVhYCidtIahfOms+XRg1DOProHg0qesrCzceOONqtwkYEhSkchiWiwX/RDx+dMFl4vRQoploGwoM0N+bIdst6xnozysT7ZNti2mZ9zfv39/jBgxQlmGGY6omQ+2KVfLIfpI6tSp02/IIxJsixcvrs+RLoNTBVrK0aSb/osYh9G+GGjlRksdWgE1rCcur2Pe2TZbtGih2iPLZjzLdkXSlhZZlLeRn1PBII/YBgxZGUdaWdG6imV0beuM1+jTrv2tMfKIFoKvvPIKjh49Wv+0iTMNyt4kj84OqKwfKbfg9ay9SHp/ZaNEzKmCK3lE5XxfQSVen7Or0Xv/1yHlg1UYkrMPeZVcNnNutiMqEHY7iRUq5CQIqiSvW7H2s+cwuLmM/U1lTJP3DsmMpl4e8BWlQhEooth5itLr6+uBAPnsTfKI5ACVHvemCEu4Hn0nbMX83RUSH1UxklIy7yOoRFD5FwXGWrUHBybehxdubCMKiiguHn6iQLRDROtbcP24BZi4sRhlovRYGIcoJPwtUp87yjtBYtSVfipBErco7vbdUzB5+B1oL0pOqMQXdv4dSPlkK1YcptWI3E1SRRQMWpjQ+kctiZJ/VHC4xMxur0D50fVYP3Esht55Ifq0DpIyS9lEBh5Sdm+l5Ev5FSlAIoCKVVN4+rZA+wvuxl1p3+PrtXk4XFEraVkkYn3pF/0AcdkUl3qpZUeSV4ejCkdyxuPzR5MQ2ETSICFHxUjGHmWZIcqam4cocFSkRS6+3pQN76FS5yf5EEWr5dVoe9sUzNxZihKlD1CZrZeHzLNJAsk/KWKFiI3k0U24r6WUw5eyjkfi5YMwamM1dhTrSjhlqqxrJBhzd7YRxikxq3rjEihaFGhVR1G+ewnW/PgW3nv6Zgw4rz2C/ZuiieTRl3VJCy3vJoo4ouLJNkTCwJflE4WeFgVsMz5ubdCqa39c9vBQvPz1bMzYsBdHqyyos4oySH1B6p59mz5xSB7ViR6hyCOWjRygbTf25LyDCV1D0SOYyq/UkdSJV5urcf5jH+CrLYXYXV6NWpmTkBRh+5PCKllxDDIIBI711E2qj27Gxk8G4K6LWkk8kSLvS3HHKzMwfTt396Uuw7tFTlKvVgfrmSSktEs2S8mQrSYP+yY9idcGdJJ3ik6KqLJzfiBtyY3tSerV203qVWTjI4qxsihz81WByrNnpwdw+Us52GZxoNKlXmlZY5PP8lGql303D5X5Wfj+5hRcFyFylT7p7hWC6O4Dce2gdMzbW4Zii8hK5EW/TZQb+6PDIe2SZInIo0bFynpm+aWdiny4NMrKOVzNPuzI+Ajv3dYDXWJCJW+e8AmIhFf/NDwzaQNowqAsPlh+yZYhB3Yo+tkhXQVnhXSunZj3/M14NErkQBmILNiXgtz95KgTBOz/7GOKcGObF/nQ2sTTm+NNKJr3fxq3/7QF+0qrJN8kXy0SPxuACIMEkhxo9ees2KPIo5eu6YOWJOq85d3u44uQThcj5b4v8dnSfdhbTRkwy7ps9fYg5VXtimOTTpI6nMck3i1YNOpePN3KC8FNpc9H3Yy+d/2MlSU1KCMJJYVXxLCUm3J2SpuAZSt2TBmMt5O90SWYZIgbPHxFfxL5ebC86kjyiGWTOveUfqL6i7RfXqd1mrfIQuaRHsFXo+ctn+KXoxYcqZUcs0P/Dqh+TBk5pa1Kv7VyPHKyXjg+aDK21qFk4xf4afiV8PcjYS3tVOb/niJ/RebJmM42qYhOtl2Of16SZ/nsI/n2CoxH3NXP46mPFmDZoTKU2NieGCgXznVJ2kvfZZuSNNV1yUPZnnnY+K7oVd1bib4RJHGSFGc/kfKTwJJ0PJV8JD/evipND44XUqc+Ij8v/2ZwTxqCFz5fg8PST5QPJ9ZlIzgpeWSdMweVorwXR0ShQJFHScjtHI+CuHgUJsUjPzlR+UDKT0yV8yQUdYpFSWwSyvpfB9viZXBW0WDvzwYHY/J8MmAVL4Zzw9PQZreENicA9pwgWDODYM8IgyMzHM6cYNjn+sGW3QTOOUFwzPKBNq8L7Dteh1a5VYTPQZ6WPKwK9tqT41hlFWYv2oLWfcfCveUguLcYDI+2L8O99WvwaDMEXu1HwKfrEPgnDEZoyjBE9xqJ5r1HoVnPUYjuORKRvUYgovcwhHYfjDAJUT2HIaZ7GmJSR8hANQShqaMQmDgCna8Yj48nZ2PX4SNSXKkZpSDpgxcnADQfdcigpK+F/H2d4FyBGmTrgwFaHt1///3HLY8YaIVCQomWEnSkS2fadMLsGoxr9AtDJZvOdknYGKSOoYy7kgMkC6j0GwowFWI6Bp4yZYpaMkXLmcYCLU4YmAZ989AqojHyyAAVWloecWlSZGSkSosEAEkiOvTNzs7GsmXLVNwZGRmYOHEi3n77bWW1w7JTgaYSZsiDgYo8iSA6AXaV38lAcoLyM5atMQ8pKSl47bXXVNq0vKGSTtLHKCctSRiYRx5Z5r17956W82HGQ6LLIMxooUOyhWUksUfrJfrKYZ3TsTatgkgYGUvK6Nune/fuigw4nTIa9cxjw3Mus+PSKpJ1jJ/1wPrmkfXfpk0b5T/IqMfTAUkYthNDTpQN/e3wSGKSJAwJKpaFadCPFZ040yk4rYV4H30wUeYkTbmLWcMliUYgToc8MtCwDIYcWD7ml/2JcRiB7Yvxkhh67rnnlM8wLiFl/RiBJN6qVaswYcIE1U9Yr3zG6D8MLPPLL7+slpoZ+T4VuGyNfbGh5ZERJ8kfWrtVV9MqQo+TZTFk41pW9rWGy9ZIajFPpuXRnwfWgUkenR3UyYSfy7pu+n4TYn7HDmuu4Vwmj7jz2q0/bsa2wmpV1nMSbN4yFdN/jeZMknO07Vj22Qt4oaUXWvm4y2ReJus+/vJe80dQiD/8gwPgHxSCgNAQBIYFwz9ArgUEIFBCqL8/Av2DEdnzGsRPWIGsPaUSK0kj+qSqn9iLKPR5ax3sVYdw6Ien8OK13USBFKWRJI0oDx7+zeHRfRBe+GI19lWIwkwrIc4ZGQV1dSpESvGTsVT98WI5anb8gh+GyDzMU/Lj7o3wvreg74frsObAMZl3soR6gXXXDfTnIudc8qKilnhqD2H/ip+Qduf5SG4bLkodSbMA+AUEIjAoEDFSvjD/UAQHhCE4MAhNmwSI8s9f5N3QVJTeyN63o/cbK7DgSCWqRIl0amVKYVeWKVYuEyIJwpT0RUIHc97Gx4+kIrAJlbWmoiyHwMcvCH4hItfQQARIesH+gSLXMIQHxCAoIFQCPwcgIFDqo9nVSLj8S8zeVIQijaqT/CnnslSqJQmlW1OxpcPiLZg15Bbc00YUwSYy1nl0lmdfxth15dhVLPJT8rGJoifSlHwqSy6Rk7yd1HX1rdSdxeaERbOhYg8tUp7EE4nhiA2SOL3d4efrCX9fHwQ08UOwn+SR7UHlN1TkFoiIQJFhiLSb4KZoEuAHX2lXPh5NRDkVhdrPH26JA3Dt8G8xfXs+Ckqlfci8grKqk7S5vIqEEZVfi7QHWndZ66Q51B3C9owPMaa9H3o0dYevpzs8JR/uHqGI6vEPXPHBaqTvzUWpRishaTFseySkpEwWxsf2yHbBLirlrjwq7f/Tm3HrRbSGCxUFvydufPUH/LS9HHW1tFBR9i6SJ9Fp6EeGS5XYrFSQeOsKsHPSs3jppi7yLC04AkXxDoavv7QX9pdgaUuqXoNEJhEIC4hCYGCwtKlAhEgf8pd6DW41ENc/NAPbqjRlUaZbr9HpcY1kUdKTa3ZbNWz2XFQULcb3d/XE9c1EoZY6UOREQA+07DsE7+QcxLZiEolSOD4nbZFENq1rSAdSupwR64Y7bD8kN60iY5G5swq2I1mYPeYhXObbBGFe3vCQ4BkcA/f+I/HUxPWgwwS2ZMmOLj9CnbNPSvtX/ZLk0XbMeXkA7mspdUMyx8sLvk2aIjw4XPpViJKJv4wtodLmg0PkPFDk4B+O4KBQhIeyDQUh8tp/4opvl2JnaSHqNIu0Afb++kYu8hEhyT+RS/l+ONa9j6f6pyJSxhI3L2kLPlIPPi3RNPBmPPBhNmYdLFftieQzS80sq74jcqK/IzUgsN0r8mg75o14EI/GsF1LfDG3ove9U7DkWAVKSMpIurqHZ+kvbEvSSZzHNmL956/ilZb+6BYm+ZexMzhE+kNAuIyVIWjKtu9NKxsS0E3hI/L19WsKv6YB0i5k7OI4Gx4ksomW/t4Hfa4egi+3VWJfqYxbyq/S6YMWhQ6uV5OyWB3HUGsX3YsGHFJHNOao0SpxbM03mDzoBimfvyJpvHyboqkvx/YABEl7DOe4FxyCkGAZf6QvB8q1wKYiDy+WQXS8oN5qJdL4uUewpUzmu8rSUaQr6dhIJolMLSIbjiRqzJaxt2zfAmx+rz/6pTaXsb+JBBn7fILRtKmMe/JOUWOHhCAJ/iK/ABl/g6SfhIfIWBIahODwNghs/QJefnMp9pdLbz6JWE7u82jGryi79z4UxDRDYfvOKORytfiuyGeQSXxeYg+1w1phfIqEZOR3jkNhz/Nw7L4HYdu0RSqEw8GfDLKx8uJgU9UKMqCtuRvO9Aho6YGwZUfAmhECLZO+jaIkhMm1QFiz/OHIoPVRMByLL4L90Lew1xySDs6K4S8ArKJT57yisgY5S3ag21XvIDB+GELihyoLorBk+ilKkzAS4alpiOwxEtGpIxDTayhieg9FdC857z1WGsZ4xPQZK2G0fE5Ds14jESP3x6TI/d2HI6RHGgIlrq6Xv41Pf1qC3ftz2YukzOyI+mueRmWK5efAcpqk17kKKhWuikVD8ogKyHnnnYc33nhDETC0HqASeLLA3clozUBF0oifSiZJHde0qLAa1g5Mi9ZNtHKggkzLCcZxssBdpngfl8YZSqxxNALBpUjMNxV2gzyiUkXrDjoq5vI6Ls1inCQQWE5a9qxfv16RYXRwTYsjw9cNA4kPOnomccDnTge0PPr++++Pk0ckNkhgkdBgHMwDy2SUj4GKvWvg92pdOgf7U8DV8ojpsez0YUPChUSAEbhrGePm/fQhRZKJFjt02kyyZPLkycd3tDsZTiR/HklWcYcykkS0biIpRSKJ1k60RCJRddttt6m6YJ5OB2xfJA4NOVE2hvxIDJGIcbUce/jhhxVxw3sMWRuBMmA7MdooQ0NihO2V5Iyx7I8+j5544glF+hkwnnUNRpwGiUkixWgDDCTTGBfJTRKS9KtF59LMk2s9kTBkeUlCkiSjk286AWc9GXHxnEvrmFf2w9MB5eVKHrE/sk6MZXSsL/ZTOidn/yaMsjUEy0hykssAjTyRPKIjduNZE2cerAuTPDo7yK2wYMqWQiS+txK+v2OHNddwLpNHLBOtj37ZJu/GSqpY5yKkfXNOJmOtsjaQ6X2NYzeWfP4yXm7ljXaihHtTMegxCK/8exJ+mDMHGVnpmJ0lSmV2NuZkZyEjPRPpGVkSMpCVPguZGb/KXHMJFu0rRWE1f+CUNPjepYYpUz7qZsriw2GFrfwg9nz7GJ7t3wkeokAFduqKllExaOfpD5/gnrjwX+/hnXkHUVQr7xi+V6gwShy0diARwDiVxRAVSIcoLHumY8rwgWjn7gN/6cMh592KPh9uwsrDZap8vJ+7ddG5M5fp2UWp4o+ZVABJQFkPL8KKb17CFR1jEMklKgGt0aTbPzDgxXfw7k+/ICszE5mZ2cj8dToyvvsQ7796L+64KA6RonD5tb0Slz35Cb5cVYAj5RKXzM9tdlHwRb6KiLFLCpIHLnOi5YdM5JGb9R6+eLgPguTd6OXWAR3j78bD787Al1MzkClyzsqcISFdZCyynp0tR177FdmZU5E+ZzbSs5dj/sq9yJX5PZc3qeVUoqzxxxyLaFPkDJSO4CyTsm/GnFduxv3R8u704lyuGxKvHISxmyzYVapXDKVAPz60plH6s3qX0y5FPlPRZhupLkXR1hn4cfiD+EdSW3QMboIgUYS9PQPg6ZuI5CsH4t7XR2P4Rz/g+6m/IiNTyqKCtJOsOZiVOQ3//vBtjH7un3juhh5o2ywEHp4kDkVxDWyFqOTbcOnDX+LzZfuxraxWlHwpk4VkidS5ZJOEh3KQLnlRBme2Azgw90N82jUUvUTpDAuOQFJCF0U8NAlPQqvzXseIqWuwqrACFimbcnDNeuCftB3VltgT5Ej/QFVH1mPlJwNw20Wi1HoEy/ugJ24c9CN+2lMJC/3asM3JrSS0aEVGIkqkLIGkTi20qkLs//llvH5TAjzc/ODtFoceVzyLFz+ZjcmzpP1kzVZ1yLbEek2fnSV9Zo58lvaVMV3qOR3pc9dg5ebDKBPlu47ll/xqVmk38llZyyndXxMdsAjl+Qvw862puCmCVnE+cJc03XzDEdDxPFw4dAa+X3NE4iApTAJK4lLdhkRLtdRzlSLkWNeKZFDLKWl5VCtt9yg2TXwFg29OQrh3E/hy6ZK7t/QJ0QX6jcOTE7egSMmB8envUn08UQnIGdsM+1yViGYHZr8wAPfGcEmUhIgr0XfAKHydkY3p0r7TRSaZ2bOkXVMOGUjPlPEkPUfkkoks+W6O9IXMNRux4sgxVFmkBbDuJdNMRRKQNBmkLrU61B3bhtqNE/DcNalo4RsMt+gERHdqjuhWkfD2bYd2/Qbj2S9XYLd0wWrKk/HI42q5ptEYKCQllAqJvt7yqIUnAn294NbsbvR6YBbmVdYhlwSmlQ1TgvRvtkebVXJlqUDFoZ3YMTcTi9SYIXUtY+ZMKdPsjKmY+v1oPNe7NboHcb4YLHrDJbji7pEYN3kmpqfPxKzsmZiZMxszs3JkXF2CZSu243CZXcou4yCthn4P1JjHupX6d5IzkLyqjiPXpC/YtGpUrv0e04bciBAZ87ylzcd0vRyXDPoZ7/0wS9rkHGTLmJ4tY092uoz/6dMw8cu38OaLd+L+y9qjeWgAfL2aIapdP9z84UJM31kizZPUpMhT6oT6gGqybIO0xqwTmTPNvfOx483rcU1Kc0X0enmk4NqHxmHsN7Ok/kVm8l7J4jtF2gTbx2y+d3h9TobkR/KSk42s+RuwdV8+KpQuy7bQOE5qeVQjE/TSuwcir3lLFHXsguKERBQkxaIwIVYtXcuL7yHHFBTGJaOoWxLyOnVDwaVXovy1wbDv41IWGST16M4I2H9UqP9MsHOpDi+StB+dBm3FtXBmBMGRQfIoGtaMMGhql7UoOLMiYMsKhSUrCPbMADgz5drKm6EVr4DdWqpeElxTrXahOI2cV1TWYt7SXUi87l2EpZI4GooWfdLQrPdoRPccjZjuI5WVUbOeYxCTKp97DUd0by5PGynfj0NMz/Hy3Vi06DsGzeksu+dwNOs+CjEpoxCdkoZw+RwmcXS48C088tJU/PvbxZi3ZCs2bj2CfA7aMuhywsCc8n8y3AwylMkVvePXf1kf+J9cV4Hn5xZYl66KRWM+j0iy0D+RKxo+1xB6G+ELW7/P9bMBWnIYy9aYFokEWp9wK/pTwYjT9dw1uKZtkEdUzg0ihYHL40iM0ELqRKBvGmNXOO5wZSjUJFeYX1pk0EKE6Z0KBnlkLFsjeUTZ0qcM89kQRv7/W5AMohLvSh7RwTSXNTUGkghUNFlOEgbMX+vWrfHNN9/8br9HruAuYCRzSEKSJKKPHi4Vo3UKl42RPGGg83Qu5zqd5U2u6TRMl0fWCckpV/KIdUhi0rWuXJ/hdSO4xmeAS7tomWWQR82aNVNx0mrNgPGcERiXQR6xndEqh8vlXPPFJaLcmp/t7HSXdpFApAXam2++qfqQsfyP8fFIIoEv+tMB672hzyNaVXEMMOIlWUoSlRZxTJvlMeB6bpJHZwesA5M8OjvYWlCNNxYdRMtxS/4P8XK64VwmjxjajF+Kd5YcUtZH5yTYvKko2UUZoyIhk3uLYwdWffEChrXyRCdfT/iEXSMK18+YuL0IR9VuZZx36go0f72n9QadpXIuyiUvSgGlkiLXOZ/npN5ONwtW+d7C+6h0S7KKPNqP3d/+C8/0bwcP/0A0vfB6pPbpi35tIhDgG4ropDtxw8tTkbOrHAVVugW2UtNFsSMBQKWPRl30peHUKuDcOwXTRtyJdm5eaOrhjuC+t6P3h9uw/GilInFYVu7YRUVaLX3i0helkMv8VKvCsbXf4deh16N9oD983YMR3O4S9Hjie3ycsxN7S2v5uMq/ZqmCrfgA9q2ahklvvYhHrr4a/Z/+CCOmbcC+Y3WotUk+JU76WOJ8n7Jg4JIYlttJ5832SuTmvI3PH+uJoCa+8HSLRcKFL2P8slLspCWQKHtqRy1Rwlk+Lrvi1v7cspp+ZEh80VF4ncjapupE3sFUgOWa3W5R5JWUTOQl153lUtbNmPPyrXgwUupUxjdP91gkXjEI49bXYFeJyJJ6PpsCWE7KRQQtIlNuJxiT5B2WYlQeWozsd/+Fhy7sjBbubvB290DT6PZo0+tGXHPPOKR9Jorv6q1Yf6gYJVUSl+Rd/dgtEZI4q3VU4MiB3di2OBNLfnwbrz1xM669MA6JMaFS575wj+qNmCtGYWzmTqwrrpPyidy49EraD3k+1jd/hOayG6k0+XAAhxZ8hM/jg9EzKBQxbWLRf+At6NGpOVo1DUfToPNw6ZPf4L25e5Fvs6LaxnoheaQruAzURKjoOu21qDqyGms/uRl3XtRCKfYeHn1x4+BJ+HFvDawkF9gGRDQkj5TTbeZDXaF1h4xD1Vy29hxeGxALD7em8HLrgcvv/QBfbKpCsbRhLhlyKkfMNuk3dtGlRT6KxKgVGVerH3XrpO4U4SPxqn6kLGLYp+QogUsS6RHdoeWioiAdEwck4qZQP/j4RKNNm45oJnPXoNAWCL/kZbzw5WJsKalFnZRbKfOSf2aXlkx2R6Xq9/puc9I/GSctRaoOouLgNHz05OW4vFMLePt0QPuOHdG8ZSTcAyPgfs3beHLSdhRKKSgHyZX6v77BqIakHNOrcxn7rDuR/cIteDiGyxZFD2g2UPrLTGySAeSYyEAtEaNMJH0S2SSGaKFHH0Jc9qmWPEmcJA9VPuvHGxm21PjCNsrBQJP6s5ZsQ936d2RMSUEz3xi4R/ZHnysuQN/zOiHIS/p1s8txyYMf4puVJThQTmfpejuixRF5FRG6yIPRMe/017QFi0cNxDMt3RHI1QUxd6P3AzOxqMqGfMkAfUOp56VtcMdDu1zTxz55XvKkjCUksA/Q+sbuLEbZoUx8dX0sroqg5U64hH/gvkFzML/QhgqOTeqPR94v5ZL4ueOeje1DWXH+DrBamEU5qjZOWXG8lDzpebMq8mjKkOsR4kefQhFo3WsgbptyCMuP8L0qvUONB5IbGbccjmMoKdiBbQu+wNRRA3Bx+2hEejRBaEQXdHlmIiYsPYJqlWe2J6bHZsC+IuOuvUYnj+wVqNibiW1vXYH+KVFw94iEl8cleODtLMzZX63GCrVDJA1Q2Afkj7aCiki28nkSaHSVQb9jMtbJt2quJv8aQ6PkEe/lYF41dQqKZeKd16I1ijt2Q2lCMopSElEsCl1RfCLyYpOQH5eEAjkWdU1EbsfOKLzhJlR99Cm03LzjcZ0JsAxSJypfqrIYM6/JOV+yHBy0g9/DseRCICMAjswAaFnRsGdEqF3WkBWlyCJ7VgSsWSESmsAxtyWw4WE4a4qlw8ggwlgpSJVGfcInQUVVHXKW7ULitW8hLHUQwlMHI7rHSLXNfrMeaWiVOhzNu6chuvsYRKaORxT9GMl34d1HIzxFzlO4RG0kWtDqqPcwRPQYJM/Jsylj5QU/CjE9hqJ5L/m+5zi0lM+pV7+BWx79N4a9OQcZOdtx+EgZqqqlomkaK/mWnEt75uBY/4uGatBSEI7BDGzYHJjZKNSFcwtsqK6KBckjKiGuPo9oHcOd0QyoDsRBRpWt8UpTg4y8TFzva3i/q88jpkUrFyrjW7Zsqb/jxDDiapg+PzNN13QNh9m0PHH1MUMyg8vIuKTqZKBCzCVe3BWLPmmokPF5w6HwTz/99H8U6sZg7LZGZZplJjlz4YUXqiV/alB1eZ7nRnD9/HtAwoZKvFFmkkfDhg1TxMqJQGKJPpBoCUPigKQBd+I60Y52rjhRHmlNxDhodWT4mjK2mX/mmWeOLy2jxQx99rANnghGGkb9EjwawfhMR9+0PHK1ynn88ccV0cNnCcbDe408N/zcEA3JI8qIjr4bI49cz41AubO8Rt9iIGlGf0YkXFwJOtfnDLieG6BsaYFEyzgjX2xbtGwaNWrU/2lXjcEgjwwrQBKk9A113XXXqfpn/TCfJP1ogbhv377jcfLoKjP2lTlz5vzG55FJHv35oPxN8ujsYOnBcjw1cxei/sslawznOnnUbMwSPDtrN5Yf0n2pnXPg0K80FBnbqZXzF3RtM7Z88TTGt3ZHV183+IT1Q/t+P+LXPSUo4mReBX3eydlblczfRC2QzxwzqeyQ3OHyIo5xEp3MZ+osoqjWWEWP5JzOsGOR+WDlXuz5/n48e01ruIlS6tbvaVx17/144ZZkRIXRiXRHtOz2GF6ceEBkSCsUmaMwDVEe7HYuHJKxngqKXebUWgUcuydiyvA70MbNG37Sj0P63oE+H+7E8qM1SvFk5nTySJ956goux2FaEJTiUOY4fPVQIiL9A+Dh2Rod+/4Tr2blYmOeKCt8/UnQSTZNLcrRUIHK/Ruwa8Yk/LKlACtLmSPaxuizVlVaKsFUhikPanAkIBQJV4qDC0fh46fiEOjnBXe3Luh24XMYtSIP24skdpIFajt2+iqxiMpoVVu3008N80viq1YUrEopP2XOoqi4FZlBlZ67Xen50JxVqLFvxqxXbsc/Y3zRxJ3L5OKQeOmrGL+qBLuLRBpUmiV7TMvYQUoel7T4PKOVdEo34IDk+cULWyM5iESAJ7x9A9Hy0ntwy1uzMPdAFQqqJX/MI0kyqSeSWSQZld4idaYTdpKQ/OP3x/amY8FnT+G1a7qiU8sIBMddifgHPsLXiw5hd6mUWW6sI9GoCEhGJPliRqnpS1xwHJI8fYQPk3zRPSQCzZMvwU1vjMRDV8ajX7Q3vD394dntUdwwIhtLSzSUifLKH9516kjiURHa5Ew+O2pQfXQNNn56G+69uCV8Penn5xLcOGgaftpdp5bzUSB8slb+V6QlmQaBrqtIb7AcwM7pj+ClW9tLnXKpfgouvvdtfLqpBIUV0jY0lqhKHqD/GQtqpBx1ImBlWSd9yyYyokVMTX0fU9mTvsn42SJoMaXsfbj8yL4XlUVT8dOAeFwv84yAkET0v+E6XJqajDZeEfDxOw9XiB722epSlNZKrhlffZFJzFgdUh/SzhRBYXxnrUDNwRzs+eVBDOjRCiEebREQdCNuuft6XHhVHNxDIuF53QQ8NXkHCiU/LI2SnV4x8k8iEpGod6eKUyePlrx0B55v5qt2+vNs9g9c/uR0LK/RUCpjD5cx2VEubUXkybmXjA1crGiT6yQtSNpx5zjuXElH8JQVlxvKtEnahTxPMo06JI/Fu+Bc+QaevDoZ4R6t4eFzJ+5+4J948K4r0cG7iaQfjtZJd+P24cuxYE8ZyhURx4jk+fpoaM2odGuNZMdWLB55j04eeXrBLfI29L13KlZKXZbJvUpmUk5ySDZVT/rYwhbFdkXig/1fEWHy5yR5dDATX98Yh6siPOHhFgFP97tw/6tZWJQPVInsSGaSHGOFsbbV0koLl4tWilwq5crvALMheWO1MChSTNqcsrji9/Jf2drv8fOgfghqQp9qMWjZ+17cOn0Plhw5Jm1UJ7H0pbb0iVcpY5HUzrGNKF40Bk90b4eunm5oGixz3ps/xWszd6OYhGCtJMofDCQ99jNahVntou9Jf3E4ylC671esf783rk4NkzlXlMy5LsOdEzIx7VCFpCmtisSdIsr1lqWCxOVQ5BH9aVVKOyChpElu2KdZLrmpEZyQPGKkJI9KROEraNEGJSSP4lNRmJSK4sQURR4VcAv/+CTkKyIpFrkd26P0tttg+WEiHIU0vjtzoKhY8SSK2AhZd8woOyc9kdtryuDY9QGc8xLhTG8KZ4a/sjRqLGhZwbBl+MCxIB7O7UMkEhl8JG7Fakr8PFJmp8KxylpkLtmJhH7jEJz0KgISXoVf7CD4xQ9F0/hh8O82VD6/Dt+E19AkaQj8k4chgCFhqNw/HBGpaWjWYyya9RqF6F7DEdlriPKLFNMzDTE9RqJ5jxFoIecteo5GdOpIRKQMRVTqELTrMwpX3vY5nhs0E99MWo6tew6h1saK5x+7CNl0mvFKd+OkhB2ZA7RS3vQuWC/BcxqNWR6RZKFvIAPsBEZoDMZ3VCoNJb+xZxpaHhnk0elYHhEN4zPOG6ZrkEd0mP3fkEeMh+QQLUO49IqOmPk8lWwSSIMHD1ZLjXgf4ZonVzS2bI2WRySPGvr64Xljn12vnQq0EuHSOlfLo+HDhx8njxrGyfyTdKFlDO81yCOSfFxGdTIwDj5vyNwVXCpGqy+SD6xrbgFPR9zMH+XBOiE5wXzScTktpigPwojXqM+Gwci/a5q8fjrk0e+FsWzN8Hl0qmVrRh4JtkEq8cwTra/4PIk0+hOiLEjgkIz/veByQjoOp+8lytUoKy2b2FZpOXeqJYdM21i2ZhAOrAfu3ka/XyS7eJ11xGVyJKu4nMCQv3EkDPLI1ecR27u529qfC8rfJI/ODtJ3liifQKEjFzZKvJxOONfJo/C0RcrJa9bu0vpSn1tg8yZnxEm5UlZksg7LNqz79AUMbu2DNn7u8Ay7Gp2u/AGzt5WimD+d1yvw1P91ckLGa3mWTparRAGjhYPyVWORiT8VQyrEDlEM+UuyzO34x8m+TdRvkke7v38Qz1zTDm6+8r6NfRZ3PfEaPh59B1KiQxHo7g/fqJ5ofecPeHfeAeQzn5K2slBQ80NRzWwWeQfUSLZEmRCFZMrIe9HSzRNN3EgeiaL30RasOUyrBikw55YkDuQDyS21U5OaQEs+nVU4mv02vnooBWEBTWWe0hbdLnwUI5aXYEsBlUvONaikSFnlGapSVFrt1eWoLjqKggoLSkQ2tCvh60uJU8+h3E9LoFq18xXlzLmuVTuG3fPH4r0nUxDctCk83Lsi4eJnMWFdPrYXSplE1vpuRXwfUiHlzllcssWIJS+KlKLlEaUp+Rf5O2n5IHmiNQVn1yofUjyno0LiW4NfX7gJ90R5qJ3zPLzikHTVILyzrhx76DCb02+5n/lT71/KWR5WZWCeLVU4tPJH/DTsKnRvE4ZAL1/4BLVF2CUv44mPc7BwXzEKaySPihiT1OUZWmFQoVZiZ52ROGJCvKDmbjUyR8xD0d4l2DznU7z09DC8/tZETNt4RFlwlcm7vRb6Uh21S5rEddxKRj6rnets+7E35z28leCDlCBvhCZchB7jpmDY4wPwyPkt4EGnvqFdEXfbUDydXoRtBbUiIyrOUkYWUtUkrRioc9hQlb8Zaz+9HXde2FLqJETeBxfiltenYsoeaa/ynCbl45yDvqGUnJSAKTsqyNy2/xA2TXsSz9/WFV7uARJHMq584G18u70UeWVSN9JHWK+sHC4hotUErav0/sd6Fa1I2rZFAvsWSTv60bGJ/OpEqebSO1qzqb5lK0R5QY5atnZDZAj8ImJx3oP34eZ+F+CG8KYI84lARJ9H0G/sQqwprkWl6gMSmLyqI5Ef45JzpaKzKJbdODD/Y3xz+3no3SxM+l88/C94HPc/fjX6X9UengFR8LrmfTw9aReK5AHV3tk+JA6JlRGrvibRKtFA7ba2DVnP3IGHwvzQlE6Yowbiisd+xeoaJ46xfPIAyWRalrBvsSEyb8pqTb6nWym7xSZjiszJWHdyP/OvW2UxPQlMjM8W7wYWj8JLV/VAS4+28PS4Efe8lIZXX/wX7g7zQFtvHwQGJaNtyqt459ft2FrK9iVjCYlXtislC6ljSaNOE121bgeWj3gALzb3QhBXUETchF53/4iFxdUoJlnEepPck2xis2bLUuMp61LaLvsh46KDdY5ZDkcBSvZn4OvruqJ/hCd8PKOkjQzE3a9kITvXoeqIU222cVpdSStRZXOy3UifIXn9u6CyR/kwJ5QbW760YxmDFPkpX5dv+AkTh16vyCMv9xjR2+/HwBn7sfJoueSbfZAllLqR50jWqKW4VftwbO3XGNI9Fin0fRQWA4/rx+PV6ZtRxvLXSczST5RvOdYl60ueJZnEchUfmI/lH1+Ka3s0h69HK5lzXYX7383C7APlsNqrpZzynPqRQPoCSSKpY03GV9a1NH7JN0lu7olHgpnvApakcZzY8khC9dQpKL3rTuS3bKMsj4rjU5CXkIz8eO64lojC+HgUJCTJtUTkxsUiv0N7lMn91hkz4BQl4EyChVADpwo8VxfV0SYVplUcgGPrcDiz2taTR4ENSKNw/ZgdKcdQaLN94FxyNZx7P1dxqz82WDWA8lxP92SorK7DinX7cNfjX+CyO95D3wET0PmS8Whz/li0OG8cWp73Jpr1GYXo3sMR03uEnI9ETK+RiOg+HMGJQxAUNxTBsSMQkpimlqdF9BmGiF5D1a5rvE9ZHfVKkzBaWS+FJg5HQOwgNO02CJHJw9Ht4jfQ/55PMWLCHKQv3IwjBWWoFYVJmoPIhY2KJJI0ABJI/BVMXoDczlQNaKr1n9tozOcRLY8++uij+jt0nI4yol7YakBn3erBFY0tW6Oz4NPd3Ysw4nRNg4HpGmn/UfLIAMkfLuGiMsydy4x4qCiTWHIlPBpDw93WGAcdhvOaenmfAkbZThckZ4yt+pkejyQq6BzagGt8tC7iMj7mj+QDyaPmzZsrR+inWrbGeFgGEjNGPhlIMpAcYxtieUm4kUCZNWuW8snDPMbGxqr0+D3bHdsF66thvEadMrimYQQD/J7kEf0qnUnyiPliG3UljxhnQ/LIyJ+RZ4KypW8rEmgkYfg85culYCRbXNGwPKcCSRm2Ie6kZ/QlBi4JpHxJDp0M/N512RrjoNURncazvZNIMqyaSCrSNxXlyOdcy8vQmOUR+wuJKJM8+vNA2Zvk0dnBpM2FuPDfaxEwbEGjxMvphHOdPAoavhAXf7YO07ae/EeEswW2bqXwyKRebcfOpTN1u7D605fwcltvtPDzgFf41eh61ff4ZVsp8vlLMgkXTtNE3lRt1G/jooRw3K6RuZuVVkBc+iJBKfkSN+M1LJOYpm5BIVP+yv3Y+f1DePqa9nDzDIdb2L9w73PvYPKUcXisRzskhPjCM7AZ3Drej3snzEb20TJYRSlRvls485d5sLFMixYzjgOzMGUUySMPNJH+HNL3Vpz30SasPUwnsZKwUjJZVlFWmTcWXr1q+F8dChZ+iu+euhChQX6idLZFxz4P49m5R7A2j5ZAulLJcVseFQVKxnAVp8Qj81ZaTOikEvPH73QFTbmXkLktLW9E3ZF8Sjya5NdWgYPZb+PTx3opXyNe7l0Rd8kLGL2xGFtKKD9JR8rG9FSQOTJtF6jEUXliWejwW9OMe5gmFVdRuOvzyOmznt9jUidrMfvlm3BfjDt8vWWc84pDwpWD8MbaSuwuYf6ZRv08RJ5hedWzTJNLnCo2Y+FXr+LJ81siOkDyG9wFzXo9gHvfW4CZW4pQJrJUpIzM2+n7h8ofl9nxR3RFUpD1k+9ZZ8oxMef4IhEuu6PVV13Rbiyevw6rNx1EkbSzOrYvyY+VegHLK/GoMrMOWVbWveTOad2LvVkT8EZ8UyQHuaNJl/MR89JsTPhgMMY/fAlauXvB37spQmOvRfcnfsHU9QUoqJV8SPrUPWjJo3agosBEdlUFm7Du0wH4x0UtlC8WN7fzcdurkzF9F5eUSYtn+xbZKD9Wkg/VoCXQTxR9XNVV5mLnpOfxys1xUqfcfj8Vl/5zAj7dXYG8Sqkb+qJi2qoM1H1IIEmboU7HBiX/SBKoeq1vY2rrfGlLzCeXuslX+q22IlQcycGPt3C3NT/4RLRH54dewQOPDsSQq9qiRaA/PGPOR8cBY/Hh4kPYUcIf6plfyk7ikbIbxJH6LOfVB9OR+cFjuLFdc7Twj0J40tVIfvFNvPrIVbi1T3N4yTXP697F05N3oljKraxSJD5lgcUOLuViUVQfUB2+Qj5sRvrzt+CBKF/40kF6zL246smZWGVxophtVu5jn6QcFHlEHVDiYztkk1FqoZWkHS1XpAzKUomkD9up3CAy1UlWSbN0D5wrxuCF/t3R3CsaXp7n4eYhH2PMhPH48vouSI0JgrdnBPxD+uLmYdPx8/p81LIe6i2YVC7kaJH4qqXdO2zbsSTtPjzbwhPBPp7wiLwJfQb+iCXHalEi9aLmCGpMob4vR/ZS1b7Zl5hXKQO/k3rjbmM2Wz5Kd83Ct/07o3+Yp+QlBt5eAzHw9Qxk5dtRLvIwfKSpuOSPSXCg1klTfvgdYH1LfMyjXusSP/8kL2qskPIe2/Q9Jo64DoF+3vB2j0aH3vfjgalHsFIt92W741BCgo9EGKtY6qliB/JXvI/XUjsjRfQT34hWCLj3Q4zM2IFakR/buVp6Jm1WJ/pYPyobajws3rcAK96/EtemNoefe0v4eFyDB9+eizn7uTNmve8ted5OR/fSFvjjhGRXHmaZmAnqCRxzOcZIqZSQGsfJfR6J8lbyjzuR27I1ijp1Q1F8Mg7HJaiQG5+AosRE5CckI48EkkzKizp0QPk9A2HJmgPHsTP9q5BUsqqm+j/VuOSfKq80+NJ1sG98ElpGGJwZAXBmBrsQRy4EUjaXr4UDM32BVQ/DKYOE6vesfqkM1ZhEiKczwbXUWXHwQAG+/mEh3vv3XIx+NwuPvDAJ/3j0O9z00HcY8OhEXPfAN7jm7s/Q/45PcNUdH+PiWz9Ar+vfQbsL0hCeOAT+nQYhIHYkgpLTENpzOEK6D0J4D90CqVnvEcoXUoveY9As9U006z5ObeUf3XcU/BNfh0fHF9Xubp0vGIt7n/4BU7M2YM+hYtRZ2BpYFGls0kjZyNSvSnZ2YHkJsaWpGj630Rh5xKVV7733nnLYS/81dOTbWOB3dOzrakWjXuAnqNfGLI+4rIc7qDGtxtJgYDr8nsSEET8DJwiu6RnHM0UeMT5aGFF5pkWOEQ+3hR8/frxSnA0YabuCViBc4kafQiwzyRIq+FTQWSbX0FiZKVtX5+CnQkOH2Twyn3QETksqIzBepsFlblxeRMsY5o+WUWwH3H3uVNYrzI+aoKkXjZ43tgM6IKeTbi6rImlCMofb5HO5FeuPJA/9Hxn1wnRJIK5YsULFYcTrGow0GgYDvOfPII8aszxqSB41zCePBNsNlwxSBlToWU7K+Z133lFLIg2wHHzGtTynAtsGCVfuwGaQPAz0+UTSl+3uZCAJRMfwXLZmPHvNNdeoa/TBRAffrVrxFxV9uSYJNF7jEkejrxvBJI/ODih7kzw6O/hqbR66vbsCTf5LZ9kM5zp55Dd0PmKljN+JgnIugs2bQy1/Ead1h43LBOr2YtVnL+OlDu5o0cQTPuFXI7bfd5iysxRHOKEnESBzT6s8SJsX/rLMZR9cXqIro4yLvwZTQZEE2IUkDc73jdkcj4o+qjqI7d8/jKdIHrnTsvQ23P3CN5i1KhOTH74Yd8RFIrBJADy82iDlnqEYOmcTiivsopzImClx6w60GSRCEkEHZ2Hq6LvRRvpyU+nHoX1vw3kfbsHqI1XqPipf6hdwKhskwZQiIkH9Z0Hpmp8xZfCNaBbC7fFboFn8nbjho6WYvbUAlTKHZtnVO0rS5q/v8sbRlTlaIIgio0gpVW5ainC5DUkUkYl6NzE5ySs/W2vhtFSjIOM9fPtwH4Q04fb73dDlklfw0sZybCrnM6I4WWVeKO9DLs/gfJjxqlQ5LxYtzinKt/IlVa9Usg+oX/flPlUkRejQiqJU0t6IrNdvwUOiBHNnNHePWMRd9jpGr6rETu7ixLJRcVbPShx2Lh3R5WWzF6Pq8I/44oXr0NPdA8HuvvDvcgt6PzkN8w+WopjWZkxPsqWsi+xVIs4ySdsqaZOkqZTrnNvLPSII3XpBn4+wnfCzFEB9x8qkDqB8rUi5pJmor3SFkfLWTylLkUw9efQu3ogLRFKQJ9za9oXHvdPw78xJmPrRUxgQ4ocYbvfu2x6BbR/ASz+vx9I8UUhpsSblrJE0lbUHVRFRaqvz12HDJ9fizoubwd0rTNrl+bjtlYmYvr0CNiuJMeaT5WB2JT/Ms0Bz1srcpQpaeSGO/Pgyht4YL3VKR+g9cN4/P8Qbe2qQzyVzIhO7tAsSfCQWubyPZVH1KvkhG8MlSqxXEYLcwzplWSlHtmFJTL5XdW3LR/Wh2fhuQCKuCfeAZ2gzhNzzJp58czQmv3ED4lqGws8nGlGdr8XNo+dhxsZiVKs8U99i3bAHq56qPlu0UuybMw5jHxAZ+nrCo2lXxN34OJ76ZSreH3gVBnaMgGdgFNxvfBNPTd2GYsmiIo9YL4qgkA88MOvyn7QeSatMPqxH+mvX4/5WXvD0CIBXi/tw9bO/YqVdQ4HcRytAtld2YT6ns0V6XfMrxk3rEy6XcqBS8lwp6dJnk8iEZkmsF5njkxC2le+DY8PbeOqGFET6BEhb74TLB3+DCVN/xd7PH8H1vaUdyLjWRMaVZv1fw3PfrsSBWg21Vj5P6yfpAyQvJU0u0NKwGfPGDsTjrd0R4ucJz+ibcf69E7G6ygr+NMz8yU0iA/Z71iWJZrnADsFyqPLohxq512LNR9m2X/Dd1Z1wdSh3l6Sri7tw/9A5yCmizyOpVwn6WKWiVu1dCq3SoEx/F+rzxzyocUvFYLQ4UmXVKN30FX4e2R8BTWl5FIH2Pe/DgxPzsVzGTS5bYwaUw2v2ZZ7balB+aD42TX0SD8Y3RxcPX4RExaPrsBn4ZPVROGTsUG1LGqvqLpIum7ZUlwp2rQYlu+di3ZtX4ZqkaPi6NYOf57V44M0FmL2PFLtUpzzH+lXyrB8rlKzZT9lQ2D447pLNkvOTzf9PaHkkaaBq0iQU33EHclu3QWHHriiMS8KR+EQclpCbkIjipCQUJCUjP5FL1+JR3KEjyh+4F7ULsqWzHzPa/BmCnit2dxVUD1ASlAZRDWthFixr74SVFkXcSS0zrHHyKCtavo8AZvoAm1+Ds3STkpviDlmhVAbZaU8gMFdQsHXy8issqkBeQTmO5JVh74ES7NpXhB17C7FNwvqNh7B65R6sXr4bixdvx+zsDfh2yjIMeftX3Pfc17jiHxMQf+UYRKUOhneHF9G06yCEJ49Ai96j1e5r0T3TENVzFCJ7jEJEjzREyLXIvsMQ3nMYQpKHIzguDeEJw9VStvMHvIdxHy/Amk10dMtKl4asGgcbgXRAuwzEVn195JmsmT8LDckjBlqGcFkMlRASCT/++ONvAq0euPyI39FJLxVOEjaE3lH+E1zRkDyiMt6vXz+l8DKthukYgQTMjBkzlMJMZdWIm23DCK7p/VHyyDXfVIBJwFAxN+JhnNzJjSSMka4riWLAII+SpA9TqSMJwXM6CafFzyTp+5Qhd4DjfZQp88cjP9MvDq2XSPicDhqSR+Hh4UqJZ30Z2/8z0Ikz5UqfUKxrwzKGz5FEYDyU6alglN0ACT4SUnQGzZ3qWM/0e8R0SCrxXvrPGTt2rPIdZciT1lLc2csA72tYt8bR+N44J/jd2SKPCCM/Rn4JOuqmPyejrZPk4XIw1jdlQbg+41qeE8G4hwQOZT1o0CB07dr1eHmZV5KxJK5OhsbIIy5dpJ8qkorTp09X7choF1yqyXRokWb0HaPMJnl0dkDZm+TR2cFHK4+g2ZjF8B48r1Hi5XTCuU4e+UjZmo9dgs9kQn0ugq2bCoq+M5hNJuIyr6zbj3Wfv4rBHb3QsqmH8nmUcKW8R7cfQ5GMmVyCRQsVGW1lzFUPy7xWPqsJPrWDOpm3iWInSqmMynJNT6j+IOCTPBdltXIftn/3MJ7q30H6XTDcPG7F7aKozzq4FZvnjsXwW/ugmyfJjqYIatMPVzz4KeYcrMYRUcK5jItLtmplLmylskbNbN8c/DrqHsRLXw5z80ZEn4Ho+8FuZXmk/KRIYekUnMSEKjgn1Hyt8d3mqETdkblY+uWzotQFINrTB74hnRDZ7SE8MGo6pq87rPzQiN5OPkM9yhKS+GD5SWbRybGV1gqUj8xpSZDQ0a+ISOQr8lLX9V/LraILHMx+A/9+lFv1B8DdLR7dLnoVo1ZWYnupxC7Pc56vlqtIvWh0bszPfDfW552Olcu5XE8CRBZKH+CcuV7nUFYlKk1RuB2bkPnqzXiIlkcenpJeHBIuG4Q311ZhJ5dTSVnUIhtWGEkbtgc5Zx5sVYdxZParGHRHMoK5lbd7JFpe9SLu/GoztheXoM5G8lAEIo+RLKK1kBRYlDtRNCWeGtsxtb0+lUm1RIzzPGVdQmKLRIbktV5TZv7t0oasdsmztRYOEZ5aUUSl3lkr+ZR5otzDOqQDDLttL/Zkv42xXZsgMcAb7m0vhOcDU/D58mXYsPgLTHrkQvRuEwVfOksObo9u932IYXM245CjXORHMqe++iV9p1aHqtx1WPsJLY9awt2D5FFf3PraJEzbVSNFolwlM5SLFJY/drM+WW69vq2orc7H7klP45UB3UTG/EGxFy6+7yN8urUORTV8Xsou5aYDZC7L0RzVKh5FQtbXa7WUv0rVqQQpp1GvVP51Kx9R5EUSdmc+qguz8ePtqbg+Quo0MApe14/AU19OwZJ5/8b9ya3Qoak3vIM7IjxlCF77fh221onMakXmMuewSvqkYxR5ZClATeF8/PTsdbilYyA8fbzg2fFW9H/tQ8zYnY7P77oQt7byh3t4DDyvfQtPT9oGOsxmX2D5JWOqvUim9X+q7fCkXPK7BnNevE5ZvXl6eMEjciD6PzYdm6V+j6lyyWNs8vWBcbGL6lZmel2rvkR9GnQ2Tp1Bxhk2GE1yQAJJ7mX12Cr2w77lPTx/XSpaegTCx6MbLn91Ej5ZsB3VW9Px6b8uwpXtfOUd7w2f0CT0ve8tjF9WgcMVbIdMRyRCZ/Qa/YyVSb/ehrmj78ETLWUO5yVzg6ibcd59k7Gs0ooiKR9zpJeX/U0PkmkJ8o30HUX4KNlIFlk0Rz7K9s7Ad/1IHvEH0Sh4et6FgUMykFOioUZu0uNgO2F8FI5AJcPUGMvvAB9X+WOQ+ETQkhu9yniUPJZv+BYTh/WHvx936wtFm1534d6peVh1tErukX4naXJ8UFaE0m6OHViD5d+MwPgbkxEfGQA/j1aIbHMnnp66FYvz5X7mWzqtRcYR6e3ypxIDu3y1yMIm40P5nkXY8HY/9EuOgYe7tCmfq/DguIXI2M0eLs/LvSSP6StKq1/6piJSGWe/q5Xxthz0pUTySBXwBDipz6OKyZNQeOc/kNe6LQo6dkVBXBJyEyQkJiFPAi2PFHkkoSAhQZFHZffdg5p5mdDKdPLozEEvoVHRegfiNRGivQLW3MmwrLwe1pmecGaENCCNXMijzEidPJodDOfu8XBUS6dQMbN1qZ4lR0ry1LlXZmYS9LyoJqOeMgK/t1rkZVwlFVJZi8ryKhQVl2H/4UKs3rgPGQs246dfVmDch7Pwzxe+xfk3TpAGNgbhXMaWpJNGUSSPeoxANEMv+dxrtIQRcm0korqnITI5DRFJQxGROARRycNw0W0f4dVxs7Bo5Q4Ul9IxoORFAn/dUX6Q5GWjXpTM4DmOxiyPSDqQ5KBlA5ezkFBoGGg9cv311+PRRx9VW8FT6SRYT4YyfHzwqEdD8oiKPtOlNQ7TaiwdBuaBhATJFhI2hoJupNUwvTNleURwS3iSO1SujXjoA4nWSPQLZPitcc2DcW4sW6OfG5aZS7i4DIgkB2XHwLIZMqZMSabxSCfWdM68cOHC42TDqdCQPKJ8uXyMsuV1LrdjuPXWW1V6JBt4D/PGZWS8l8uZSPCcDlxlTpCUIAFBPzmGrLhMjz6USHYQlGdWVpa6btyTkpKinD3TosawbDHq1ZClcSQapsvvziZ5RBh5MvLFZXp0Em7khcvX2P7oD4ptmOC9zDvz51qeE8G4x3huwoQJKk4jDe6Ux/plnz4ZjGVrruQR64N1x7zt379flZ0EH62l2G5plUafSiSWSBgxfcIkj84O2AZM8ujs4N2lhxA4fAE8Xz8z5BHrqrTKguxdxRiUtfeU4ZWMPXhyxg4kTljRaNxnInhK/gKHL8QHy8/NPszRh5YD/FXfJhN1tczAtg3rv3gOQ9t5ohV9HjXtipgOd+OBZ4Zi0Mg0pI0agdGj0iSMwpi0sRg94h1577yBtDFjMGp0GsZ8PQsTV+5FBUmH+nkm/+NR703GnFWU19+QRyGiqN+O21/6BZn5RSjIXYrMd57CY73bISjQBx5+rdCqx0Dc9/U65OwvFeVa4ifJIIqI8kVDfxi75uCXEfegsyh5Qe5eCO97F877cBfWHNHJI+WLRJ5Tigi1U3lP6syBHEVB0SoPYN+in/HGbX2VXx8PL3/4eHdG1/Pvwt2vfIBvMzdg1e5S5FdQISRZQDKN8Ujcou2o7f+5pIZ5o7Irc22STSSQ1O5DIme2U1oHWZxV2D/vDXzyeAoC/Th/aI6o9pfg6seH4tnBunxHjRqJUSPlOHKkyH0IRo8R2Y8ehdEj38T4tEmYkr4ZO2tkzk7HvqpM8k8pqpSx5JFUC+f73J3NsRmZrw5Q5BEdZhvk0VvrqrCrjL/w69ZUzJ+yYpIyKaLCWQNr2Q7s+OJfePLqDvIe85N66oTe972DMctFFlU1ar7B3aooE10OfB9LXiTwvWzlLljyoaamACWH52Ly15/hDWk7o0aPQNpoKePoMRg7+k2MThun5jBpb0r5Ji/Egm25qLFylyrKWvQCaa2kTTRaYdml/Si5HsTeue/jzVgfpAR4wqPN+fC8fwq+WbML+UdXY9/M8Xjhuu6i5DaFl3dT+He9DdcN+g4Td+WhuFpav1QfA8krTRTRirwN2Pjp3bj7orbK55Eij16fhKm76fPIaMgiI5Eu2xGJHyV3uc4WX1OXhx1TnsLLN3eVOpV69WiN9t1vxIBnhuP14VJ30ndGMYyQco4cLvU6FGPGjpTro6U/vS9y+RUZK/fhYB0tLlivOnmk5jiSBmuV1n1c7GZHHqqLs/HTHSmKPHILkHl6/5F45scc7NiVg5+fvRI3xEVKGw6BZ+Cl6Pfi9/hyUynKa0SKUmesG+rdpA1rCtbjYMZwPH1VLDoG+MLTNwbtbxmFlydmY29RFr66rZek4QP30GbwvOEdPDVF322N4mP5GSgTXUAUkRx5qsij1Zjz8rW4v5kHvDyawD2wBzr3GYhnRg7DEBkzRo0Zrdr7WGnrY9LY7keLbKR9pI3B6PFvY/SPS5C5LZ8utaUfk0QkgU3LOJEBibR6Xdgmcqor24e6Te/g+WtS0NotCL4ecbj05cn4ZPlRaOV7sfHb1zHkhhQ0k/e8r0cQohLuwJUvZWDm1gLkK+tCyluOtELSyiXunZg/+j480cINgZ4yR4i6GX3vm4yllVYUShlJxehFVoV1OVc9SvIofUPqrv5byXs+yvbr5FG/UM43IqWdyfgyOBM5JQ5wRaUuTHmeJC7leBz8Ut3w+yBRsH1KC5cPvyWP2L4q1n+LiUP7w78J5+hNEdIqGcn3DMLjrw2XMUfqY/RYjJSQNlrqaYS042f/ifuvuwgXtmuFkPBuaNfjXtzxwk+Yua0Eh+tIwEkdkTiWcuuEH4vB9qspgp2+wUp3L8Cad67GlakxcPMMgLt3B3Tv9xDuf04f+9RYIGNEmvSVNI6D6p0j6Y8ejzGjP8dHH2di1cECFHN1B99bqkSN4+Tk0fQpKBx4F/JbtUVex67Ii09CYVIKCiTQ2qiAPo8SkxWBVMAd2Dp0wLG770L1nFnQSs+8M0NWjqpkEZiqn/orTlsZbIe+hHXZFbD/SvKoMaujevIoI1RCJJDVDo6D/5aXY4Eqq94p9UagC4wxnxwcIPTdL6S5SEdTaxD5uT5feuZ4YkDPsetlPpuXl4+FS7fgnU/nY8AD36Dbxe8gLHEUIrhLW480RPcYjhY9R6BFrzFo3ms8orvTgTZ3ahshgTuyDUMz+T4scQSadnsVXS5Nw+Ov/4TFK3ejskq3upEmpoJK+f/k69xEY+SRoZCcKlBR4dIzWrKQFCBUPUn9GMEVDcmj0w10NExChP57SEIwDQM8N4KR3pkkj8rKypQFEAkeIx4q1DfffLMiWVytgpg+82EQIA13WzOeP93A5W60EDrVMiQDJI9ct+o3rJ0oPyNOQ8EkIcBACyHuKEfi5dVXX1VE1ek4cjbq16gLvsxJltHyhTuUGek/9thjalkil6wRrBuWh0SEQfSQjGO+uRW9Yc1l1Kdr3TIQrucEvz9b5NGJ8kXLHi7XM/LCZY+33HKLyifbB8F7jfKdDoy4DbA/uZKazZo1U4Qk5X0yGOSR4fOIwZU8Imi9RMsp1qXRdjlGcAdCtmuj3ZM8Yv9v6DDbJI/+XLAtmOTR2cEbiw/Be/B8uL/eOPFyOsGVPPq9sIpynHesFg9O2dZo3GcisGws47tLD9enem6BIzpnXXyrcDSlcu7U1mHd549jSGs3tGrC/uAlCjDHbm9RpPlLuRs8pa8wePCaWzjcPAJEAeD3cv38J3HthGU4Kn2Hi7ZVD5L/eNR7kzFn/b/kkbvbnbjzhTmYn29DdW05ilf9jF+G34JubQPh5+cBn5huCL/xPYybsw37q22ioEjO1a/QtACSd8COWZgybCCa+9IptBtCzrsd5320Tf2Czvkuu7P8L2nLu9lJpYPWOvTcxCDvR5sTlUf2Yt201/HgjT0QE+yHJjIeeHmFILL9BbjontEY9kkOMpcfQH5hOapq6uQ9L8qRPEfH4MpSiOSJlM0in/nLu9pempKmMsh3sGhxvIcOvg/MfwOfPJGKID9aQoicvTxFiZJxyINjkQQ1JumB45OnjwRv1kEAmrjdgH88NhkLi0T/kTxIBiQJUdgkKIswSfN0yaPdZZxr6dUiT4u+QKsBkZLoCQ7nMdSVrMWat+/Evy7gMmyZG3idh5tf+gEzc52oUlWgk0361uoiSYlHtxaS+FR1U5F0oqxgA7Zlv4hr+8bDz6OJxMOyiXw9fJRlkIe7j7QlD3iExiDo5ncxZPp2lEpE3M6eBJK0TmmnNkXyOGy0OGC5j2D/gk8wIc4XPQNlntu6LzzumYYf1+aixlYBa9EmpKfdgwd6tYS/uye8uIveZU/jwa/WY2NeldrFq756lFXasfxN2PbvB3HvhR2kjQf/LvKI9nC1dbnYMfVpvHxLFymPFzw8Wa9SZywr65V1Wl+v7C+85uUrfYlOh91aws/tXrz07lKsPcZ6ZPnkKOkybSavWx5xyZlOHtUUZ+GnO5LryaNmcLt2HJ6duAS5xeuQl/k6ht/ZE62aNoWvRzjaXPUy7v98I3ZXSD6ZYVUW+Se6Ze7ayZj53CU4v0skPJtEoUn0Zbj5jTmYtG03akqz8O2AFFwTJOUIiIH7gHfwpNTN7yGP0l+5Fg+28FKEjbu3H9x8RC7SR928ZIyhRY+0ex+Rhxfl4sFxh1b3Ir/AaHj1G4/nJm9GrpSdFnx0lq6W2dIJvZyzj9GSkSRybanMf9eNxzP9ktDSPVDSi8XFL07CRyslt9ox1O6di5mjH8c1EQGIaOIDj6axiOz6JF74eSWWHK3QxwkplXKfYq2UtrELC0ffjyfVbmtSXycij9jQVVCll/DXJI/c3WQM8pCx3FvORedx57jkJudyzcND+o+0Vw/Wj08gPEM7ITL2Ltz22o/4aVMJCmppb8p98uqNE9ippI/o/UXkIN8o+0atCkW75mLFO1fhiu6iW0rfcKNsPWmZJuMB52DuTSRdWkLxXNKWvush193oM8u9Bzp0eg2fLDiq2jKJf10urrL6D066bK1mzgwc+9d9KGjWCrmduiAvMQXFSd1RQKfZcfHIk8k7HWaTUCpMSlQOs4tvux3VkyZDK9IV9jMHI1fSrSi8+vpn0TTbMdj3fwRtycVwkDzKDG2EOGKIhEPtwhYDLLoSztzZUsc0ANMrnC86Gaol4vrITwFlecQGzJecdD6an9F5F39v0OOS71jBEtjIOEjpgQMWr+lpcLvMquo65MmLc/HqXRj1fhYuve1TRCePQkj8CER2T0OzXmPRkqHnaDRXu7ENQ3SPwRIGKd9IzXqPQXT3sQhJHIGg+KGIjB+GJwdNxtzFxjKR+nwYg9tfAH+UPKI/lJkzZx5flqQGm3qZN8QfIY+oGI8bN+7/kEdGmkbg5zO5bI3kEZd8cXt1Ix6SHTfddBN27Nhx3KLGyIcmLwGSL/xMMuX777//r8kjWizxecZzOmhIHjFNIxhxkjDiEqrQ0FBFgnFZGS2RSHawPEbeTwXeYwSClmdLlixRMqYVE9sGrVXo/4jEolFnPJJIevfdd5XvKOaNeaIVDOXsamXFuClPBqNuG6ZL8LtzjTyib6M+ffoczwv7F51lb968+Td5d33m94IWXa4WXHR2znZp7K53IjRmecTzTz755Dh5xHbPpXc33njj8fKTaKSTbu7ESAKJMC2Pzg7YZkzy6OzgbJNHrFpa2zz5685G4z4T4Vwnj2TU1Od+8lrhq0VZzlg2YfWnT2FwKze0pN8T/kBC5VcUOVfyyIOKr0zo3d38FImkJvZUAC54Ef0mrMNhETCpcdWD5D8e9d7EdxjPfkseebiHwtftHgx8KRPzSpyorpP5acUO7F7yIQbf0A4pzf3h6x0F/+BLcOMrk/DN2jJlTcSKVL9qk7zZNwOTR92N5qKY+opCGnj+rejx0SasEKWQS6P+kwkqNHUyPadix+UqNlFCaW0g78m6ctQcW45FX7yEl/qnIMjLF76ihPr5xiAovDOatb4Il970AkZ+vwgLthQjr5xWMaK02uWdrN6RtIwQmcoEmssu1JILKSsVSVqLKJ9E9B1lK8PB7LH45LFEBIgS66Z2QHOHt8jVQ+TIwHNvGYs8Re4kGrybiGLlSznTUulmXP/YdMyWV32ZYmokTZsGi/I/pLQNSff0yKM9XCbHR0REtByi1xHuAMb8OpxFqClaivlDrsPA5CjJYzjcIgbiwXGZWCMVXMfnVBpUDqXsnGNIPOqykrd8cND/iRXFe+ZjzUfX4JJE7oImbcdHxl1RTj2l/fgqokVvQ27BzeA54CO8MmMPjkl8tXUW1Ni5TI01J7qMRMyla7DR180h7M/5GO91bYIeATJ2t+oLj7t+wY9r8lAl9VFXXYHC5d/isyevQ5zEH+DeFL7RF6FD/zfx3pp92FFHGVHXoYVYHcqOrsOmj/+BgSTKfid5xBUT1qrD2DnpCbw0oJPqL24khSRdkiIkkDxd6pV9xkOUcV8/ucdHyu7RUtL8Fx57dzkWH5M4Gam0Kzpz5i6GupNuCpcWbrTpyEV1caYLedQC7je8g+enrkdB3RGU5qdj5rj78M+4SAT7+cCn9TXocd/XmLKnCkeqmWEpi0RnObQQCz55Bje0CEQLPy80bdkLrW75DB8t2o+9NQWoPjYfk25NxU0hkkd/mRdfPw5PTNn8+8ijF67FP6O94O8ZCE/6sPR2h6/Igm3b08sTvtK2fUmkSWAb8PKgM2kveIWITK77AM9O3YV8iVNZSIpcSKJxiRn7rFoGKa2DOrG9fC9q172Bp/olI9otQOLvgouen4gPV5RKHUt9WY7i4KKv8PNjFyKxZYzUQzACQruh4wNfYEzWPpSqMkmbkPbFLeHh2IYFXLZ2Cssj1c+kbtgs9XkD8/TXI48UecMx39MP7lzeyjbqJvmUwHHfVz77ePrA078jAtvdjHtfmICvM1dhS0kdKqWtcpTjZghcRq78yklgk9WXGco4xNHFWYuyvYuw/u1rcHVyM0UWupE8lLr3k3GwqYzfrHsSRiRa3Ugg1afvrvpNL7TuMhpvLy/A1hpdzr+V029xUofZlpx0lD/2EPLDmyG3YxfkJaeiOCEFRbGJyO8Wh9yuXMqWiMLEZBQlJSG3Q3sU3nQzqr7+AVrB79gJg4mpPOonrADXLOtXjarhoCKVJf/UwMIrVmnAe96FY/EFcHLZWuaJlq1xyZofnDmt4Vz5AJwFS1UHYQL67xjSIKXST3dZF8kfvmi5zlazO5W5J7cN1ckjPcd645ecMzAdFeR+ua6cn/F7VpAEdohjFVVYt+UgvvxxOW6+73N0PG8MAmKHIrhHGsJ7DENk9yGI6T4czXqMVNZG0WpnNi5pS1NL2sJT0xAYNxze7V5H0tVv4OWxv2LL7kJUVtMfDxuclO8kDeJcQmPkEZVFWqPQ6TEtJhiomDIYnxn4DJVX7vBUWm8Fx3K7Blc0JI9IClHZJ9lhxN9YIMFBRZzKMpVbg4ggGqbHcDLyiJZA9NHk+mxDuF6jEk2/Tq6WR8wzlWpa0DAt3s8XAfNlBF4zlq2RPOJzhmxJ3Bhlc5Wna+B3tCrhrm6naynlumzNIG9I7jEuEjRM39jhjBYqtBKiY3RajtDqh06yDZm4yuBEcL2PS53oE6dDB5qH6xZNTPeVV17BokWLlENsBhISJHro94htgfmkbCgjmn3v3r1bxcd4G8qzYTDA7882eeSaT4I7znEJopEX1imt1VwtjwjjWdfyEEa8JwP7gysBxPxxOeLpWB419HnEuuDucAZ5RBKRbZ9L4y666KLj97FtsV1yWR77/Iksj8yt+v9csG2Y5NHZwRlftiZx1lk1HCmtwdr9pacMK/eWYN62Qgz4dkOjcZ+JcK4vW1NgG5epAOd7yimqdStWf/oMBrXUySM1WRflV5FHbvp7hsQRFV9FHrn7ijLsLRN/UV6pXF30Aq6esBYHRWmgGyLVg+qP6vz4rLkheRQiCvYd+MeLs5FdqKFKlHrYy1BxZDmWf/QgHr6gE1p6iOLv1hxtz3sG942bj9VFNhyT+zhXpO8h7cAvmDL6TrSWd6e/KCQh59+Cnp9sxPLccpnryvtCzSv5TjAUDv19o3wQOWph4y5hzir5vhglO+Zj8Y/jMeixAbg2rh06+PIX7yaSz1BENUvEeVfdh388+AZGfZSNzG0FOFJZBwvnLwwiUxIcdMhMhVXfjY3WEroiSWspp1aOAzlj8dGjiQhqQisLylqUNpExf4FX5JHIWv8VXp/reYrCTaXbzaupjFEDcOOj05BeABxTRaGyySU8UiYpFzWO0yaPSkQ2fL1LtZCSIHkkT8r/tPUpQnXREqS/dDnuiAuV9GPg1vJpPDJhEbbapI4lKd6pSDMJlCmrmM1KZUPlh7Eew9E1EzHzkXj0ahcsbUXaD9sLyQMps7cad0lWyueQaHgMeAsv/7JNbeVutdHySFN2C2rnJwnKQoTW6ZYD2Jf5Pt7t3ASpgSK7tufD4y5RztccQYU8Y7fKs8VbsOrHsRh8aSw6hQXB07c5/Nv2w9Vjf8HXGw+jTPLH3fM0qf/K/DXY8vmtGHhxa5FRvc+j0ySPHE4L7DWHsX3S43hxQEdReKVPKAWcVhOsV+k3oiCTPDLqVZGxPqxXkYVnC7n2IB5/exmWlrCMlCHrVVov5chEeFHamL78Mk/qJgM/3Z6kk0eBLeFx4wd4Yfp2FGvVqKk7iD2ZH+HLR65Ah4hA+Aa0RbPUgRj4/jLkbCtVFl3QqnAw6yN89NDlaOHpg6aekWjbeyDu+mwTFh+oQJWjBFXHFuDnO7rjxjB5T/pHwO3asXhy8u8jj2a9eC3ui/ZEU1qO0O+R9E9V5yIXD28PeDUlaaGPLcoaS77z4tgT3Bzu172HZ6fuQIGUn3XAdsUaIMlD6yy1mgZVqj40Lltb9yae7JeMKDdas3XEZS9OxqeruO08n6lBVd5a7J41Hk9fGY/YMH94N4mGX5c7cevQaZi9qwrHLFbVT0keObXNmD/qbkUeBbC9Rg5An3sn/V/yiHlgvXCYYdmlxf8VySNFaEofdPfyVvVEco91QuKG45GPG+vJT9psDJqGJaDXZdfitudG4dVvF2Ph/mPIr6WPIikz60nVlfRfSUaNgyTS2W6lJyvy6M3+uCpZxhOSRyJbEqxNZFxo6uMJb44F9f2D/Yf5YL9h2/Bw74HWXdLw7rJ8bKtm3Suhq6I2hhOSR4Rt8XxUPP8MjobFILd9FxQkpqI4PgnF3RJR2DUeud1ikRebgAK5VpSYJPe0R+E116HivU9hP6pvb31KMG8MqhZE7FxvaSuDw1IsGZAOItdYGQy6iaxUlDQauaDKpfp9XQm0nePhXNgHmHUK8ii9CZxz20Pb8CIcJevZllT6+pIz/oIhjYCRshWcAjp5JPfS8kjiYSficC5VLFHKdWawPpMqTvmnLqtnSR7xhSiNWe5RL142BHmWHbekpBxff7sAA+75FOEJQ9EkZQiapr6GkNRXEdV9OGJ6jEaznmMR3XMkonqOQFSv4YjsNRIR8jk0ZYQinLiEre8t7+G975Zh1/5i2KzsdPqLT8/FuY3GyCMSLrQK4dIiBvpuoc8hBp4b1+g0eujQocqawrDAMaDL+7flb0ge0YKHy2JIzDC+xgLTvO+++9SuYPSVQ7JGTWLq4ZqGcU6FNj8/X5FHhhUOw4nIo4b5dP1MRXvKlCm/WYLEfN9+++1KeSYxwfsN8sj12YbkEUkVKvjnn3/+b8roKmfX8Prrryt/UqfaNt8AySMq8QZ5RD87dEbNrdeN3c/o/Jj5eeKJJxQpRoshI888sgwNy3Ei8B4jLF++XFmbGPIm4cI2RcKEBJIRuDRuyJAhqrw9evRQ+eT9lAv9PJGYMZb9NZYX1zQN8J6zSR4xfaZhtAGCSx3Zr4y2Tj9i3MWQRKux5Mv1WddyGdcZjM+uML4n8ce2ZJSX1nnsS2eCPDKwadMmpKWlISIiQhGCrC/KmG2TRCDL0pjlkUke/blgGzDJo7ODM+0wm3Oc4koLsrYWYMiv208ZXp2+DY/8sBFxby5tNO4zEc51h9n6BE8O9ZN8NbG37cbqf7+I11q4o2UTUXy9g9EkuB06xHZHYmpP9X5I7d4DPeoDP/fp3hN9e8h3vVLR4yFR3H7ajFyrppbGqB4k//Go9yZjTtdw2RodZt+M256fgayjdlTVWkTPkXdYdRGsO6bgqyeuwxXRAfDhcqeAPujWbyRGLcrF5oIK0OE3HVbb9v+CqSP/gQ5uHgiS/hx+/i3o89l6RR5xCRYVJf39wncF8yHvBsmjWnKl1cJOx9JcciFxOR3VqCvfhaMbJuOb5+/E/d07oWuLCIT5+cLPzRv+7oGi4MSic+9/4V/v/IoZq/fiQGE1rFxNJfFzURH3suL8WVcqqQ/ociaZxC3M988dhw8eTUJwkybwcAtEk4CWaNG5B2KTu6N7j+7oldodPSX06J4qck5Bao9UpPaU73qdhx49n8MLY7KxotiBcikaf1RW5I2SLwOVqt9HHum1Qn9Mkl/JJ9uDEyWoLlqO2S9ehNtig6U9tIBb8+fw8NuLsblOpCWy4n360hFdL+Cwqcop7YpKpHIUjiIcXTsVvz52Fe68si+6Szl6SNth2Xp2T0SPxE5oHxqIUCqOIVHwuikNL0/bgGOis0gUEmhpoim/NsryiHJlHq37sTdzAt7t7IfUYClX+wvgcc8MfLX2EMqYL3nH2501KN0+D2veeQQ3JrdFZBMfeDaNRODFL+GRz+dhfXk5am0UYg1qilZj27e34u5LOZeP+H3kEWu97ii2TnoCLwzoDC+17CYYgWHt0aZbDyRIXbK//KdeU+rrVfoU67VnP5nPDcMb36/HpjKWl3FS2ZdyMOH/VK1kgW04D9WFJI8ScX2EzAFJHt30CV74ZQ9KJY+cA9YdXI61Pw7GgMS2aOHvC9+wjoi5bDzenLYZh8qOwVa2CenjHsEDPduLUh6CplEX4bIH3sb3O6twtJI6ZgmqShbg+zu74/pIeUcGRMD9mnF4ctKW30Ue/frS9bgnxlPaHgnCCARHdERCyv9j7zwAqyqy/59G772JKNJ7B3vvXcTeFXvXtdKrvbuu3VWxd6VjV6yICIjSpCYhBBLS895Lvv/zmZtx775fKK6o7P7f0eG2KWfOzNx3zzfnnOmn3iaPvgMt7WnvEuYEcnHy6W1Hm/d7H6w+Vz+nu2Yt1YaYycR/z1lbTjYOmC22+YA3RUSxjYBHd9s7pbeaEnMqua0OueEVPfG1vSeMPeZ2NJaj4qw5em/48TqrbyvVIiZUys7qfOB1uuLJ+ZqfWaDCiLUTtXdBbJ4Djy5tGYBHSY2P18AzX9anlQTMdgGeTSDBdwNP/vvAo+TkKqpWp5GadOqm7j36aqC98/swZ22dDrTxGNDbxqpnH3Vv31Ztm9VS9RpVlNSqjxofdouumzRHHy3LdUG/rduuUdqwN7nNZdaL9QmQzd4VG5d8pDm3H6pDnOUR4HkdNdmpgzp176vdB/Sz8bext8Ta6Nt/gAbY78sg46O/vQP79TtVR5zwdz0/J11LiN/l1oI1shnaInhUOneOciaM08o2uypj145a36mnNnTrrY3d+ijbjhndemgNIJKlDECktu21bu8DtP6G4SpdvgIRurQlgrlggmCWaj9CJRkqXDdN0ZWTVJYx0yZNkU1gTGAxX7VXufuBMin6XjEPCtarfMEolX/YR+Xvpap8+mbAoxlNpfdqqGxWW5X++DdFcue6wWfs3WTkpcXkDGbEtlNFXg4+/RaiK/SrtKzElgXwU/CjmLMhV8++8LkOO+nvqtt9uGr2uFWNBo5Wc+Ie9b8t2IFtwEg1tXts7U9spIYDRqhh/xFq2nOU6nUfppZ7jtEepz6o16d8r6wsAkdbYybL387ln0+VgUe4prDDGAAMFjzxyd/niEsSYA0vma1RPHiElQoBt7FMiW8jnGgHdyZvdRRW0isj+MnMzPw/4BH9wiIE8IiXJHW4l6OdBy/NgMLX5L3zzjs1YMCAX+shMDHgy9a2s8e1Bzc577aGJRBBqR966KH/07/wtU/IFrCM/m4LxQfM5og1D9Yj7J4HmIRyifURfbjjjjucgk/9vs/hvm+JfD4vQ4KZM7aAU7RNfwGrcGGj3XACSAGAw30OfsjLOdY51JNrH0Se4vnx1+F7tP9Xg0f+SIK+/PJLFzPIW3wx9sQHY7c1Aq1D8X2Jr8vP83C9EPeZezfffLOr0/e3Xbt2LsbUggULKnJWTpW5rcXHPPLEWvrkk08cKAkASV76hKyZPwCo7OAHwOvrSoBHfzwxRxLg0V9Df8RW/b9k5WvcjKVqNPqjraaGluqP+lDVfgd4tbW0o2/V7z4qTUmKFds7sgRFu9iuM/TNo6N0c+s07VQ7TWkN91W7ve7RozPm6ZslK+z3eIWWrlihZfbd/MuSJVqx+ButXDxfK5cu1ooVS7UiM13rNrELDi5PTj2xheb+r/iS8990/zfmUVLyEJ10zTuauSamvAJ7p5v2zNbvpaVrtfCN0brz1G6qjbKS1lD1OhxmSuWrevm7Fdpo39kACaU/v6VXRpyq9raW61lqvNfx2v3JbwK3NfetzO8EVgUodfyeEbDHjih8UXvGfQAAy0sw3rLSApXm5il3+UItmPKsnrvxZO3fYSfV5q/iaTVULaW6atVspIa79FCfMx/SHS8usm9hFMg8q6fQfR8TnwWdAHALfYC4QMTWKY/la/mM2/XgRb1Vr3ptpSR1Vfu+V+jmFxZp2pzlWmzyXblshVaYzFcsM7mu+FHLVyyzZNcrVtoYZGmVfXdvJO6L1Y8XATF3AmCKvplMAHMYg62BRxtRwp0Y7Ns+poh907tdzlDGZcrg+m818+Z9dWp3AL7mSqp5ps4YNlmfro+o0PKWR4pVXlpo7ZoiR6vwY/IjFg0AiFViMihVSVGu8teu1upVKyv6sSLo0/KvtfCLp/XAQR11UP0kpTRopipHTtSNr36vbKxunOysHybLYAc5xg1w0foa+0UrPnxYf+9eX/0ceLSnUoe+qye+S9cGN9dQlk06hWu1cdEU/f28A3XwLvXc2FWp3Uf7nnWXHvhwrbJy7TvUgUffad4zJ+vU/Xe234TfFjCb62hhhha8dLmuO66T0thtLcmU4WMn6ra3l+iLhb9oKeO6lHE1vpcv1i8rftKyFb/Y0dbTitVasiJbazdtUi6ufo77wFjAaeOukUCewbhmqsB00BeG9NTRjQLwKOnYR3Ttm0uUbVmjAG/Fth4XvqH3LtpfR3ZorOQqjZVW80idNuoNvfbNd8r67DZdcfxAtajNd+1u6nj8nbp50nxll9pK4HsplqWijFl67pQ+OtrmTmqDJko+7E5d9uKC3wQeTbnhBJ3XvLqq8vta91jtd/JjmrlomRYuNjkss2QyWGHvlhW8V5ba+dKf7XyJflm5SkvXbdT6AlzUAA0BKAHTKuRRYt+5hVl26VBblW1YruI59+nKo/qpWVodJafsqkOuf0FPfbmRYUN0xqXN0pIN2vj1U3rs8iPUs1qqalWpqqpNB6nToeP1+JfpWpxnuWyNlpfP1wfjzwiBR8dp4Bkv6dNNgeWRzf6KLjNHTQJubLjBk/8+8CgppYla9x2sMx7/VFM+X2jv9+VaZvN1+fKl+oX30M+2Xr+drvf/eYtGn9dXbZo3VlKVRkpt3EuND7hdNz43V0uLy507q/OMMoHQNmB6Ma7BbGxgx02LP9K8CQfr8F5tAou7lD106g0v67kPl7m1sOLnRVq+eJEW2/th6QpbJ78stfdhsGaW/bJcS9ama1VxlnJihfyE0ZPN0hbBo+JVv2jj809r1R4DldGhk7J266T13Xorq3sfS73tvJfSO3fX2i7dlG5KaAbb+fcZqOxTz1HJnHnuh3NLjQcUvMACixibELnfKfL9hYp9cqSiXw5V8cq3FS1ItwkOOorAbPB5iTNxmGTWwWjResUWjlbZR30D8GgzlkfC8gjw6P2OiiyeqFjeQlp3Ax0gd8YHQ8/E+rfJ9QeTNcWPtDPzNV7cFpuwYDwtWrxWDz/zkfodebfbYa1Bn7FqNvB2NRsw0e3G1mygXfcHOBqtZn2xPhptye71magmvce6rSSbDrhVl9z8kqZ/+KNr60/t2++gysAjLCSwQtjeFA8e4VLFtvVe2WVObC2FlerNEQovCjpbxIfBIyyPfMyjyuqOT8TmQT4ozq1bt/61HgAgYvb4INCbIx/ziNhFHkBgJzKsn+gDbUDhNj1QEL5H2haKB4+wICP2Djt8vfbaa7+CKyiYACJYqeBqBlgTlue2tkc+/kIEsEc8KgAprFO8nLYl+bkAIAFvxEjCks3X72XhiXOfPJHnr3ZbI4V5JX7U6NGj3ZjTNxLWO+PHj3fWPFC4rL/2dXD085xjeL6wKx0BrZmXxK3y/e3fv78DJrcWYH1bwSPPC0DmW2+95fIAPDJmuF5i1Yb1Gi5sALV+LBMxj/54YlwS4NFfQy//sE57P/qtao/8sFLgZVtSPHi0o23VX3fUR9r3sTl6fcFvCI3wJxLTG6Ck2JSu4lL7pispULR0kb557DoNa5OinWunKK3R/mp/4D/06g+ZSi/l/YnqZe9W/kAaiagkamUIPI1bVhSrFW9xY3ndfzTk/g/OndrCWWXg0ak66dp3NCO9RPmmgLhvTb4zTanPXTJNnzx2uc7q3dRZqFRt0EH1u5+ty//xod7/pdC+QQGP3jAl6GS1TUpR7aRk1d/rBA184lt9uSbPfX8H3Nj3uynmZS5YdomxY79rgU5lR97V9u1g2XC1cnksS6ykUPnrlmvF1zP05pN3auL1Z+vCY/upa7N6qoVbR7Waqrvr3trr9IkaZUr1/IwNKoxYeYA5e/+zWQ27rvG97HZ9s3ojZRu0eMbteuDCvmpQvZaqp3RVz31v0MTZ2ZqfVWTfRVFFCq3/EZRPvpGwCbLfMgAMu8R1CyuMiIt/w1/3IyouD7bBtwJ0xiS9beCR222N+qyeqM0FYuyUWb24AiL74nULNXvCUTpnIJY4Nk6pB+nYq1/Q68tLtMnmBDF4bOKYdGmTMQM0YuN/AC1kiWj5JrM5YUdn1QSLlgBcYrG12rRmil44toeOapiipHrNlXrU3frbawuUzXyz8s56CWCM8QJAsLGLRRjDFVr24d91b9da6lsnRam7Ah69p0e/y1AWc9Bk50DBWJ6KNy3R/JdGaNRx/bRbsn0rVW2gVj1P0dHXvKmpC9Yr0363C9K/1bePD9Gp++6k3xww2/pcVLRCP7x4pa47trOqYk2W2l8Hn/2AHpu3SWvzbc6XxBQpQs6UNf5tMJ3UrBqrzskL/TECaGbnBCAuxarLxsU1Qvt2ym9Tefk6Fa6bHgKPWinp2Id1zRuLnVWMi+NVlq/i7B+1+t3xGnv8AHWvUVNVkndSzzPH6qrHJumDf5yso3bfRVWrNFdy7YN00pg39eq89Yoan+WAydF0Fa39SM8PCSyPUuo1UdJR9+iyVxb9JvDovRuP09ktq1jbyUpteooOv+wNfW/rIweQ2enUVtqNF4CgTXDmlBu7Yichp2vapInaOwZgkoDZTIxIxJ5HCoJ5b9exDctV+O09uvzIvmqaWsfGr60Ovu45PTl7vdVpMjMW8QyijujGRfryxXG64Yj2atWohpKrNla9XQ/S4WMn67k5GdpksisrX6CPJpz1a8DspEaARy/qk9z/Cx65eeFEwA2e/BeCR8mttcvAoRr6ygrNWWH9N3kDKDvrSeOHjSZiBeu14Zcv9PXUBzT8pH00aJemSqveWFWaHqcht7yi934pUk4R77ngXUAPeHeBG/DKLbfxzVn6ob6+6wAd0q+Fc4GrUWUfXXDHTE1ZUkxOa9fG2NaAzQ4Vu/XgBs6S1WT1lNhiKWIXR/dHCpMVi8f16v/SlsGj/Bxt/HC61gw+RulduyizTVut695H6d17OVe1jV17KrNrd63t1k3pPborvVNXt53/hoMOU/H0D2zC2QSvqGvzFIg8eAnaj0/WdJV92F2xt+oq8m4bFc0+W5G1VlfJJuujCcxNdhYDL2abRtZASfF6RbYJPLLj5OqKfdBDsWWPqzyfbb8ZeOKp2EBafQwJbfz75PqDyZqiSeuS9YcFzQudvtoHSGmpFixZrYtvekFdD7xLdbqNUZOBE9R04Dg16z/OBdJu1nesmvYZpWYkAKUBt9m9u9Wy321q1GOkqre/Xj0PuUPj759hyjhbgP4HC+UvoMrAI1xhUEK3N8WDR1hNXHHFFZo/f757HvyobDl5ZZpzT+HnkLc8igeP6BduZD6GULhcfIKwOnrhhRfUpUsXBwL4eghKTZyXcOyaysi7rYXBI+LHYP3kA1OHE/2iTo5+bnL051uj+IDZgEd33XWXA+ewgsLKC5l7+ROTCAACN6ewtQ+0Le1BWEbhWodlEyALdWNxBKjBnMIahjY5YmnGkQRwuOuuuzpLJAAnyhEDC/AL5RfyY+37H5888fyvAo88xfOFNRlriP4hD8pjXYUbJgHm4/sEcfT3OYbPw3IAlAGUxLXU9xVwihhLH3744a/xxzZH2wIehXlhruLeiNthp06dfi2DRR0WRtR1wQUXODkBXrBeEuDRH0uMSwI8+mtoyk/ZOnHSD2ow5qNKgZdtSTs6eNRo7Mc66YX5mr54++/ouz2IT21UfmLnFgAgFRUoUvqNKc+XakSbZO1S296JDfdR2wMe1kvz07Wm1BQP+wDkP5S1mP3O4rYEtOGAntJyFdnHYaEDfCyXPXMryP7hGKwmWuUsHjxqoKTUM3TS9W9rRmaB8iJ8NwcKRwxFu3iNMue+qnev2EfHdG6uumn1lJK2q/qcep9GvbZY60pKVfDTq3p55MnaNSlNNZJTVXevEzXwsbn6arV9k/Medu3a7xhKacy+pZ1yyje63UY5J1UABKau2PetKSZ2DxAFJcbxX5qhDYtn6svnh+naIQdo991aqmkN+11KS1H1XQ9Qu9Of0fPfmKzyLH+JvfetXWKMkqwXTk4OmFGWFk+/TQ8M7acG9ptWI7WTeh9wrcZ/u04LbD5HSyIqybdy1ndnUYRCxX8gKRjJOIXO2kDXNraLrfbC8iLHr9MUrQfbCh79lMMfguHVeMMywL676b9rFV7XL9eCx87T5QfvYso/uyB1177nPqQHv8nVumLGydr088LqgbdIWaFT8lzIDKsncGOz8TRlL2I8EhsGWaNcx2LpDjyadHxPHdUoRcl1myvp6Ht17es/aj1yY1jIZ+NFGXQgLFAiTsFcoSUfPKTbOldVnzr2/bPrnko7/13947u1ptxb+8Y/ibKl0TxFVs7QtNuG6pQ2DdQMy7q6ndWy1xW6ftJcffpLljau+VpfP3qiTttnJ2c59JvAIxuYwuJlmvfClbrumM6qllxLNdN66+Dz79U/ftyojPxCRUxeJYXMCSARGx/7l5EiHi3zxQVUN/lQbTDUJaY8A5TQbkVC3I6N9SpcN1Mvngh4ZN+jdVoq6ZgHdfUbP1vfiSyDO5fJILJJ0exPNWXMWTqvQwPVrpKi+vuerD0uvE4Tz++ufu2aqkbDnmoxcLjuemuOFm0sVFkha6TQ2k1X0ZpPNWlIPx1jbSTXbmJt3KPLXvuN4NFNR+usnVJcLKPUFqfo0Kve1Lf2PNuBotYW8wZ5AljZ3HGL0tYf7qO4nAa6psnK5IRVYwSg1M7ZFZDYavaIKW+6/FLlf3uHLj28t5qk1Lb3SjsdeN1zenw21knMQZOxDZbbfdzqXbdohqY/dIYO7NlSjWqkqmrtpqq99w26/PFPNC97o4pKFujjiefoqjZpqpNmMq6wPPoY8MjqAYoJuszR6nci4Aaznv6Y/N27J8i2w4NHSTtr5/4X6uyXVuiblbgCBoYigdGIQyBMflbM5mTxpqWa8/DFuvzA9qpVtbqqp3TSXmferTs+Xa91ObY+Tdb8NtAqLfKuNZHYjVJtWPqBPr9vXx04oLHSqjVW7ap76/x7ZjrgKWqZwExYbryXcIMrsbHjfceEC/6oULFm7F0V7HIJEFu5bLYYMBvzyLx5c5V5/nla26O71rTeSWt79tXqzt2V3qGrsjt2VWa3rsro2U2ZvXoqvVsPZZoymr3vXip89nlFl299JyYE7qYDHYrk2Zp6U9EPOys6rY5K30tVyTu1VfLDMEWyvw2EZf+A1rGDBRMVf8toYZYilif2QU+VvZsqTatsq/5G7n7Z5GqKftxXsVWvqbwQBYIf7rxggVl/gxc1o4gE/iSiKRs8rCjdy5wfV/dDzMQo14aN+Xrl7dk6+qxHVbPDrWo4YLQaDyLO0Rg163ObpXFq1nu0mvXC+micmvabqCb979JOA25Xiz4TVLfLWNXrNlYnX/K8Zn/1s3I3BXFNdnT6bwCPPHHuFenwfa4BXbyyC3iE8h7vtka/ULorA48qIywqvHWH55l0ww03aOHCha69LZG3PMISg3IePHrmmWccv+H2fb98HyB/P3xvSxQPHjVp0sRZ8sydO9cp/8TbGTJkiANp6A+AAyDOqFGjfrWG+a0E6AR4cPDBB/8qIyxscBG89Vb7wLvrLmf9hBsk1kkccQNkxy7iZVHOBzVH8e3Vq5crA3mZhAE1yMvME/f/avAonuD5jTfecIAZ1jqUR+7E+EIOuJ35cYU/3yfuhVN8XyHAPqx+wtZwuAeymxtzbmvulNtqeRRuF16wYGNNhdtEPpdffrmLAcZ8AyhLuK398cTYJMCjv4Y+W5GrK975WU3Hf1Ip8LItaUcHj1pM+FRXv7tYs1f++x8VdhSyt6J9RZoyy0c+36vuI3y+vnvyao3cJVWtTRlPbnSo2h74vF5ZvEFrbTm4FcE/9tFeFomYYouVCe9Zq83q4Bs1VpajklJTCnn3VuTn6M6txeAsDjxKaaDkaqfqlL+9pZlrC7ShxJQIUzJoxz6g7RBV8cbF2vTZnRpzRF91T04xZSVN1Zseo30ueEqvZG7Qmvkv642Rp6h9UhXVtN/l+nudrN0fWagvV+cYjyjrFd88xhdKk/sjLJeOQfuOxZIFS2i7j4pVYk+MSxXYVRHf2vTRKbCFKs3N1Mb5U/XW+PN0ws5JalrXfnurd1DjNpfqlpeX6MsMy25yJR4LcnUAgQqtamRM7Zv0y7Tb9PD5vVS7RnV773RW531u0Niv87SQCNh8U7vvbCxvANEc9451lJAyU6qJHeIseaydEuONHdKcqwi8uha3DTz6OcdkQzuMH8qZtY2bCVzyV/1oXqbWTB+nUaf1V5PUKkpL3kk9jhmmG15dokV5pUFgdGubFt08iJjeU5SvWInpKgAhaIzGB1ZUeQX5KrLfdedGCIhkx2gsU7mrJ+u5E7vp6Mb2G1+nmZKPuU1XvzpPGSVYOyAHLAywhLF2rHs2WjY2VjayVItn3qM7uldVz7opStllb1U/9109MWelsk3WaKBYVDmrKpNhJJqlNZ89o7ev3l+dW9Wzd31V1WzUSR1OeVR3vTdPv6z9WnOePEWn77fzb7Y8clIrXq1Fky7X9Ud3sDHFwriP9j3nIT2ysFjrCk2iyMPGD+XXjasd+bJya4dvNFs/uOU5Kxtrr9gqRn9k4AO9L+AhYGO9CjM9eGS/YSa3pGPu09WvL9Q6q5A+w3JpWcTWY5Z+nnq7Hrqwj5rWr64q7TuZPtZLh+xcTa1qNVebPmfqnMd+0hfLckxOmIewO5bNuNgGFWV8qpfOGKATmqWqaq2mSv4PdlubeuPROq8V38vGZ+OzddClU/SlPV9vbbid80DKjGfWB1Z/SJj23UiXFdkcN9k6PRNZAy4EcwFAw14PDoxEhrGcJcr/ZpwuPayHmiazY3EHHXjDi3rs6w0Mm81Hm6UADkwiG4dI7kqt/f4lPXzu7jpotzr27VVdKdU6aa8z7tLdM1coY/33+mTCebput+qqVzXVBcwm5tHHtmYI4M0acf2EX2uArgTfDazW/0bwqLF2GnS6Tn1nmb5Kz7Hm0fGDOgCJsSwFwMYqqKg4Q2s/uVPjzt1bzavUsHdua7U/ZoQufOUXrbbfZGetZOXAi5wrMBcwEilVzqIP9PU9e+vgfo2UktZMVVMP1nn3fabJK1kPcGb/MedtrJj/xdZeSam9S1k/JlPAojJ7MfAbhIWoG3yYrIQ2b3lEp+xQvGSJNo0eq/V77aXMndtoXbdeyujS08U4yujcTZnduyizhx27AR5115rOHbSmdzdtHDNaxV9/HdS1BQoEzmS1Y9Q6kTlDsY8HKTazsWJT0xSbXEWln+6v0sUPqqw41zrEi4CFH3Qes6tY/hqVfXeNymZ1VvlkLI8qA48aStPqqGxKfUU/O0ixjFm2jm2ZWj1lbjcIE1bFf78u0D+LaMsmAD8OblGwyEH87JxVXVxcqp8Wr9J1I9/QTv3Hql6/kWpIrKMBY9W89+1q3neCmvcbqxZs6W/HZv3GuXhILQdY6j9BjS1PjQ6j1f+o+3X7w+9pxWrMvf/MDv5ntCOBR1sj94JjUVak4EVna9rOPbjAvfBua2HwKBzzCCKvryNMBP8mzgtKMXLxliPE6SH2EdZEgCaVlQ0T1j64qIVjHnnLo3jAIMx/+H74emsU77aGMj9y5Ei3dTvWI1hj4W6HexNWMOE+AWgRY2lb2gkTZQhm7gEyEgAQ4AHADe5VuHABtmEBReL8559/druvAdAwLsgYGWENxZwAePA72cXLwSdPPN8RwKN4/pD7lVde6SysKE//kDc79RGE3cvbp8rmgT/3xFoh1hB1elCKehlDQDnAn63197e6rUEcAWQBQxkv3NYAH+kPrpjcS4BHfx4xHgnw6K+hBZkFuuPjFdrptk8rBV62Je3o4FGb2z/TPZ+u1MJ1/x4DbcchezeZMsEOvLzunCVEdJ6+e/wqjdqligOPUhoeqHYHPKmXlmRrlZVwOp79A8AQtULuu9bWiVsrpmSwDXOkvMBtGc+YuBVEmeBgVKGJxINHyfXtXXiSTrvhHb2fFVEuioHVjwLFOxRFO1K6UdH132jmXZfokj12VfW0qqbotVHLfc7VcS98oc8/e1GTx52rPZNSXeDlenudpAEPzNOXqzdZz6yfKE4oZJawQOBb3gVhRslzSirP7bfDFCT715LJheemfGMBFXQCnixfiaW8TC39+Gk9de0g9du1nmqnNlLjpgfo+Ac+06s/FxrP1n/yOrccS8jXvpPdX+DLC5Ux8y49dXEf1aldQ0lpndV1vxt059d5+hnwiDwmQ8ej4yNQ/UwUgdKMu44p1OgWAD/IOhgHcgVpW8GjxRuItwmQYWxRF0qia5P2rJaSjcpbNEmPX3+M+tU3JTGtoRp2OFEHXTJJ7y3KUkYhCjLgVQCGuEDZpVgGWVm7j26A0hozORTbNxR/7MeaoTRWaG1YS+VrlZc+Wc8O6akjm6YotV5zVTn+Xt3wxkJlM8+suJOhc6NCpiilgFvWy8gyLZl5r+7oVUM966Uppc2eqn7Wq3rqy1XKRn7WlpMP421l+YN30doftPSd+3TtISbzxtWUWrWR6uxygk4d85xe/uYzff/PC3TOwViX/8aYR/SxOFMrXr5Kt57QycbUvqPS+uqA8x7SUwuLtL7I8jKnTSFmbtjMMH4sUSV95H6kUKU21wB+kL17bol5h7UV/aYxd6s8W4Xr3teLJ/bSMY3sN8yBR3fr6tfnK9PyOncfqxjXz1hZnjYun6VPnvmbLuy/i9rv2kzVmzZQC7bmb3Wg+p/1kJ5fWKBf8gA6mfkAfKzxbBVnf6KXT+6n4xvb+6B2EyUfcYcu+40Bs6fdeJTOrwCPkpucqUMvfUdzjcdsayuYM9ZqjLhGloxfu+Pqc/GF7V6prSOAtGA+M69ZryYbS1j3Bcvajrk/q/T7CbrmyF5qmQI42Fn7XP+CHvwSGyfwIsrwfch8sroieSpaP18/vHiTbjmmt9qkpKlqSmM17Xa2jrz2Nb2//Gu9e9tQ3dixthpWr6LUZoM16KxXKsCjADgP+ml10b4JJPhuQIb/feBRSlJLtRl0nk57Z7lz92UHRwckmsyQO+/3EuOr1MYrWrxBRd8/rfsvOUKtUqqoekottTjyGp34whL9sjGwgnS/FQ6AwkowErhSRqLK/ekTzb13Hx3Wx/qf0lxpqQfpvDtnavIyNi4A3eC9aW0C8BmbxcZnMUC8ydL+sTpjds37hXyl7h7dqYwqB4/ou5tQNonTM1T04ivKPW6wstu2V1b7LloHeNS9l9Z0766MHl21rkc3revaS+ldu2lN+920ytK6885WwXvvOEY327qRE7ibeCYQXgDrv1LZ7CGKvr+LYtOrq3x6LUWntVD0q9NVlvGJYvbCdaagJgjrmi1Cm0i5y1T+9cUqn9Fe5VPSKgePpjWQplZX2bSWin15ssrWf6vyUhBAa98mvPP9rfgvmKR/ItEecqIv8MICtInh/kRig80PUGFhkf7xzGfa45gHVbfPCEvD1bT/GLXsc4fbda35QMAidmAbq+bsvtZvpDs2HzDO8t2u6h1Gaec9xuukyx/T198v3WpMnB2B/krwKD7m0ZaI+RJOLES3GCueuZdcxTNAB6yL4sEjYjkRkBkl2JfzRHkAIQAfQBjcbnr06PFrWRRl3K2wpsGSZ1uIugBlwuCRj3kUzzsKv+fH3wv3yT/bElUGHmHdE959CzAFsIfg1Cj6KJuAI7i0ffTRR85iZlsJOQMOHX/88a4t+kid7LD2+uuvu9g8WyJ26lq2bJlz5QKMgGcAkWOOOcYFYQbkiKfK5IGcdhTwKDxuzLMpU6a4re2x0vF8sda86+OqVaucHH25MHjk62RMsBxbunSpC36OtRbjRl3MS/rM+M2cOdOV2Rr9VvDI94sjwB9xm1gbuBvSPnOJYNpY6GFdlQCP/nhiLBLg0V9DazeV6NX569Tj/i9V7T8Mmr0jg0f0qfeDX+nNhVlKz0Nt2RGJ38/gox4gyAWjjX6vuY9dqTFt0rRzzTSlNjxA7Q58VC8vztIq+5Z1Vkam5KKA8ZEPuOFABquJ9YLLgQMG7IZzwSHZOc+C9eS/s00hzF+mBc8N1eVHsNOTvfeSjtfpN7ylDzaUaZOzrgnKUE+Q+P4tUPqX/9Rzt56gLs3qqU71qqrapq8anvaQ/vnaU3p93IU6NilZzaukqt6eJ6n//T/o69X5jlcUDffbYEoNyQEz1o8ICg1/yTa+UU75ruUv61iqBAAQiqa17ThHWbFz6yC6R8Ga2Vr4+oU6vEcrNUiuqvpN2qvXqDf10JwsVEerC8DAFF0sJ9xvk9Vn9bI7VMas2/XMpb1Up151pVTtph4H3KT7vtqoxRv5pjY5YaED39YqChRqn5MJ4JF9F5fYc2YWFin2j+OHXPytn+/yqJMXY5Bn7c3VtJuO04XNUlTd+MT1rMeBw3TX3Hz9vIENRQIwhvwOMEPuxi/gWnGsQNGNX2jWI1fp/H6t1KhWbSXX7KJWvYfq+ic+18c/bVB+aeCy6NT+Cjacy56/hhfjy1khuP5EXL1YkJRFlmnjskl68Miu2q9BilIaNFeVE+7VTW//KNN8rB9WiO+PqPUL+VUAcnS3PLpcS2fdpzt71lCvCvCo6lmv6pkv1mpjBBUUkMFkYOWcYk/5kjzlr/xOM8aeovMG7KyGSdVVLWkndTvhJl3+9Hua/exlOvvwrkpKwfJooAbf8tKv4BF9ce3aCfMFeTGluQeYFClO18pXrtCwEzsoqVotG9eBOuT8h/XsgnxlAx45XgJQx48rGp3TY7HYKikx5TwwOLCbwZgyvtaTqM1RUmB5wf31Ksx6Xy8N6atjXcwjLLbu0rWvz9d646UIfkxOxPcpU5FKi1ZpzZw39Nblh+iwrs1UpSpbs7dQi/1v1DkPfaGfi8uVw5w3jowblZrgI9FsFW34WC/SRkP7VgI8OvxOXf7SQmVV8G+Vu/Sv9W09Mp6d22r5JuP3W0296ShneZSWYnU0PUNHXP625tsc3YAckCVrImr9i9FH5ords3oA+wgyj4VjUUW+AMQA5LK5YffdOrUrLKaiuT8qtuAOXX90X7VOrWf966C9r39RD3y5Qda9YP7ZmEUdEIEcbRQiOSr5ZZreGnO+BrdpqvrV65osB2nnvf+miZ/M0hMTLtQtfRuoSc0aSmt6ogad8bI+ySlVhrXLu45+B+8NSzH6bcnN8oD3YPMsJIqQMpS7/B09d0gHHV7f5noq4NGpOmPYVM1aX6YCpoiVD96bfMcGsrTCwTzgvntOm3bPkXvo7lWcugPkWrX8gRWakxijY+fIkjKAR8/r5RFH27u0utKS22iXQRfpzLdW6KtVhdYfJJZnTZucWHMqtLHg/W48FOcq+sNzevjSI9UqKVVVU6qq+ZFX6sQXl2h5Lu8U48JFs7a3lI0rFkLF5YXOFXfj4s/0w3376fA+zex7q5lS0w7QeXdO1uSl7IoHf0F7NlA2XgDTUXu/BNasxriTC/OB95O9zN26/rXTcbQZ8MgEYC9QBi1qH+xFPy1W7uXXKLtzT61rvYsyO3ZVeo/eWt27l9b26Opc1db36OPiH61r217Zrdsq68D9lffkoyorwQfaGNscWVtugtjCdgO36WfFfhin4k96q2RGbWlGE2lyDZXP7KjYt5cqlrPQOmoyo4NWPIq1Us4ilX95gcpmtFNsShWVT29QCXhUPwCWZrZT+ZxLrZ1lVji0LbVJiCnA9GRibFZifxS5wWLhgSYywWmfnzBSsJBmfrREQ69/XfV6jVCt7re4Lft37ne7WhL3aNB4NR80Ts0HjFbz/qPUbMBINbZj436jXarZZaQa9Rurfic+oNenf6t12du2xfpfSX8leIQLD1u3Y5nyW4l1EwZcwhQGj7xLFG0eccQRbhesnJycipz/IspgKcL254AhuF6hGHvlDFADBZs8KPLbQt5tzYNH1AGQMGnSpIoc25eIdwMQ4/sMoEPQ5u+++64iRxBsmXyAWOx65vvnxwJApzKZVkaAA6+88oqzNPJAAiAQu4DR93BcpzD5a46MI9u+A8zBB3Lq2bOnc7cDWKqM4uukjr86YDbkfoAt+WtAH+IP4eZIHCDPFwo+FjsELKcN5LgloBlLOADLCRMmqF+/fg6g8XXR37Zt27pA8H4Xt63Rb3Vb4+jXGi5xgKLMM+aX7w/Jr+sEePTHE2ORAI/+GiJI87yMfB333Dw1/w9d13Zk8Kj5hE9cTCesjujrjkl8SZaYOrDJPsQDlyppgeY9cZXGt0rRLlVrKqXh4Wp76BN68+dMZTgAhHDYQZwSFCR+FShlKrqdozDxZRrcQ2HF5SRqr2W+mx2QYjntpqVSleQv03eTztclR+6i1KQ6Sk460u248/7GIm0E0KJ28qL1I0NQBBSFgp/144z7NfLAndS1aXUlp+yk1BqDdeMdd+r+Wy/SWbaWWycnqcHup2rQA0s1x5Qg4mcWlaCE4uIVNaUYJdzqc8xbOzGC45rCY9+0phGaol2swuJC5VsG1FQUrmL65BQ3QAPceoyXjDlaP/kWHddrF9U1xTitSTO1uu5JTfjsF5MSUrFSJjf+2p5fapIzZQpwqshU76XTR+jhCzuqdr00++3vqz77j9I9X2Q6MMd929v/yBRXEeJ+ALg4Za7EJFOKcsa3gcsW9AUZWV7h0hbLszKAB3yTb7R6vtaMG4/RRU3ZLr2WUpJ6q8fBI3TnggItyClQCUq71ROLWMsRvuutrCl9Jjnl2zd/LJqt1Z8/oUk37KtdmtdRkn2npNbdRXX6jtUtT8/V0gJTUFF0+Q+mjM2YmyvGJ/yh7FtChkgzUI5ttljW0g3fafWHw3VlrzbqiFtTw6ZKOn6crn/re/GnL4BIpiY6qLHGFEDVcKpIeWy5lr5/r+7sXFW9atu7e5e9VfWCqZr0XaZwN5T96wACvimsHiooM+U1UrJeJfMn6bmLj9TeNl/qJ6WoSocT1eWMh/Tqk5dqyFHdlJTCrrd9NPjmSc6SDPCIGj1g8qtVkBMc4i9SfvFSLXzhXF1//M5KrlZT1avup8POe1TPzN+o9UV0IvjWAWTFMqjIBOAALvvOKS+1OR8psrFjzCyrVWsNWHKM22mxLQFiwmAJYvfKslSYNUOvDNldxzaxdVC/udKOuUs3vb7Q1H3AKZO/8VQaI+x21PRwU/wzv9fKKTfrgkO7qV5KE1VNO1wnjXhbLy/KtWlPGXYJLLLGTTewjsYiG1S0/lM9fWo/Hd04WTVqmrJ/+N268qUftcE4dNgA7LkE09isMWsCpT9anmf3v9e7Nx+js3ZKsrmXpCrNz9aRV07WfCuzwYoEABr1MHdKHQ+AkPBfau8mzkwiDlDDOguwt8g9pX1rg/Vs4xyJ5iiycZ4iC+7XtUcOUEt7p6Qkt9ZBN76sx7/Oc3MIcWI1U1xCoG3eZ9RsqSxPaz5+Xi9ddrB2bdJQSVWaqV6HA3XQfc/qlpHnaviRLdSiRh1VqT9Eg05+UZ/nAh6Vqtj6y3vN9RUh2LXVWsFxiY2UtWP53Bha3wLwaIpe3LejjqqXqrTqTe2b4ySdectUvW+fnjnGYyAPZBkxXrH0sVWDfJnzAKIRLLR4n5IHwdm5rXvXF+sg4+HkaYXcPDOe8k22JeRzcrO5ZO8KrHpYk7nfvaxXRgxRg+q1Tf/YWW32GKpz31ipb1YTXI1+sOsc7zzq8//ZeUmu8r66X/eev7daJaeqampDtTvuRl38+nKt2gQYb8zBdwXvgOGy+VBkczJz6Seaf//BOqyf9T+1iaqk7afzHpyq91ZhtWpFXDnLb/3HEq3Y1mx+MRsN8O6wF0GZ/V5V/CZgocVr0c3DSmgz4JEJwKH6JhR7OZfm5Svnzru1br8DlNG6jda176KsLr2U1bWHc1VL795dmXbMsOusjt2UvVsnZZhCsvFvf1PpvB9UXrilOBcseiY3w2r/Fa1WbOVziny+pyJTays2tbnKptRV2dSGzi0ttvhhZ0JHfxhI97Jf/6NKvzxHpTN3VWx61c1YHtVT+eQUlc/qovLvb1BZfpb1z15+9h+jQOsszMDckxHh/p9EzFWbsAHyzYIzudtkDT4MbBxYHJbpy2+X66bx76hh79Gq02OEWgwYo9Z9xttxgprsPs7FQWrSf5Sa9mPHtfFqZvebD+T5GDXoNUZ1u43UTgNG6fbHZmn+4iC2zo5MfyV4hIUMCiygBe5Um0tYW5BQeKdOnaqNGzc6xZwfMq+s+wQBBHm3NQ+kAGxgLYEiT8wZXyf1E4cHAOPEE090Ll3eKodyKGOAPscdd5yzIkLxBhTZFmLXK4AiwCPqok6src4888x/6xcJ0Cp87e8RGwgAhHZ9/zZHlcU8igePkBt8sZsellh+LNhin7FgV7ZtVfqxaEJubdq0cXICZKF/8AwIVdnYQGGABQK0CAMZzEVkBGBSGfBTWX1/JXjk+8ORFL4PKIRFFxZ2AJJ+XjEfW7RooX333dfViSsaVnHknT17tj799FNNnjzZyQbrMeQBSOcttHwd3GM+s0Mdsb62hX4LeBROEH0iD66buN/58iQ/lwCPEgGz/1hiPBLg0V9DKF2rc0t0y/Sl6vnAl5UCMFtLOzJ4hNXR8JnLnNWR+4jeEQm+TBkrLttkipm9s9Cuoks057HrNbx1slpXq6LkBodqt0Of0ptL1ivTKSkRe3+hxJpiY996fPEFu37ZN6l9xAfKi7233ZcqAA3f5/bOc9+JvNu5sHYpn79C8yddqMuPaqvU5Lq29o7VKX97TTOzS5SDQhB8cNr/Vo/Vz+euC+hckqecxZ/pm8cu1Xn9dlObpNqqktJB/c+/VqdfeoGu7tJQu9appga7n67dH1yqz00JIq5TzBQvFDNnMWXtl5syDjDlLHms8tJolrJWfqdPn35eMz+Yo69W5WqTtcs2+0EZemy/TfwVPmrysrIFyz7V/H+eq327tVT1lGqq1aijut30sh78Mt2958sBpkzGKMa4cZUZA+UuGPgmLZ02Xg8O7abadWoopUpPddvvJk34fK0WZhc7vcF1386c0mY3nLUFf32PokShLCJPq880AgcmoEhZXufSZXmJEeMUTBvf8sgcTb3hWJ3XPEU1cPdL7aGeB9+qe+fl6uccXIWAdKyKiB2NP/qI8xq7GhVa/wmZUbT2Sy18d6yuPaSTujWtqeQqtZXSuKe6D75Zlz7xvmatWKuMImL22G8o42XyCf7YbnPEuR4BOlqfbCycTCJF2pg+W7NfHq47Tu6u/k3qqW5yPVVt1EvtLnxC98xaojzrT+Cax7yzOhgLK4u+F+ggi7T8/bv0cOf66le7qpLb7qXUi97UU3PStRGZkIdxc0fABpOd8QeoUkbA3xcmatSRXdWyXnUl1+mlnfucr7G336LTD9pdbZPrKy2pr0645QW9sgRwwlRxkzsKLGNjNdo588q6a3MrBkhjeuGCSRfr2uPaKamqKeNV9tAB5zygx77PVmZhAPbxj5UymTOuzPNSN67E+MJlLRhXmzto3DaGltHOycd/KPHI1u7F2Kp/sl4e3EfHNkpVUr1mSj7uTl33xjxtsD47UMrNmagDTKNYehWuUt6qDzRp+Ok6dZ991PqA+zTxtQX6MYe2gznOGmeNRkzG0dJMFWXN0qRT+ji3teq1minlmHt1xauLlG19ccCeJeQRJNYIgCF1AU7kWl3fafoNgzW0RTXVTE5SWrOTddgVr+l7G5Mca8fFBgMUQBZWGWApGq8DoDize0jDBWa3OUX8o19dNq1N3q/GqfWzVJGNi5T37e265rB+2imJd0obHWDr8bFvcywj6w452NGBiLxbGMUA5CxY87V+fH2crt+/g7o3rasqDdqp+T5/05nnnqZrz+iuRvZdXK3hKdr7tDf1aS5uayZh+mu88G5z89r6EbhJ2hwpZSytB9ZmAPTaWMTWKmvJO3r84M46uGGaUqo1VkrycTrz1jf1/voS5bt3kRtyJ1jGg50LA0sc5jv1k0xueatUsuh1PTrqOl12xhk6x9JZp5+lC0f/XaNnrNDSnCJmlpNiiavLjYoDkfwa4j2RM+cFvTTsONUh9lpKM7UZeJbOf2W5szzCYypq7w82R3DjZPUEa6lAJXmL9f2TF+mqw9upVlV7p6S1U79TbtfYGeu0jiD8iMD1hfdHxThbfSW2ltct+0zfP3CYDuvb3LWZWuUgDb13liYvLzQZ8K7A7a3QplOh47fEZBqxMYtYpbwLHBBndbJWgt3gKuZfJbSZmEdMOhs8CltFlN/0+utad/Y5ymjTVtkdumpj557a0LmHMrr10FqAIwJnd+2pdZayOnXVmlY7KWvwiSp48WWVVeywAw9WnQmo4sIdWL72nwnOHUuzFdvwiWJfHq7o5LqWGis2rYFiU2vaeVVFvxis2IoXbYAIbGcdLi1WJGuRir86RyWz4sGjJnZuyc7LptVTGeDRh31UvnCMykryrX8sHceV9TFYVKDQbhDd/T+HkIf7MGCh8AIzvpgQzmfexiD4y1W5vp+/UmPvm6LGfcaqbs+RDhRq1WeMHcepKeDRQNzVLPUdqyYDcGW7TS0HTlSrgWPt/jjV6TxMddrfoCtGvaGPvsZyIugjL3/3Y+kG5q8j2g/zUBl4xFb08eDR9uA7Hjwi7g4Keffu3V3Mls0ldpUiHX300S6GD0ppGDxyP1YV5xzDAbPDwZhR3lG2AYh8ndSPpQvWGwAP5PMKGdYhxGU69NBDHZAA6MKLdVtl4Xdb8+ARdVMnQZTD/SINGjTIpfh7AHko9cuXL99qu4BHBPgOg0cEw8ZaKkxYj/z0008O0AAoA4QgP65HBF0msDbgTzyF20f+uF3hYsaOYpQHgGLHLwAoT5TxyVP8Ne2xW5uXff369Z18AE/8LnDheuLLM+4ePAq7h8WDR+Ey20LMV8CwbbE8Ivn5F3+fPrz99tsaPHiwW2e+PhKujIBI8I67H/Vfc801LlbS2Wef7SzEsApj7nr5cKQOrJmuuuoq5/a5NRfBMAEeMZ9Zi56PePAo3B9SmLiPCx2A18477/xr/KwweJSwPPpjiTFJgEd/HeUURTXp+wwd9c/vVXXYB0q+pXIgZnMpDB7xXbA6u1AP2nXve2f/7tT1zs/VatzHlba7pUQf6Msxz87Ti/MytamEP/DtmMS3HEpUxD7So+w+Zkp1rGSpvnr0Bt3SJlk7VU9TcsND1PaQp/TaT1nKQJHlu8+UZOd2ZN+jDoyx+2zTzwc8QIzTGoCV+B60/JbN3SfxreiULHtWmr8qiHl0xK625thQ40SdfMNbmrUhok1OUbFs9g+uK065RJdGrzWeo5vWqHDxu3ryoiN1ZOsGqppcS7X3PEF9jh6si/fZWW0a1lKjPU7V3n//WZ+uKVQQTBrFzCu1fIPwF31TyrBEKdyg9MUfaNakibr2qGN08RWjNPKpyZo6d6kWrsrVBlMWy2MldMTKlBj7uSpYu1Q/vP0PPXrR7uraurGqmBLUsPEBOuaO9/XqAvvNRQzgKKak8s3u4hEhHwcoFWrZtLvcVv216xAbp7s673OjJn663oFH8BcoRAghkDu6R+DGA/hhdVpyrjeABMjH8iMv10d3bb89fC+X5UuRHzT1hhN0fotkVa+SouTUrupx8C26d26uluSgqrthsm8Sq9O+S5xcmA/WpjPM4putJFN5v7yv9yeagrpXO7Wonqq0qmlK3bmv2hx+uS6952m9/OFnWvDLCq3KylVeYWDhgNJeGitwCRkWZGUr8+eFWjT7Hb385A26/vRB2rtxiupVqaaUGu3UsNMpOuOB9/Xuj+sceAVYE7gVAlra2NkkIO4s/S4r+0nLZ92jv3dsEIBHu+6plKGv6/Fv12o9uonJIIgTi95GiVKr05RT98fuEq1fNEszH75Yh/dooaa1bPxa9Ndx9v1wzMD+6pvSQNWSBur4YS/qpWX5KjWl1oE8Tnktt7kfc4prxMaUb7kyWxfRgkwteOEqXXt8ZyVXqauk1AHa76wH9ZjJObMQYIYx+de4MidsFVWMa6n11WRtdcKzg2b5fkCEdgVIElg72XOAj2iGCjKn6sUTeuqYhvbdUA+Lrbt19Zs/KAs+3fpjjlhNMYAMU8jLcm0NZWnR2/fr2fE364y7v9XU+Ru0yeqjH4FbmJWxMQcsi1obRetn6qVT+uiExsmqUquJko+9U1e8tlDrrQsl8Mbkcf2xo8nZJOP4BewpKwe0+UYzrh+sC5vVUPXkVKU0O0kHX/GKvrW5tZH3QfASMVaZ34CFJgOrj6XiNEoEYHnRfJlLrNdYBFCM+q28/eddTiM5S5TzzW267rB+auMCnu+s/W96SY9+s9Hy2/iYjJ11IWuL91DF+gEKj5VkKH/pTH006kSd27+16lapr9Q6h+qAAw/TGSf2UZ2a1VW18ana54y39WlOqdY5mTJGNlZ27ixhWIMmEHTkWKnNOmsjWKuspwA8ylz6jh49vIsObJSmlLRGSrP33pm3vq33bd0Xsv7cGAciBfgBBOR9yxmzhV8U1+/1C1TwyTidvXsHNUuxsUlOUYrJt/6e9t578Bt9vTbPZMkcA5QL3h/IMFhDtqaiQb9z5jynl4cfZbobITgaaNeBp+vc19boi9X5Nh+Z7wXWF5vfTE7rR1nBeuWtnaufP/+n7j5/H+3buYGSa5nO0PhAHX7Ns5o0v0C5eQBUjCWz29oj2XmpyYU40BsAj+47RIf3aWlttlRalYM19K4PNWUpMihRJFZoQ1Noc6M4qIOhsubd+wldxPpCAlzEksq9WxFYJbQZ8Ajywg4KFn8/T7kT71Dmbp2U26mbNnXtoewuPZXZrYcysDzqTtBsLJB6KL1LV61q0lwZg3ZX7rBbFVuzyrpoA2/1uEXMD1iwMmjFDQDBuwCDyuzHNlq4WrFvz1DZlIaKvVdTZTMbKjqzrkqmpijKvW8vDuIc2YsuEilR0cbFKvlmqCKzdlN0KgGzG0jTm1hqKk1tobJpTRSdVlexycmKfbaHYkvvNoFhYWTMMFmMEzcIATeO18rF9QcRPNjCc1un8oJzLzYmYjCwfuzm/7RWt/99lhr3Hac63YerWf+RatF7lFr2H6uWWBj1nWBpvJr3C7bxb04MpAFs5z/WHet1GaYau/5Np13+gt6Z+WPQf/rNxIvYJPaN8b9v9E8k2nc8VBDg0bnnnvt/wKOHH364IkfApwdNfNoWis//6KOP/goe+eSVn21JKKqAG4A4vg/U7fvkeQxv1e/Bo/8kAfoQNBtQxrsE+b5sC8UHzK6sjW1Jw4YNcwGmt9Y2IAy7XnnwCMBh+PDh/xbzKEwEbcZFzyv/WMVg2ULgZcCqMHk5cyQBMgBAsHU7AAjlaRfLLlwDfRlPW+Id2WKtRPteToBAWGctWbKkIte/ePDk6+QefcSlKwweXXbZZb+CR77slviIp8rAo0suucRZBcVTfL1ch+8RHBurIuS9pTlJ/wEASJubM/ADMIjV11dffVXRQkDb0j94oW8AU77OMHhEHX49hcfcJ08ElWc9An5Rh+eX+c48SIBHfxwxDgnw6K+jIvsQ/D49X1e8+7MajftYqbe+Xykgs7kUBo8YqpyCUn21NFuPf7jsd6eJ7y7SiU98W2m7W0rw1Nj6cs17Pzu3vBIUih2U+J4tIpxCkf32l5gSXF6gwuJFmv3odRq2a4p2qlVTSQ0P0y4HPqZJc9dqtYvZwppwKriLqeK2jkeb4dvdVWon+KmV4/pScZPkNEFTXXjEuSltkbw1WvTkebrikDam5NW3NXiaTrlxij7Isd9G+9ZjUPn0c8oSl5asRrvGaWWT8ZCnn98ZqQln9FBqsv3uNeyilu366MB+bdWifk212GuIDnz8B32VXmD5+WaOOkUDhd90PasU3qzGko3Sys/1ycNX66pDO6pOjTSlptVV43Z7ac+rHtKdL87VdwvyTLmgbwBIuIWt15Jpj+jv5xymvdPS1Di1nqom97Lft4s18uVF+jaDvEEbRdbGJms5cOMzBS5iz4oLtGza/Xrg4t1Vt15NJaf2ULe9Ruj+T6P6Odt0C1P0IwF24Hh07m9ODyCZSo0MQdLEH6gQquXhkbXi/qAOuIKibApWTPwxY7Hev2mILm5m3yi4hiUTMHuYC5i9ZKMxyhh5oiIHkFgyWaGnMW7ERSoryVTpkjf0yt+O0dFNU1S7Wk2lplZV1ZSaqp7cQfsOuVo3Pvm2Jn20WD9mBK5zWD7FAC2iG2yurdPy2Z9p6gOjNOH0LmrfpoFSqlRVWlIVpSZZPTvtpfYn36MXF2VobYx+Wf9oHEALUNLJA+tg+m2jGllh4/Cg7m1XTb1r2Tt85z2Vdvp7evqbdK03mRRaWac4238OPrI5FTH9paAUwLnIyq/V+p8n69mz+uqQXWuqSsPaarT/AHVp10rdq9RXzeS9dNzwlzVpuSnigIeggcjbagOAKjY54cBpmokNgY1bLuDRDbp2sM3JqnWUnDJIB5/5hJ6bW6aswgLrQimhmyrGCrWa+WTCNx5ZE3bLjrSBFwxKccW3g7VgQrQxwOWxyPSgEhv+dSrI/FDPndBHRzrwyL6Jjn1A17y+SOutLrc7mc0TsBIXONvqsJlv9ZaocOV3Wj3/C32xOqb0QlP0XSbYQE9BRsaGazdbRTkf66XT+urYxjZvajVS0pGjdcXLc60Nm8YsZTd5GBgj15eKO3YsK9tgfH+pKdceqXOapNo6te/cZmfqgCve0mdWZB1D60TKWkfXtT5TlbHDq9PuWD3c530SWAqa4IPExKRdZBe1Oc58z1uqwgX36qYjB6qtA49a6YAbXtIjX21QsY25W/swR6Iu+m0XgCqMh4oyTaF7Qv847yB1Ta2mammt1Kl9Z+3e275hq6YpqdGJGnT66/p8Y7GyIlj3MYYmV+Mbixh4Z7yojRG012pgneakxN0MbVw5Wf88sqsOa5hq876xqiadr7Nu/UCzsspUyB8b+F6EPZcYN2zTeI8EiXMHQq7/SXmfPaBz9uqqplVs/AlGnpKqhnufpP0f/lzfrs1zOIYbEwd8B/PWCtt5wA+zN++7f+q1UYerVr0qqppaV+32OENnTi7QFxm2bu3dAS+BzG2OEx9q5Vda9MYdevyyA9Rhp+ZKTqum5HpNlDTwGl3w5GeaV2JvK8YEiyx7iTkLMfsPqIcagazyln6k+Xftp6N6t7J3x06qkbq/zr/7I01dhsCsPTcsMM+Fm/3/uuUu+CffEu82J2luWvq/tHnwyBhDkA7ltMvoepvsr72p9fvsp/U9uivLFLOMLlgeARx11zqX2Krf7nXtprVt29rzbso+7ngVf/yRYjkbnbBYOM7UygvaJYAL0GNe1DaskULFFoxTbFYflb1bTWUzGig6s5FKptZTdGpNxT7up+iC0Tavf1HEJmrJpmWKfnGKYtNbq8wFxW5gCVc1rI6aWfkm9qyuou8BHu2l2LJ7rR0bcAafBF9OkCT+5b8/j9xLDDlb34NzUnA/UJAYAenHpZm6+/GP1LjPGNXpNkzN+o1Sq35j1HKApYFj1bL/bZYmqkX/8WrWf4yau+DZ/0r1uo9QjY636Nhzn9BLb31tL7MAQKMdF7Ccdlz6l1z+TKKvJE9YbGDxgAWKV0KwzsGqwBO8u79OVJQN5LVtvAdyDvLihoU1zeaU4q0lFHnAHOIZ+Tp9/fDkQQIsa1Bc2c7cAxtbSyhdBPzFBQurnwsuuEBPPvmkA9eysrIcIOXb2db+Y50BwBKOd/OfJGLdsEPc1trEpY+4Tt4SiJhGBMdmV7PKiJhCAHrIFdc8ZACAg9XP2LFjHcjgY/GE+8496mQssDbylkvI7qWXXnLj48tsCyFbgCzKwwd1AWgR/BuLHV8PRw9ohMeAc/jBoiscDwjwEMCGMj6Fy22NcB0EpPF1Ao5hpQeY+FuJPjKPCGqNNRixrwBsw252PlW2PhgbZIKFHO5irCWAI1w4Ifq1rf0DrAOYw6rN17/HHnvorrvucvGVIOqIr5NjuH5cQ7E+oy+sHV8X8asI4I3lXYL+GGIMEuDRX0f8wS+3OKqn56TroCe/U62RH1YKyGwuhcEjCLegjQWl+iWr4Henn9LzdN8nKyptd0upzqgPdchTc/Xsdxmub3xH7qjE/ObdRBwNt6uZfYBHoov01ePX6FZneVRVSdVbqWbL/hpw8JE6avAJOumkEzXYjsefdLyOO/l4nWDng084UScOPlGnDB6sIYPP1GnX3K4L31mir1cVBCANIrB3njXmdDX3F3oHHq3VkmfO19WHtzHFp4FSUk/RyTe/o5m5ptDYt5KzuLesTp92338AXBG75q/wWGtElb/yfX3w+FU6p1tj7dyohWrUaaLmjWupRvVUNdprsPZ89Dt9uZbIRfbutTpQYdwOa9Z3vq2JsRKL5qk8e6HmTRqhcUN6qX6NKsZLmqrVaaxG7fqq14BDdfDB1s/jB2vwiSdp8BDr7wlH6bC9dlfvNjursb0zqqWa4rXzwWoz+Hk9+VWmVhSYXK3z/JXfBUe2vjvrLFPmccEjxtKSabfpvqE9VaemKV/J9VSvaRf1PHSIDjVd5ITBx+n440/UkJOGaMjJQ3TCEGt78MkacsJJTs4ncn3WSF1oSucXK3OVa3qKe19ZfwLXQmvf2mM3vFJrq7x4gWbecIKGtkhSlar2vkvtph4HDdM93+Y4yyM3RhVzlbIRU/r4gzfuKuiBjFuptVGIa1b+Kq2c/arevu1inbp7O7VtVFNpyamqklxbTXZupw4Ddlf//Q/V4UedZPyeqlNPOFYnnniMyc3mx4ln6vADD9aevXuoa+sWql2zlim8aUqpXls1+xyjQ69/RI/OXKyfcopVwOSJ2jcjIQ6QGWNGF9HDUITtWB5bquWz7tPDHWupf+00pRLz6Oz33Dsl22Z0scne6XKMuf3nnLmsnIudQqdieSrZ8IN+eWOERhzbX7vVqKrazRqqbt0aqpdaT6lJA3XUiOf17C8bVUrsWQAMq8dOHDiDJUUAHzA/SxQtTNcPky7X1ce2t9+RKkpOaqRmu/ZT/yOG6OgTjjM9wcbW1svJNqZDbC2dcCLr6RSddMIQnWzjOvgkS+fcq+EPfq1fSk11d+OKrmPKsfGLPuossWwNlcWylJ81S8+f1FdHN05RWt1mSj3+Xl391kJlWh8deBQz3gCD6L+VIzA+vEYLs1SUm6EN+TamNk8A2Ew0LDQnL0AHLNjKTIrFOZ/q9dP6a3AT+6aq3UhJx0zQFa/+EAKP7ATF3Q1OUAdH56VTlm2PvtL0G4/U0Ja2TpJtrGvsoqbt99R+9s44mjVFOmGwzfHjbY4cb3MFOZhcWGe8U044WWeOfkwjP1itNfZtFVieIRfmgZ0DUFa8L6KmYxfNu0c3HNFPuyTVVlJya+17wwv6+9frTXcssj5ZX2HRkpvYTrawD8PIIE9lOXP1zaTRGmXzYae6DdSkfgM1b9rQvmFTlNT8NA045119sKlE6+wd5uK4MS/tSKIuqkMETFlXpV0EAKPl11qtX/m2njyqow5umKKUJCwWz9BZI6bo/Y0lKnLoOjqYx1CYWw7WcsARFpQOf7D5X569QJs+vVfn7N1dTatWsTWdZuuwmhruc5r2fOwrfZGR72JqOUsdx1tFoq/wbPUQP2rTN0/o1eEHqhYB59OqqHaTNmqz1wna/xgbBxuDk3jvHH+KvfNOsvl6go478lAdsmcv9W3fRPVqVFdq8k6q2/wYHTN6il74Zq1y7d0BkIa1VamliI0P1ka2OqwfxLMqVs6yjzX3ngN1WO/mSk2x90dqc7Xte6D2PnqIvWOt3RPPsHVxqiXmhM0Fe++eaHycYjycZPNm8KkXaPBlr+iJaUu1JmJrOsJ6RvL/lzYLHvHC9OCRiUX48ZV8/Y02XHKR1g3sp/Td2mptV+IcBRZHAEc+ufhHppRmtmuv9X37K/+Rfyjy0082VAiWCWF1Wwqi+9uiMwEEpl88t7Z5/ssLis0+TuXvpqpsel3FZjRWZEojlU2rqdjMpir9eE9F1ryuyKafFVk/W7GPD1DZ1Cb23PJOq2+poaLTGgVb/pOm11P07RTFPttbZcvvtzaYTHTUdde1zTTkZ5B/uf4zycnFpYobRoEVksnF5AOHCxav1R2PzlKTPqNVt/sIt7Nay/6j1WIAO6uNUrN+49Wi3wQHHjV34NG/A0j1eoxUjc7DdcSZ/9Ck176wRVgBHlG7/eNepqxKUkWbfya5OcfHUAXh8oL7Ejs49erVS71793axfwBOPFHGK5HxCuS2kM9L/B9it9AGbf3WNGTIEGehQhBiT8F4Bsnz5QNmE3cFFzXK0qZvN7598hB7BpcvXIZQrNnty1tOxLexrf1nJy1cuLA28W1tqe9hHv011jQE3a4syHc8YRGD29M+++zjytOne+65xwFg4T5AHAE0iCsECAQAQBlc+ACPcIfC+shbopB83ykHCHLttdf+ymufPn0cCElbyN+3sa0EiAnYg2Ua9dFvgBpAJS/vMA/+GuKadgHO4MP3g3hPX38NgBvM3TAQsjUiD3JHlriUUScxgrDkos7fQr49joAzxKDC8gcZH3nkkS4WF+6RgEmtW7d2FnY+AagRd4k5SoBt3MFwhfRj4+m39I/1Q99wi/PjhwXR008//W/jTaI+X6dvg8Q1sb9wDwXcxKXU1wWfyH5bAM8E/WeEXBPg0V9PX6zapJvtI7DtnZ+r+m/YeQ3waPz0JVq0Zts2X/gtVGwfo89/l15pu5tL8N7+rtkaNmOZvlq9/Xna3sT0BscJdh2zD/uYKWbRBfrm8Ws1bOc07VQdhcQSwH9KqvsDR1qVVFP2TYmqYmulapIpDqwbu+fAA7tOqad6vU5QtwfmaurPufaeoyESiguuQnZhSi3fbqX56Vry3FBdfeSu1kYDU1xO1ck3v6sZG02hMQUkiKUpjBKCPxradziKiNstyb5/IwAlkTVK/+YFvXv1fjq4XQvVTalqiogpQanJqmcK0IBH5uiLNXmuj07xRoExXohFAgBBzJJigrLmr9Xar97Qu/derVMPHaBurRqrvvUzLckUspQ061eqKaL8db+6ki2logQn17R+27UpXNVad1HXITfrwifnW3sFynV/KMS9DwDJ+kFfIsYDliCmUKl8k5ZNu00PXNBT9WpWszZSTL727qmW6nhPMXkmJVV3f4hKq2rnVYwHa6ua3atpPFUhT9ODtPOhk/TWgmyt51PYfRcXuX45TwxAA+QHeFQ0T9NvOF4XtKwAj9K6qQcxj77doMU5AE6W3+TDWCFrAtQWASDZ0cWbsnsAbsQ/wnojavJat3CmXr3ral154j4a2LGl6hifVawfKTZPko2/KvCbXMMBBlVSkpWaVlWp1RqYEm79TWWc6ljepmrY0ng58AQdP/Zp/f2jRVq+KaYC4925bwEKOJcm+y21aeR0fHQB+mqprGyxlr1/tx7uXEsD6pis2uytqme9pSe/XeMsj0xzcH0jP5YPWD0ApDj9mcll+lV5yTqVrJyht8ddoNM72xyqQUwoG4+UBjbX99BRIybpueU5KomUGAOMHZPaTWGb38YnKj73cKsrWqMFky7Xdcd0sDG19eL6bTJhXO082c2baqqKu5/Ji7mDNU71pGqqYWOelpaklNZnav9LpmhBYZk20U3WThmWNayHcpu71hdbQ1i/5Wd+oH+e2FdHNrS5WqeZUo+7W9e8scDF48HixYFHVs4BrnaE32CYsUQpdsvS6W/wT7fsiG4JcATIFi1fr+KNn+m10wbohCa27ms3VtLRE3XlKz8o23gLwCMKsr7dxa/JhVUpBzyao2k3HqsLWqXZXDBZ4DbJnE6zd4rJJtVknWT3k2zOJKfyDrGjvWcYgzS7XyWljpoddpWOfv4nLclh50Bb/cgBax/TDcswXWJdWfORTctVMvc+XXt4H+1EYPjUXbXPDc/r4a/W2fNiSyY35kTFv4wefQ5ANuuJzYdYeY42/DhZHz54qY7r2ko716th41XFzenk5qdp0Lnv6ZPcUut/IDcCqTtAC8sjq89qs/NAJEw03j3EHArAI5uXK17Xk0e21yENbQ0nNbb+nubAow82lKjIzS/La7IkoLoLB2OVwSmx14j948Gjsuz5yvnsbp2xVzc14T1h74gq9r6uv//pGvjEXH2VWWB18L0JfsGaoa/GlPFkFdo9ANCo8jx4ZOsnKc36yBrmnW5zM8XWbJVkLANtTSQHvwcptnZT7J1IvtTkhmrW5kjte+rf9djHq/Rjtr1L7b1HwH1cTUvL7dq5ObvIXtYocVyLtX7Jx/ringN1SO+mVgfvCuPd+pDK74vJOSkFUJn3K/PC1oy913mf1DA+qrGuarVUStfxuubR77W8pFxFpdYlpmElVCl4xOvEWRwhIBNEgNRJJatWaONzTyrzwAO0tvXOWtO1i9uev1IAqUcvZe3WThvatVfuhZeoaOYsq4uRr1gIoLfRYjsgjGCC2v8uQeXZn6rshytU9m6yyqbVUtl0YhbVEzupxey6ZEptlX53viJLH1Rs2UOKTd9NZe/VUdmMpopOq6/SqfVVMq2BSmfVV2xWI7HbWuwNwKP9VLbiIeMhBB65tpnyvPwYCpuwjsk/keAh1CQfA1H7gWHxBC/Vcs2Zv1yj7ntXzfqNUcNeuKpNdFvyN+k/TI373qr6PUeoSR+AosBVLQwcOfCo+0jV7DRMR531qF5842s38YO2TBxuaFgILAhbrPYCCQbqzyH665O/xr3LB+bFXQnrA0Ce+Dg54bK+/G8hysybN8/tznX33Xe7dnyi3c2lcJ4XXnjB8eXBCSheWeYcyxgsMrDEwf2O8oAovl1/jnUVib6/8cYbDkjB2iaevNLs2/Jpa0SsG8C5p5566td+eB7i+0biGbz5+4BY8I/cAGy2RPCDpQeWOsSroj7KEnwZBT+s9EO+L4AZ8+fPd7KlDMHDsToCPFy8eLF7Tj7y+4R8kRUBnj3vDzzwgLtG7uT3aVsJcAwACDc/+o4c4AEXOM93fPLEOX1kxzEscnw/pk+f7gBAePZUWfnKiDLwQ2BpxgGeHnnkEc2aNetXUGRrdUDkoa74vFjyUQ9zFPAFIAmwDACTncxIZxBE8KyzHAjKmBJrCeuleNpcG5sjLPMIsM14Mf+RF+eAWqytzdXl2wE08nnoB66FzDs/F5jvWGcxpuRL0PYnZJ8Aj/56Ss8r1ds/rtehT3+nZr9h57XUW97XJS/9oJkLMk3RLduuaWV2oe77+LdZHrHD2pH/nKv3fspWhvVpRyd0G6Bz7CTzY0UqKLbfuOJ5+u4ff9OI1jXVumZ19+HuQBNTbpPtwx3lN9kpf7ZOqiSZwpvkAJYkFAtT+tihqlnf43TEE/P06S+5fC7aQuMf5IF7Adqq3bB3GuDRj5Mu1hVH72bt1DfF5UydfANbVseUW1riFBtihuAx4XYBKzH1q9S++a08jnP52mi1mTKyYb6Kv7xNNx7cTZ1MyauahAVwqursOVh9Hp6rz1dusnes/e5aKrTvRhfvxrkzsS9UTHl2HSmxd7YpOUXZy5w72fCj9laf6jXVsGp1VTfFPxWwzPqa5GRQwxS+mqpStZaqVq+l6vWbquUJt+i65z/TqrxilUT4zsHGpdB0WuL0EDvI2kRBtW9k3HAUzdXKaffqHxfurkZ1rQ5Tmqo7wAV5JplSyXb6DZ3ClIa8qyeb0lRDtZJqqE5SFTva9S6HatezXtb0H7OVi+7O70k039omYDG/98EYR8uJeTRP0246Xue3wrU+BB59t0GLcoiPY2UdqIdOFTiBFNi94pjJKUo8LOPf6nT6j1UK6OjkWLRWy95/Qo9dc6w6NWmgRtVqq06V2qpuimcVwMYUU2pTTfkGGMFdrkayalSprromt/p166hW/QEadPQwjX1ljuZm2YiWRa3NEuuDj+/CN0IwZaKWAEQc0GX/kyKxxfpp1p26t2tV9atjbbTeQ2mnvqrHv1qhdaYfYPHwr/wcAfViNh/4HUZ/4Jsuok2la/XLB3/Xy1cdqNZN6ttYpKl6SiMb9wN17PDXNGlJgSmoxgsC9Uqqq9NpnHa0uV2Wr1j+Gv086XrddHwPVa9a1eSQqmoV45rqxrWGpXqqYnJJrRqASjWI15VU3cY1TTUtT9Wu5+iQW2doWX6ZCqx6p+dE8qwpQBMAsRIV2/yNlK5X/upP9fjRvXVwPZNtnWZKOupuXfvKfG0wnQx3Ifrq3BetDHojLPNP4B4GQEv9/EPiIQAIa4OdxGyVlWXZmvhML506SMc2sXVeq6mSDhunK1/83sYqmCdBvW6kuAjkQxvcL8+x+hfo3etP1pnNbN0AFFW3VDPVjmlKrZmmNALz25wGQEoGbOMIeGq/w8k2h6qlNVK7Y67Vea/95DZZgE3mRjExjCImd3tXMGmZH6W5vyjy3UO66vC+am5yrVKlnfa94Vk9/KW927Bi41sKBZZ5YDUxw1QR4BtwFEsypokKVyhrziQ9ffruOmDXBvY+MflaSm56kvY68019l12qTVEsuaI2d2L2m0GcHtZ6sUnPamXCEqjH3gVYHBJzyllila/WhuWv6p+Ht9fhDayvSY3tnWLfqLfM0Mf2WVoMO8YeIVryqDNieprz6wtAaIKa289TMIc3LND6L+7SkN07qaGtrRrVbbwIS18AAGChSURBVH5ZqnXg6er/xALNy7B3o5VhM4AANKTHNjjGmxtuxsnO8+c8q1dGHKZaNaoFY2ApNQnZ2zsPAI81bPdSeP+ZDKqwNtJsbleto+rVd9e+Z96v+75Yp1X59v5kbtp/ARrDrwvxVgvtGiDR5MG6Nt0nc9FHmnXX/jq4VxNVt7prJdk42zutis3/NDsm83tj776UVJsbrJWUaqqaimtsddW036CadVqo6sDRGvaM6Zv201Lh7VcpbRY84i8JAEgOmTaBYyZanJ+nvJ9+1IaLL9X6Lj2U1aaNMjp1cUGzAY/+HUDqqXWd2ZWts9btt69yH35ApRlrbW4BhlidxhFoJOZ+DIC3QHKDYFRWsEzRpfcoMq2ZYlPqBzuuTWuo2Iymik2347Q6in7YUdHP91Dsi31VNr2Zyqc0VNnUZgF4NK2eSuxYMqueYrMait3WHHj0xREqW/1PawA+XGeD5A72Qwjqaos7mPx/IoX4QKkBOIrai8yZ7zHr7eHnc5bq+olvqlm/0WrUE3e1CWo6cJSaDBimRv2GqWHvkS5Y9r8sj+LAI2d5NExHnvkPvfD6V1ZlUC9zzyXXjrXHm9y9zTcza/4A8gqfVyw4AkrgxkIcIdyYSCi1AB/hfL4sR3++reTLscU9ri6+nd+asCaCL+ryRN3xiecouCjaACqV1UXCrYxEHsAH+Au7aZH8ue83yd/fGqFYE8gYC6TK2q8sYVESPoc3+Ar3eXMEKAAYSKwlylMWMAdAAADG8x7uG/fhEdlSBnkAGsEzVigeKIhP8WNJm9RB/vg2toUoR52APb5OeIB/ePT8k6iXY7hPzGPmre87/WD8kYnP48v58y0Rz+EHHvyYIE/AxXCd20Lh9ijnE+MCj4AvgIyAVQA4AHPhtHDhQtcvLIbi52e4vnA7W6L4MSf5teXdU+Pr99fh+/7IPGHe+bqQGXJiTHieoO1PyD4BHv31RFygxdmFuv3jFRr4968rBWYqS8mW2kz8VAMf+kqHPz13u6YDHp+jrvd8UWm7m0u7P/KN7vzEfis32Cc02vUOTnDIm5A/Qbo/ABbnq7x0ib597Cbd0rpq4LaGO7UpJikoFabg8VGfipuRKcXJaSn2sc8HPxYCKH81LO9O2mWPc3XhG7/o2zXsvFWhsLqWKmJT8N6z7+jCvHR9Nek6XXB0FytHcOHjdOb1r+uzzGLlm9JEsFaULkAep+iYTANXM0CZAhWb4ojFVFnpJsXWL9IH952vCw/YWSkAMaaENtzzePV59Bt9vmaTUwxRnlBx3a5wpoE54IC+2/2yUruO2bdsaY4Ks+Zr0aev6K2nbtPoUdfprKP6qv8uNa3v9p4wOSQlV7X+11fbvY7RURffqlvvfFovfvSdvl+zXgW4AJkWyx+gTaIV73gUd3gO2uK7HXepZTPu0oOX9FP9OjWdcoTLSVVTopyyxl/aTXHCUqNKism6SjVnxVMdy6oqWMUkq1b3wep9w4f6dMUm5VOvU9ACfQiohz8PlqInlK03mX+nKTcfr3NbpKiGU9C7qMeBN+n2ORu1MAelN1AqmRQePELlKwKAiRaY3E0RtH4gM/IGf7S3/tkYbMpcqmXfz9IH7zymp++7Q2OvukxXHN9fnXduFLxPk1OVYv1KMcUvOa2xye1UHTN0pEaNuVePvDJVU79epMVrc0wJt/E0fpFRAGFY2yiifOM78NDG0H53A6ujgNeSsuVa+MG9useDRzvvoZQzX9UT365WtvHpPEXIS7nSYrfTE9YbgEeBdQRbmds3po1HTvoXmvfOBF21fxd1b1xXVZIb2TjvoSE3P6/Xf8xRSam1b0NnRQJiAfFHcyvL1uFYB0UL0rXg5at13eAuSsPSKqW6jStWEx5Is3M7VjO5pGJRkVZdNbDOsrHGLQorjLp7X60h932jdJuTxMvC0gY9p8j6zTXScdZfMZtv6R/o6cG9dFhDW5+1Wyn5iLt14ysLlG+DWGT8uXFFTywPNrfHmggQCjkGwcSZ93a0/MyXQJcOnjnwKJquovRZeunUATq+qc29Wi2UfNREXfPKPOWZXNG+HEjkVlYwJk41tlPul5UDZq7QezecpHNb2rq0/mHFA2CEpRFWdlhnpdk7JNXNESxasHRknTF3bN6ntFP/0+7QyI9zlJEPKBvMb6x53PcrgL8xwlyP5i5WdM5DuuywvmqUxOY97XTQjZP0xFfrXT9NIHTS+ER+tlZsQN1MM7kEgZnphc2P0nxtWjNfi98aoZuO6qO2yUk2hvZ90PxY7XH2C/o6u1TZkRKVxApVyHvKZIWbFruB4VpGzJ8ooGvM6odHW1uBxVumNi6foqcP76HDG9p6T2li75WTdP6NU/Vl+r/AI/LTnzLifjHH7JoxcjuW8dzaiG1YoLzPx+uM3Ts411ney6R6+56m3R/7Tl9nFth8idp8N/6s30HsJeZDxVp341SmrDkv65/DT1CdmrUD+dtYpNDXtCSlpuFqyHve3vu8/7FG2m0f9T3uQt00+jbd+8/3NPnLxVq+oVgFxM2ztmIuTplVbv12+AVHJ3Nj3OQUsbWybvFH+uqOI3Vor+Ym1xRVw8KT8Xe/Lbzr0kw2xgs7Q9o7j0RcO6wuqxt/VRvurPqn/EOjpyzVOqsWlz6aqIwqBY9smrsXDP6agEf8uLiXtk2KksJC5T3wkDYedoSym7fQuo6dXJwjDx79CiABKNkxvVtXrenUXuuvvEyFxD4q9K4HDLglN3j8ELAQ3c+ttW482A9XdO2bKvlkDwcgRafUVmxGE0VmNFV0egOVT6ul6LQa9qyOXQMOWZra1FJzu65v9+updFp9Fc+sp+hM8tdT2VvVFPv2dJVlvm3C5sVhLblkDbpT48XxZXzw/M8m+LB/AgS/1OYGyq6biY639z5YoDOueU5Ne49Uo56jXBDsJoNGq+nAkWo6gC36AYkAjrYOHmF55CZ70GiFGBgHfkSQTcVq+5MomBNBCl+Hz8MprDS6F51d++Tvb418Pl/mt5Iv71P8vTBPYb58qozC9zeXP1wfFJ/P398W2tay25rvtxL98ONXWf3x12EKPwuX91TZs3D6vUQd1B1O/h592lK/PIXv+7zbQuFyYQrfj39WGcXz/Vt4iCffZng9xstgW6iyvFyH6/HXvg1/r7K88RR+nqDtT8g1AR7tGJRfGtOXq3J11bs/O/c1XNIqA2h2xFRl2Ptqd9fnunbyYueuVsj2VP8FZG8X9w3J1uVsf02E5nJTSH/5+A29fv1Fuubii3Xe0As1dOgFutDS0Asu0tDzL9FF59v50KEaeuGFdj5UF51r1+cN1XkXXK7zL7xFt9z2rF6Zm6VVObhQVXw/25c61g+ASM5CxlJJ8UYt+XKSnnrwFit3mc678AE9/srXWpxL7A/AIywfeGcar/b97b733F+1+cMDVgcoKyh8uI6UKnPua3rniWG64JKhuvTC83X1bQ9p1MfLtdiBI9Zb0y486OHiDlXw4d7Npjs41zL7vo+ZwhsrSVfOukWa++1svffsvbp/5OXW//Ot36ShuvCiyzXykef07Kxv9O1PGdpQAPBh9Tg9wURpn6TYSARWHbjLFBqPKKy0Y/2IFStrwWTNenaELr/0Up1/waW6wNLFQy/ShSbjoRdcrIsuGqqLzz/fyXjoRRfrkqGX6OILL7L+XWDysj6OfVRj31mqJRv5Wz8yRq1GQcQKwxRs6y8xR6Llm+zOCv3w+kN6+jorZ2N60fnDNerO1zR5Rb7WFNJnNFITLzJibKwWJI3rTMQF3w7i/TjAxQF4ASiDhYUDHkvzVF6yWut+WaQfPvlAH710vyYMv8ZkdZ71xfhn7lxwmc2Z6zXqkTf0/LQ5+m7Oz1qTm6985O50CJuDbmwC3RPeS0xuzmqLGwBI9ty5HllCB4iUr9Oan2Zo+siLNe5ym4s3TNSFT36rz1ZkK9/kQb8YE6w/oij7xjfWG86Szdp1ljxWDwBSaSRLG1Z+off/Pk63X3+VLhp6tS64aIL+/tpsfbPGaiOuipXj7+TOkIDp6JRkgCNA0RKVFedozVfP6aWHb7a+X2Jrwvp8gY1bxdq50Mb3ogsv0MXnna8LTS4XXnixLrXnF110oS64+AK33i6/5zU9+vFq5RqfrBr+Y2gAJeAVuJd+RcvyVLjpR33yyGjdc/VQnX/5dRp6/1S99u0aywuYwvizRky2Lt4PO1fxh37kzfcPgAJAEnMSIM76xrhafowBKBeN5qh0wwJ98dh4PXjtxbrwsuutjcl66ZtVKmQcjBveI4BHABqOPeTinsE5XjtZmvfaI3r6epvPtnYuuZB5fLHJxd4r51liftv9C1wyOTDH7Rnp/KGX6qILRuj2J97X9GWl2lTMmBpv1ggAI3wbm87yhL7ECjNUtnKWnrt3rK44H9nfortf+0qf/JJn42TPXb9hz7izOQfggzsjLrDOxdTxTJyeYhUVZilnzcea/MSdGmG8XQR/1z2giU/N1vKCiPLsnVNq7yF2BMQlkHWNdROuYsXw4sAjZM98RULIaKMK18/VZ/fdqnuvsL5fcKWtfZPNa/O0LIc1a/WQ3xIWQy6OEgwjaBufILllqljBWpUueVdPTbhRV9m76dyhyPRiXXn745r48Qot3WS8WB2lgEeMNTwwLswH6rR71J+74nN9+ub9uuKyK2wckL29y+mrvX+GXsT77lwbA+auvZfsN+GC0f/Q3S/O0Fc/zNey7FzllFpfnTw52hqweebWqrFutzG+cmvGHrp3OJaYeZmLtHLyvbpv5LXu/Xbx+Re69cD4n8f8sN+Ti+we5+efbzxZYu1cZs8v5n1y1Y26/NlP9dZP65Rrk451wiysjLZseWSc/UsYMIikpaIPP1DONVcrq0UrZXXoqKwKwCgeQMro0VNr7HzFTs2VftihyrnvAUXWrzchuNfwr4PmAAsWg/uBCRY0TcU2fKviuRepdNauikypoeisZiqZ3tABRuXTqikyNVWl76Uq+k6wPb+mN7djc8Wm13cxjoh9VDKjvqIz6rlYSGXv2f15V6ss+3NrwM30iqPxgXw42DkLHB7/fApkwSTkoyMAcrhn42Ez5fEXZ2vPwferUc8RamypWf/RajRotJoPGqdWgyZYmqgWAyYoAI/+HThy4BEBszvdqmPPfVyvvP2tNUcf/zUxGF+H5vIjHPfsz6BA9syzoM+k8P1wCiuoWCSEr325LVG4jXD++PtbS54XziF/7VOYp3AZfw+Kf+bv+3y+/nAeX7+/58k/3xaKr4vEta/T18sx3F6Yp99Cvs745Pn152EefFvhPKR4ir8fLuvnh88Tn3dLVFl+fx5+RqqM73D73PN5wuTLxN/fEpE33KcwcV1ZO5WR5zHM+7aUiyffJon++nrCdW8L+Xp8eZ/8s/jk2/OyCOeLryf8LEF/HCHfBHi04xDinvJTts55daEajvntu6/9FQke2V3tvNd+1PTFG1wf/msI5SRWoOJonvsLOlqfvQXtfWTvJPv4dzv78OmJlQbfXHwDA7JEKnYNo6+muEVNoSstCdxkUGrK7T3HbmIoayiqKGIo7QASfMvyyeb+2Ou+rbPtG3aTnVkd9h3nAAvLEMEth7KwCQ92D4sLBz6hJlDc6sGyotjK5tsFdRgHds/y2xEl01mZUIJPxRKUZftmtTqc+YhlLDPlnzhKxU6RDH4DsHYCCELBdp4XAAROE6ISS/BQbso4SqbxAmeOR8vmlFNjDi6LkCWAC+BRWamiWCADLIIsYQURKTRZFth9y19xG7Kuu53WXG/cFtl2AfAWCML+D/pUavUjU45OH0FulpNzdjpidzjc9VCy3e+J9c9ZlXCNrmQ8UMIBMYyH6ya/s6YUAzRYvcaasWp5Xc2W0NQdmETP3R2G2U4QOifwyE3aRArIyq5dop6KPMi0yErjhmhyKS01WVAR9TiTKcRt8i0rslN6yXyDX2rkMecV9RsXJiV7bnXSR9eElbH2gSvZ1bHY+gqYF4yVtQHjli+ICRTwzG0/LV037NxqFCuDWE/OG8Xysj5KSqwmm0+uHgqRkfnC73sk360RsjOubj6S1ZhhFzMHZpUYxww0FfDQEgAD1WGnFh5XgCJy0i79c2UYR8tP/wrtlgP5XA8DWVEP66TE+Clgh2raKmN1EbaYPhsfyMVk77aup267DgKCM+kBxOy+kw+gFcNi0maulJq8rXO0FHyn2D07d/ME2dFh44ARYk1iJeiAFavO9QO52zi7wPmMv13TKusYuyJnaejcvYJ+k4116hYFMnbzyuYL/1EXQrAOUz9lXdvMbZ7Rpt0CGCIeGO8WgLXAi4i2KuJi2b8mDWsdKyKObHO/SdlWySbXfwePOVm4+WP10T5dJeYRy8INOLtA2ruEzRtMGaZhJ0ZkHsz9Iiu7yRjYYOs81+Z9sBU94AdvE4AV565r5TGCcXPT/neJztAPa4/qg3ll/5QF7rHYddIveKQlkosbZvwgFytt+fgOtfcR377IyNZJufGiMvvtQg5WHfUGVmiwH7N3axBonDmKpFwbCNvGgXck7y3mKm9vZMgfJIJ1ZeXtbp4lgu3zO8Iwct/JqsTkYL8b7keG+QmuYoIsJm51icnEBq7E6im2PBEWjvED8erEvTDf+lxsyfXBxs2eBBniqHLwyDrDj1PMGiYhtEBIdNE6lbFWBc8+ow2DBmpDx87Kbt9RWd3Ztj8IoB3EQLIEoNS1u9Jxb+s7UNkXXamin36yBY6vLwPFJGGx0oFg0riXUMWUKMtfqsiShxX9pK9i02qrfHoTxaYS86ieYjPqKjKzkSLTGgXb9/NsBoGxCZLdQGUz6os4R9Gpdj21jsqm1lXZ9J1V9uN4lecssvZMUtYmL2s3C93EpfOcGg88/5PITdQKfspAGN1fIGyhGl88Ky0p1Yrlq3Xj2De008Cxatx7tJr2HaFmA4ar/oCRdpyonfrfoZb9xqt533Fq1nesmg8Y4wJqB8DRuAA86jZcNTrcotMue1HvTP+Rll1y/3HKlY0JLwjHj3v+11AwB3mpMBbw9++pMoU3nH9rFC7jlV1Pv7WecF7OvULOPf88XCeJ52FQIVy+snLh++HnlZXn3raSr9uXC9e3ubY4xstsa+TrCNcZn3genzbHD8nX6/kmhe/H1+XL+TzbQuEyW0th4trzFG7bE+fc9+Svw3m2RD5/OHEvPm2Nwnk3V5encJ7w860lT+HzLRH5fDvMM98e5O97Cuf152GZh5/55K8T9McQsk2ARzsWrcwp1qvz1+nEST9o59s/qxSw2ZFSG+Px5Bfn640FWVqVyyf3fw/Z2yX4ruU9xFe9fU8FMXqIlYHybdf2becsgOxbN/j+5SPfPtStHMvD6XT2ge92cbJv1OCPuFZzxbcqCj0KEe42+Xy72m07rfhss3KmEEZj/DEWBcd4ce9BK2dHrIVQx8gbuDIFX/b8SzPoCygpfPOjpLgn8GGargO8rA67cvedVZFp8t5rgLtonuR325m7/AAd9J9+29GUTdpxrifuL+qWx7VtqibADPdMMsgBHgG7Ck0+BPLFgsmpvtRPnywD4Frwl3++5wHHAvcj5BE1QeLyQrcsu9M5iq2DJYBOlpzMTUtDWXZ9pR4r6KxITF7E9kHlRRZcE9/JGrN+Aw6YcgUPdh/54rbkttGmfepiXBC007+sh05GWI1ZGWPIKeHUS9/tGFhpkQ/ohnHjG8sycW6y4TngjXcFCjplyfJ7/cm16TRJ5BlRSWmhlTOZ2i3nXsN4odOZosscdd/6Nn4Ak8jN7dxkddsTx5cbG/po5XDNcuWtDM2UAIbFgPKIa0X/rS74sPKMFXPegaKwA58mN+Y9fcMSx1kvWX9d+/CGDGwg6EPgAlbg8jvZslbsGRZx1IfSy453FHfX9g+wHO5zzn3Rjsaw1W/Nun4wnkGiLQ+60g9wNdZEwGjQZ+YClh3IDAgtuGNlrRv8Qz1utyvjh34w2dz8r+DPz3tATgBbZ+nCAzc2HK2+EtYCpeyWVcpaIBiyA2uRu9UL387qzs07cnoQi3K8A5Ab/Nh0sHoZowInx4Av3pwB58xIvH4C+VKGLrv3CmCM5QcocHksrwOJ7DZNkoV+wZtzy7O+ARwFdVjDrDnmgvWR/njwiHbLK9553C8D5LV+M8aMI3HXnKWWy2eMUqE9pw9Flod4R8xdd9/VyfyhnMnH7tE0UndwoPFQzpywcee95+a46yvzKBgXB0AzLnafwrQZvHsAoovc2CBPD/MBuJDXtVtqfFty7zXK0k83/0we9hx5s4uiA4/g0YEvtvbsfWc9QLx2XgEeIXLjJc94B8RhjjMbXQwly+jWEtPFeHWuwNaGMWd8Ujfzk3YjNm+D8eAx04PxdrslxmjXZGcpAMCYL4w5bdnYWd4iylTUTx+QE7J1VlQ28Mgs6Cvzhvb/L1UKHlkJJwD3gqQiKgxYd5M8Vmov39mfKfeyi7W+/wCta99BWT16ap2zOuqmDICjrpxjjdRDGe07KrNDN2UdfJQ2vfKqSlauNIYRYIACBjs0BJ1jMrigYwiiOFuxdbMV+3qwYjNaVMQ9aqDojEaKzGyi6KyWdo6lUUOVAiTZ/di0RgFwhGvb1IaKTq2v2JQaVq62yme2U/mSh21mZPiV4yalddQS1/SdR0woLrZM5EEeVvhfydVLchkcBTmCvPzLfxzdE9pC1iwOXny8cComrZuk9nxDTr5effMzHX/uo6rXbYSLa+R2VxswQg059p+glv1uU3O7D3DUrJ+lAePVtP84S3bef4xzcavXdZhqtvubzrvuVU37aInjDR6C/yquHD8BX382BS/MoF2O/FCR/P1wilcI/b34+5VROL9vw5cLP/fXW6Nwm+E6IX/Pp3A+FON4AGlLqbI84XrD7W2OfD4ovo54Wfj7/tw/8/nCdYXJ1xsmf6+yBIXbInHu5cM5FC5D8vfiZejvh+/5xHX8PZ8/fO0pfD+cNldPmCrL4/OFn0Ecw3njKf6+z08Kj0f4vq9vS+TLQL6ecF3h8pyH660seYq/huKvN0e+Dfjw4x++xxHybXAdPvcJCl/7PD4l6I8hZJsAj3YsKravyyXZRXry23Sd9MJ8ByCl3LLjWSBhcQRwdMqL89224MQ5gvf/JmJ28+tvn2/2AuKCb1v+Bo5y5mAbpwDwUW+/XJaF3CiGJN5TVsTK8Y1sV/YP36h2g/eW5eAf1pDVYIoWirAr5tpzS8uSvSatDnvv2Teu/450hS05liy5fPYP3/U84j7NVLDh6uKSlniAVYMraAdKcN8rUXxLB/d4aJmoiMKuAiq071pK2Le9U0K57b5xUYOpLyiCEQTfwo4JbloCGEKldqEkXF2WKr7XycKdoHX6ajJ1sg3KOiXYKg7aoxjQk7NFsNzGJ/WZoJ0+74pYTgRZwT91MXKuZ5R3FVGX8Q5AQd2uXteYpeDb3dVFXuTFBefuHwAr5BZk98PCE+rmPmMFb8G8CBIKP32xQbDqKvrnCllyldBHJ/3g2oixd4q0m38VcnJt02dqsfww7zRPa5H8tGy3XLUk/rE8jLONnOMDHnmIa5IDaqxP1OPqsjxw4WpC8bTKgj65R659Jx3mCDepy9oP5nNQkn+dRRyKN/2CZzeuQT/ssfsO8OPqri0/o+p4pCHqt2aQKTUGTFjihv0PQOZmHmUD1uycfMEBXlxW2rRz/nUPXT4SPFkvyetuV/Bu+SnvGGOOsO5N3k423HPVULExZ5Pd9c1uBZWyEhmXgC8qQioO4HDlqQCumR1uprrqXPtUCT92xwEUlHO1uUcVZzyBb1d1QBTmZeHaon2QTvi28lbQTTmSPQ9c76y8XfMqcHW4yhgra9kmNDp88L6BS+q0OWDlHI+MM/PBlato25Ljz18bL27NWZ2lDoi1p2RwPJDFpOx4sAv3P+WtfmvbDbnLQxn6VJHIz31uO0aokKOd2QN4dOC9ZYB/ZrSTFPWQjGJ8h1pylVCZq5ADdRsPVi/uZf47k9nowCt77lqjiJ0wChyRK224pUe7FeMKPzRhp4GsKvoZ/MMDO6NON7fs/UP7dptstEQdzDsnE6sTcLxiRfxaAzLCqolywbqz/9zYVeSDAZcYK1/y/1Ll4BFklVJtkIKlE1TDf8bA6pUqeOUFpR93jNt1bV33bsrq1s2O3Z272rquAEc9lW7na+2YsUt7ZXXqruwrr1HBx58IP2XAI/4yQAJdZdLwEgh8Q61DDFjRJsXm36ro+90VebeKi3cUwX1tZgvFZrRS2Ywmis2so5L37f6Mxiqb2ljl0+uqfFoDlU9ppOjU2opOqeLAI73fVVrxnL3rwBWtF25EfQpu/RZC6CzWYGEymEwuJrHJzL2BEb7JzhIvK/Ly4qzAAa09GyDLy4+Ciydl/eavCsFCCJ6XmgwWLc3QJTc+r24H3q663QCLxqv5AACi0Wo6YIya9cPaaJya9hntgKJmAwCNblOjARPU2PI17T/K5a/f9VbVbX+drhzxpj7+cnnQid/a6T+IggXIJDaZGHEMK4+efD6O4WufvHLpz30+iHOf/HOfx5fxz38Lhcv5ekiQv++fcfT3uY5Xjv1zyJcLn28tX5j8/XAKlw3f87Lwz8PPfF6fLz5PmHy++Gf+2qfK2vHnEO0QqNoHxQ7nCRPXfgzDz8jrQSV/3+cJ10fyzziPz+/zcB5O/n78s3iqLD9UWdlwPs49cQ5flfWFFF8X5z5/fF2ewnn9c/JXJrN48mXD5+H2w+m3EmU8H+G1wT3mgr8H+Wek+HZJEEdfvrLnCdr+hGwT4NGORwSbXpVboie/WashL/yghmM/dnGFKgNx/ooEL7iqYXH0zJx0twMQZvQJSlCCEpSgBCVox6HNg0e/UsVH+K9nAZWVFCuSsVoZo4drxX57a/WuOymra2dl9+ip9d36aH3nnkrv1ksrevXW6h69lbHLbspq3Ubr9z9Im556WiXZ2XImVwAsACgOODLFBUTNgSfc58Pf7q14XtHZxyrydooigEHTsShqrLLJzRWd3ESlU+orMtPuzWqkMtJ0XNSwUqqn2Ht1FXu3umLTmqhs9iEqz5hsHQEG+/1kHBu/AEHGYxnmcpjZcQyuMYXDbA2TvuIKczyQcRJooEMZo5asn1hfsUUivoaY3jko0Wjpikw9/tKn6nbYnWrQa6Qa9BzltuoPxzIKJ+IgYW3UuP9ENR54m5oOmqBmu49W/V7D1aDHMLXdc7wefGa2fl6e7erfkQilIl4RDCuI8Xk8hfP756TKFEaf/HNfry8TPiff1sjXFc7r2wifh5OvP9wOx7CyTIoHT3w+z7e/5+9z9OTPOfr8HMMy8cQ5z8PJ5/HPwtfhtLkym0ueB89TZWU9T+F8/n5lVNkzXz4eDIE4J4Xb5hjfXjjF8+DzVpbHJ8ifb65uritLm3seLkvybWzueXwiT2V8bKme8L3wuS8Tnzz5a1+GtDUiP/x58MiX5178WgjnC9/3yZMvH74ffp6g7UvINgEe7XjEJwUA0tINRc6FjRhIBNGuDMj5KxLBsYlxhKua21nNfRdWMJ+gBCUoQQlKUIJ2CNoG8GhzZB/1sVLlvve2Mi6+QKt3baV17KrWtbulPpZ6Kr17T63u1UsZ3XppHXGRdtlF6zp0Us5Nt6jomzkqLymp+KDnwx+FBiWgQhGwrwY7OLunsuzvVDb/FsWIbTStIn7R5EZ2bKLIlMYqntJApTPYVa2+ymY2cLutxaY3cO5skffs+t1ais3czeq4TuUbv6ng//dTYD5mSgkWSOURZ2aHHyzR6fGnZhvHsliRKTfFpvhgvmgKpIOcLFm/nbVVBXjEMyLTE7Xf+VHaR976Dbl65Z2vdNplT6lRn1Gq3W2EmvQBONoMeDSAbfo5H6cmA8er6YAJdhynRgNHqWbXW6zsKO15/MN67/1F2pBDGLAdi5gLjH1liiDJ5wlfQ+F7Pm2uDp98O+HE/fj6tkaV5d3cdXxb4Xzc80owySvL4XvhFC4fTp78OUfq8smXjSdfnhTfxuba8/ni828pTzwfPoV5CJ+H8/0W8mW3pc88Dyd/Pz6FKT5ffB0kT/F5OPfkn1WWwvkrS2GKvx++jk/x9YYp/rm/F07x5eNTmLb0bHPk6ydBlOOcsfR1hO9tbj55Ct8n+brj8yVo+xByTYBHOy7hBkYMpKk/Z+vq937WoEe+UbPxn6j68A8qBXX+yESbzSd84rbjZ1e1aYs3uBhH/22uaglKUIISlKAE/f9CvwM8MiorV2TVSm36x8NK79dDGR3bO3Aoq2tvreveS5k9erqU3aWH3eumzE4dldm8hbJPPEX5z72ostw8q8I+5rFpAkBCCYiZQsC9iuSgmeJNKl/5ivTJ7iqf0USaUkua3FCxGcQ6aqgiYh7NYMt+LI7qO9e26PSmikxrrpIpDRWZXEexj/paHS9IhSsrmN8O5NjmQxg+AX8AjexYFrXziFz8IrYVjBRJEayJAsc/+3p25QhWRfT3QPlBMTKlxv4rjUaUvXGTPpy9QFfe+pLaDhijul2xOhrtgKFKgaOK1JL4RwMnqPkeAcjUuN9o1e03UlU63qSddx+nUy55VnMXrHFt70gUVuq8MsixtLRUJSUl/2Z1sDUij0+AL5QncU6d4efU6evmWXFx8a95t4UoF64/XDfJk2/L94E2fblwf30+zv39+LI+8bywsFC5ubnasGGDS5xzz9fly8IbydfhiXzImH779sJtQZzzjPLkIz/X4TZ8WY4+j28vPnHft+nl7RPXRUVFv7YB+TY8P9tC5KUtL+fK2vL8e97DbfhzeA2X92lz/HHPp3BZLwvyhIlrzyf99nMRCtcVbreyOnwe6uAYbss/p26e+f77On0Kjxn5PR+eP/JwJA/Pw3xw7pO/Jg910la4X1siypHX8+d59cnf8zz4fnIMJ/KwFjZu3KicnBzl5+f/ygPlwv1L0PYlxiMBHu34xDB8sSpXt3+8Qoc/PVe73fW56oz60G3nn3xL5WDP9kjUTRu01f6u2Trymbm685MVbjv+xNRIUIISlKAEJWjHpv8cPOJH3r69y005KJ39uXKvudrtrpbRZhet64HVUS9lduul7K49tb5zd6V36aJVnTto7c6tlLXXPtp080hFV6SrrMQU7or6nAWO6ewE4woCs5kigCsb1ki5i1T28wOKvd9TZe/VkKbUVnRWHUXer6/IrGCXtbKplqY0UmxyfUUnN1N0SiuVzqxtzxso9tUhgdVRJJfWtg+he1R4wBm37qM4sJjCDY2AX1ghmaJTjhWSKVvAZABELk+g5GBx5YLv+YqM0jPXa8r73+iMa59Rl4PvUYPut6l5zzvVos/E0A5qlaeWAyaq1cDb1HIPQKaRatx3hOr3HamqnW5Rz0Pv0IiJb2jpL+t2qI805BZW6LwymJeXp6VLl+rnn3/WypUrnWJMHl/GH/8ly3/dI6FgZmVlacmSJfrxxx+VmZnp6vDky5IPxRJFc8GCBa498m6N4AWl9KefftLixYuVkZHhlOVwH+J58ik9Pd21s2jRIqfcwgP3w32pLPHM14dyPHv2bL3++ut6+umnXeKce9RJn3xeXy/kz0n0edmyZfrhhx/cebgMyRNKOzKZN2+eli9f7tr29XmibHZ2tpM147Z+/fqKJ//OA2V/+eUXzZ8/38kb+ZGQBddz5sxx5eGH/OGyYZ62RsjUyxm+4YtEO4wXMoLCdXLuE+Pr5w/yWbhwoeOPc/j35SHyw58HNTgiC9omv5974X6QIObQqlWrXL+Z58x7Xx8gCHKgbeS1YsUKdy9MtAUv5Pnuu+9c/xgvXz+EzKmbPF7enPt64ZF5AADp2ybRF8BI+CMvR/jzffAUf846oC7qRAarV6/+tf9bIuYQY4bMaY++eH4Zu/D6pD7fLkef6Dt53njjDT333HN6+eWXNWvWLFcvsiMP/doaLwn6zwj5JsCj/w4qKI25QNrvLlqvW6Yv1cFPfufiDlX9A2MhVR3+gWvj0KfmatiMZXpvUbZzU4OXBCUoQQlKUIIStGPTfwwe8f1XRrLzqH2UF783RRsHn6SsLt2U0b69Mjp3V2bXXlrXtacyuvbQ2m7dLHVWRofd7Lq71p9wioqnfahYRlYFBmMf9PYxz3ZxwY4Apgjg8078ILuORXIV2zhPkW8uVXRaJ5W9VUWx96or5rbgJ0h2I5VPCwJmxybXswSIxDb9VRX9tKeii25UWdFaqzdQjrcHFRVFtHrNRs36dKF+XLpaBSWmzMC3k431B75xx3O9C/1nz72iE0iwzAXMzskr0pffrtCDT36kUy97SrsdOEEN+o5W/Z7j1KLXbWrZd8JWwaMW/clDGqem/UaqUd/hqt97uBr0GqHjhz6hKdPnKHtDnuN/RyGvzIUVOo4onn//+981bNgwPfDAA07hR9EOk5djZQnlHeXx1ltv1fDhw51yHlb4IfLRFor122+/rcsvv1y33HKLA2F4tiVCqUahHTFihMaNG+fKe1CFsr4/nh9PnL/yyiuuneuvv97xtSWl1pcnkQ+5vPfee7r99tt11lln6aijjtJBBx3kEufnnnuuJkyYoHfffdcp4eHyJOonoeB/9dVXevDBB12/kRXKuifyelq7dq2mTp2qK6+80o3Jt99+60CLMAEqfPzxx7riiis0fvx4zZgxo+JJQL59AI577rlHV111lS655BLX9mWXXaZLL71UF110kc4++2wnz2nTpv0ql/i0LcRcQc4jR47UxRdf/GsbJHhEfm+99Zbrmwdb4sdsypQpjhf4pBz1DB06VNddd53uvfde9xyAiXLh8l4WtHHjjTfq/fffd+Aiz8JtQIAk//znP3XBBRfo+eefd0CJb5/+w98TTzzh1gF9+fzzz93c9sR8eO2113T11Vdr7Nixeuedd1zfff0Q4NAzzzzjZM0Y0n/fnwsvvNDJnX4CsoQBUMAc2ocv+vzYY485AMfzF05hAthhXlPnDTfcoCeffNLJibq3RKxPAAbmD7yGk+f3pptucvwAYobbRVbr1q1zY06bRx99tA499FAdccQROvnkk538AJQA/uLBtQRtP0KuCfDov4eIg5SRZ78Fqzbpn9+lO1e2Y579Xr0e+Mq5lFUb9vvd2aoN/0AtrK7eD36lY5+dp2smL9Zz32Xo69WbXNvwkKAEJShBCUpQgnZ8+s/BI0tsnQgU4/7anrVBhbffqY2HHKaM1m2U2b6zMjr30NquvbSmR2+l9+ihzO7dtK5bV61tu5vW9hukTRPvUum8+Q5oMXXFuX0RgNpZ6TjwyBRddmPDHQwIpqxUkV/eUPTzsxR7q7HK3qylsndqq3wy2/LXdzuslRHraGodxSbXVtnkOiqfUl9l31r+te+Y0lZstVi9jvvfTxtyCvXZ18t02a0v6oFn39fXC5cpfV2ONuXhWoGbkLXmEDZr0YFKKGSBUobbWElpVPkFpvCsz9NPS9dp1meLdfP4ydrr2IdUp/Otqt79ZtXuPUwN+45U095j3Fb8gEKVgUb/Sva873g17zVOTfqNVoM+w1XX6um4/0Tdcts7WpeZbQrc9gPQthchk7BCzfncuXN1/vnnq2vXrjr44IOdUowCHibyoeB6hZwEcQ9gB6Vx1113Vd++ffXBBx84awgoXoH56KOPHJhRt25dtWnTxinYmzZt+j8ASZioa+bMmephc3vgwIEaNWqUs4ig7mCM/+V2FO4bx2uvvVa77babmjdv7oAqbxHl++Dr8MQ5ijeWH0899ZROPfVUtWvXTo0aNVLLli3Vtm1bd815s2bNXB9OO+00Z40E0OCVdl8viTZfeuklnXDCCWrQoIFTtp999lnXb3j2+SEAjrvuusvVPWTIEL366qtOWQ8T7QAu1KtXT/369dOdd95Z8eTfif7uv//+atKkiUvwjixIjFWrVq2cwg+oVVDAzogBwUtYjlsjwAoAlW7dujmeOnbsqM6dO7t2aINz+gLIBkBC3cwbjp4AMfr06aNatWo5mXbo0MHxyDlz6swzz3TAkAdzPH+0jSwOOOAA184jjzziwE+eMafC/Zg+fboDpKpXr+7m4CeffOLuQx68AaDcfffdnazgCQAOog5AvXPOOUeNGzfWcccdp0mTJv0f8AggDpCoTp06bs7RB+SBLHbZZRdX7+GHH+54BhT1MmCMseIBbEJmrCfa80Qb4b54og6Aud69e7tyyAmrKT/PN0f0FbB3wIABbk7CW/v27Z3c/fxADoBDXgaeGIPPPvvM8Ug55MGaoAx9ZswAAckTD0InaPsRcyEBHv13Uk5xVN+n5+uF7zOdVdDgST84EInt8wGSGo39WHVHfaQaIz5w1klsrY8bGolz7tUY8aHLQ94WEz51Zfs8+JWGWF0jZi7Ti/MyNS8jX7nWVoISlKAEJShBCfrvot8BHpkS5OL8lDkQqcyU05JvvlbusGFa17GzMtu1V0bHLlrbrY8yelrq0VMZ3bq7Xdgy23VQOtv6H3+iCidPdVvyB3uWlShWbsoFsYGsTqtaBJVmBzbc11yrpTkqX/2Oyj8/XeUzdlN0Sk2VTk5V7J1qKptsaXpVlb1XRbF3UxWZ2kDRTw5SbPkLKivMtSpNMXduYtvHPDo7t0DvfbhIXQ64X90OvU+nXv2c/v7sR/rw85+17Jf1yskpUGlBqcrsIylWXKpYSbFipcWKRkqVs6lQy1dn64u5v+jR5z/RpTe9rD2PfUg7Dxivet1uVc3uN6rhgFvUaOAINeo/Ro36jXQ7qbXsPy5kffR/A2c3ZQv/fuPVsuftatbX6uo5XFU7/k3Hnfu4Xnj9G1NcY04GyHJHpLAyitI6evRoB8506dLFWQ8BCHkiH+AC1gZYegCQeMUEYAeFmXL169d3SjxlwyBKmLCMAKBKTU1VlSpVHHjx5Zdf/h9LpTChrKJIo4R3797dWZh4dzfqB4ABKHDgqp1zjwTfWHo0bNhQVatWdW41WEJ48nl88ryuWbPGWVUAZgByoRzTLywxAJSwHIIH7gFEkOfAAw90QA9l4wlFHosX+kq/a9eurTPOOMOBbMgzTFib3HbbbU6hP+aYYxxAURl4hFUSdaHwM3Zh8v2AT+QFIAPoBpCGVQgACUf6g1UP4+flQtkwELctBNCIFVPr1q0dqAbo8vDDD7t2jj32WAcs8AyQjT57uXs+ob/97W8OiGBOAL7cfffdzroHGTDugBJYwwAihol5gHXVHnvs4doBCMOiCKL+cBtYrJ1++ulOucbCBoslT+QDiJk8ebLjE/AHaxpAP54hj/vvv9+BKzVq1HD8AlIBOoUJSzWs1BgbQC+U+zvuuMONEesKiybAQfoRDx7BN31k7AGYAIU8hfsSPmfcsIYCsGGcTzzxxG0Cj3BvA7gFcEO2WNEBJiFz5gbWehMnTtQLL7zgLIh8exBWcwCWvC+QOQArc+3RRx914Bp1Yn32/fffb5WPBP3nxJgkwKP/TuIPeVgBbSqJKj2vRAvXFejNhVm659OVuvrdxTrphfna97E56nLvF2o58VPVGfWRqgz7wCUAI+51tWfkIe817y3WvZ+t0ltWx49WF1ZG1E0btJWgBCUoQQlKUIL+u+h3uK2h2EZcbB/AI9zNSjZkq+CNN5Rz6mlah9ta2w7K7NpT67r1Ukb3Hkrv3s2uuyurU2etN6V+3YBByn/gIUV+WREohsQGKjOFNIYCFwA9UUsBeMTW9yRTHgvXqCx9msoWjlDkiyNUPKutSqe0DLbvn1FfZVMaKjq9rSKfHa7SZU8pmrNYZVgBWZ24rW0v17XcTUWa/vFP6rTfPWrYc6x22+92HXrm33Xa5c/qimFvaNz90/Xkc5/r5Ve/0vMvfqEXXvlCk177Us++9rXueGSmrhv3ls68ZpIOOv0f6nLwnWrca7Tqdxuhet2HqUGvW9Vk4Bi3a1qjAePVeICd9x+tZv3HWAIgIo1z6dcg2gBHA+3c8rfqe5vVN0YNeo6w/KM08YH39cOCdMe3qZyWtk0B/zPJK58+AQqh9O67775q2rSpA0I+/fRT9wxCQUZRxiKJmDbhGDsovLi67bTTTs7yBEsF7zbky0MAO7iaoZhiJQFQgLLLOco/LkGbIw8eobijsN58882/gkcQ7dCeBzx8uxxxwcHqpmbNmv/HiseX84lrQC8ABCw4UOKxxgLMAET4+uuvnQsPyjnnWA/hAgWAAziC4g44Eq8wc01ewCOv6NEXrDOwNArzFAaPAF5Q3uPBIwA7wCMURYAVXJYqIw8e0XcADSxtvvnmG+fmhDscfSAOD0ACsoPiZbItxFgAGiADrFaw8GFe0AZzBgAIgA0rF6yhvKzDhFvhzjvv7MAjgCf4wuIFuQNOANgwL3GjChNtA4B58Oihhx5yYChEGz5B8AJoh9ziwSMIGSALgCvGnb4A+BAXCrdD5gHWPYcccojjK97qCGLuAKTRBiAUoKHvC3LnyBqiHW99RR2MMXwDHgHCHnnkkQ7s8hTuR/iccriIwSvrafDgwdsEHmFZhwyYH7169XLz7IsvvnBWiIwb8wTwB3dMAE7fHkQfrrnmGtcm7wzmNu8H8mIdhlUVc4D3xJYsChP0+4gxSYBH//3ExiXsegaIBPAze2Wupi/eoNcXZOm5uRl67Ou1euiL1brv81Uucf643eMZ2+2T9wsrQ1nqoK4EYJSgBCUoQQlK0H83/T7wKMaOYhXgkX0TYNNRYopG0T8e1fp9D9G6dp2V1aGj1nXtroxuFeBRty7K7tpFG7t0UVb7Tsq5/CoVT5/hAm+74NFlUeeu5kAi4a6GiwfKtx1xOwNMwkqprFSxDfMUXf6ESuderNLZQxT97DDFPj9AZZ8dodg3QxX9+WGVFqS77fNNFQosmgCOthN4lJ9XrA8/W6Leh96rut1GqFbX4WrUe4Qadh+hpr1Gq9MBt+vAIQ/ruLMe05GnPaKjz3xUR539mA4783H1OvxOtd59tOr3GK46lr8W5btRfrSa9h2tZn1HqdmAiWpqqcmACXYcp8b9R1sapSaAR/3Hq3m/8RUgElZH49R84Dg1G2RpIPfGqIHVvcte43XYOU9o5idLTamk38gWaexY4BEKRRgc4BpFE4UTtyqABlymUEhRTHmOhQTKIK4+L7744q/KOYRrCi5LADTEAeK5VzbDyguKNsAIyjtWSgAtHEknnXSSAzLgx1O4POAR1jEALj179nQWEgBeYfL5w21CuAFhDYM7FcCFt4iCwmVIKLrUSxwj3IuQA25OAELIIJ4IsAzIhvsO1htYOAHqxFsfIV9AD+SDYgc4AD+ATgA8xIHyFAaPcI0CpNgSeATIgYVIZUSbyIsxxZIkbDG2JSJPeH5srQwADkos4E+nTp0cIAYBxjAXACngAYsU5kd4nD0BOgIoYiGGxY0HAqkbq51q1ao5Sx6sW8LEcyyC9txzTwceIRfvthbuA+StgpAbljG4UFZGjDcAUIsWLdyawNoMV0mAEsA6wKqwZV5YRsRmAkijDazTAIwqI1/G88cYw7e3PAJww80vTL4NXxaiHPJCtlhLAR75oPdbIg8eYV3nrQXj55mncHsQfeJdAHgEkAYoR33+fYE1VHidJeiPIWSdAI8SlKAEJShBCUpQgv736D8Gj4AfSsvLVCrAI1O67H8+CctKIoouX62N1w/TuoF7KXOnVlrbo6syTFnM6tpdGzq114YuHZVlylxG6920/uBDlX/nHSo3JZhvyjKrKwpQhIWQc1Vzjak8agpNBCsOtsHHwS3qAKSy0gKVF2SpfP1cla19X7FVU1WW8aXKN/2i8ki+CFgNdIRbHGxaA0HaDpSXX6oPPl+mPkfd53Y1Azhq0ne8nY9Xo77j1KDPGDXsNUaNeo2246h/S4BETfpY6gtYNMYlAJ9fXdAGVBx/vR7jgKOGLgj2eLUYOFE7DZqglgNG2fNgC/8WA29T04Fj1aDfCNXqdZPqd79Rh5/1iF6dOk9rM9kGFwHsmC5rKBQorCjn3vKBhMKHIoICigKPkg6QQn7AG9yBADuwEAlbbKAsA56g8GKtA5iC4kq5sPLigwHvtddeLk4PFhm4zRB8GgCJesKuU54v3/6WwKNwO/GEggywg+VLGDzy/IXLwjfWF7jw0B/c6wA7vFLsyZ/DH88AL+gXShsWGezCFqYweIQFzX777eestACRsC4KuydhpQIYxLPjjz/eudrFK/XIA+scFEVkB9hVGYXBIyxown2Ip/j+0TfmiAdxwuPh83jC0gxQBuuzMHgE31iUIU/mFUAFY1AZ4QaG6xVzD8UXII/2sNDB/S0ePPLtx4NHyCUMHnH0eZlj3iooDB75PD4fbWKlRnvMOR8DCf5wJ8MiJwwmhsuGLY/gm/GsjMgf5g9ZYa2Fm+XmwCPIt+OJcswf5I47pAeP/FraHAH2YPmG5R/zHIs6xroy8jx6wm0NVzwAKwBDgGDGjDUOxedP0B9DyDgBHiUoQQlKUIISlKAE/e/R77A8wruMeES4lWExZEqd3XTb0OcXqmjWDGVfdYVWd+mstR3bKbNzV2V17a2sTt20rktXu+6ktbu2VUbvvtpw8SUqtQ//aD5gj9VZ4VrmrJDs2gWbpl4CaJcFbmwR+8/UuCB/rEzR0jxFirIUKcxUtDhHsWiJg0mwX4pZTsq4j1a+W7fTt6sDj2YH4FGTviPVuM9INes3QU37T1Dj/uPUsN9YNeodgEeAReHUpM8YNe1X4YIWBok2k1oMqHBNA2TqO1qtBo5R60Fj1QqQyd0bo+ZYJw0cq7q9R6pauxu17wn36o6Hp2tVeo6KS4DPTNHGoguZVvRhRyLGB8XVAwP+GncdXItQPoiHg/sKedhBCuUeaxmsYYgHRH6siVDWASgIlks8FyyYAKV8nb49AAUslIi9A9iEKxAWC7iVYbGD6xpKv89PWc/bnwUe0R/c4wjuTJwjFPkPP/yw4um/U7gcZQBIUNxwVQq7G0GAR8QuIlA2wACyBIQ77LDDnAJOLCJkjcKPnFDMyQd4VJnl0baCR7giAYDgzoR1CaAUu5JRP3F3cDfEcox4U17WpPD5lpInABzc97AcwgINAI22sNbBcguAEAsV5heWVZBvwxPzDYAmLS3Nxd3BSgjwC4spLH6Ye4AyPoi052Fz4JHP4+cRFAZ2sEgLB8wOE+MFQIJ1DUAn8xPQD5DlH//4h3PHYl14HsIEQOXnAm52yAKZEyOIhNUS4CtAS7gsY0ybuMb9VvAIoCAMHgEMbQ08AiCjf6wnQGHmJGPm5wa8YhVHvCPinXlZcsTyjThl9BPLNwAkxpd1iYwBExPuan88MRYJ8ChBCUpQghKUoAQl6H+P/mPwCPTBuZehBJUD4sQUsXNc2MpNgYltzNSml55T+omDldG5izJ366h1nXopo1NvFwcpk13XOrXTWlMQ1h1xlPLefEOla1bLReMB6HHuazGVkaz+oI3g6AAQACH3H2eBBVSJ3S+x5xHjATc6B2Y5sATgyHLZubO+2U4fr3n5Jb9aHjnwyFLz/hPUzLmZjVeTAePUDIsgF5fo38Gg35rYZa1Vv/Haqe9YOw7XTgNGqtVAu99vopr2GasmvUepab9Rqt9nlBr1Ga02/cZq+MS39eU3Syq4RRYmG8bGjdmO+QEfVga9koFi7l1uTjnlFOe6BhAEyMM18WiIOXTfffc5BRsFlPhDAAbEnMG9h/u+Tq+0o8jiCrTPPvs48AjgBIUUoASAAcAApdkHQ44v74Ny/1HgkS+PixV9xhqIMgAXuNNVRuFyxLDBsgelDYAI0CNMyAQgB0AAWQFwIFMAM0A3gA8ABvqE9QnyBUAAqPOWT2HaVvAIq6VBgwY5UAEABPkBVqHwM44AhViUATZ4qxP6hNx94n44cS/cdwi+AQEBb7AQwp0JvrjGggpgA6ABwAFXP8pSV7gOYmHBHzIkNhQgD7LEWomYPASvJtg6LpOeR46bc1vz5PsBAWx4tzWs3rCS2xyxEx5b7tOuV8wBExlrxoO2w8lTGEhkhz7G18ucBJgHiEY9YaJOXMf+LPAI10pcBZkHWKbBJ3XAI1ZxHFnzgIvMN9r1Y4Y8Wb8Am+zSSDnWFy599J05CxDGvPeyT9D2J8YiAR4lKEEJSlCCEpSgBP3v0e8Cj8Qfce0bHCAC8Ka4vEylWAjZfSyFokuXqPCZp5W9+/7K2KWj1uxmqVNPZXXvow29eiuzZxel77KzMkwRWz98mIq+n0t1AVmdDjzCTaQc2yFc1UoUcXCRNU77DgjCoqZY0bICa7tAJTHL42IkWQYqi3G0Elgs4eZWEXR7e9CfCR417zdWLfuN0U79Rqr1oFvVcgBxkSaqSZ87rd2xathnhOr3HKnq7W9R20HjdN6VT+urOT8ravKA+GCPmixKnetfoODuSOSVP5I/9zwS8BYgAgUE0AGlHOUUkAPlHKUEJRFrivT0dBdcF9cXgAlc1oiL5OvybUBYIqD447pEvWPGjHFuMgQhBjRgZyqsOgCfwuTrAjyi7j8CPAqfx4NH8EbgYCgsJ5/fX9MXrDUA1wh0jEtemMLgEQHJPcCBgo1cAQsA3wAPGANcs5Dp5gJmbyt4hIUY9SN3r1QiaxK8YpEE6BV2WaJP9BXQEAAC9yyAAp+Qnx9XT2yXjyWPB38AMWiT+mkHAAnrIyxuPBARlicEiEhfUIIpg/sa1j64VWEVA4jBPPAAhgeywuARFjTIDhl6Io/nF2sm5imyqMzyKMwP/Z4xY4YDUMgPT4CeuISFLes4+gSFYx7Fy5yEXABtcI+EfFnG+M+0PMLyCXCU9VQZnySAXvrD+qXd8JhxZC4AgmGlROBtdh5kzKmTOYms/HpL0PYnxiABHiUoQQlKUIISlKAE/e/R73NbsxRgNOWKkuwmFj/oRKhFZQX5iixcoE2jx2vd/odqTatdtHa3TlrXuYfWd+utDPuwz2i7q9Z17aoNJ52iwmkzFC2qUEhRCEwRC1zjSFgeASSh1ATtBxZIRDQqsXOUx4gpb5YHRa7MJ8+klQM0oV6utwP9qeBR/zFqYQl3tZYuKDYuauzENk4N+4xWgx4jVK/LMPU79D5dNexNffLlEq3fsMm6TWyoiItLhSzLbICwGHPg2w5GKBUkr1h75RrF/oknnnAKIMooSi7uZSjagD4o91jOEOAa1ywsDzgnsDTBgbEsgXz9XnkhRgwubSiXlMeSBJcsLExQOlF4cFnCdQmAwCvnvjx8YdHxZ4BHxI+BN/oEaIGSz7OwrHzy5dl9CkUcpY0Ay1j8hAnwyMc8ov+4LmFhhPsTwBzxknD9ITA0gA9gCOARAMLmturfFvCI8QEAAFQAnMJKDJcwnyg3a9YsVx/9gXxfAXrgA5e66667zoFMfhv8eH4YCwI9M4YEJwdMAPTCcof+YUGFhQvuiowj5b3sPFE/fQEwAgQivhBWTJQFjPPzAvI8cgQ8wpKHuERYHj3yyCP/Znnk80JhtzUspcIuieTzPJEfwASeAK+8Qo4V0tNPP+12DYR83Z4XiP6h0FMGQIvYSvCHrAHIGGOAUAAeyLf7Z4NHWB4xtqwn3A2xqoI/XNcAd1mvAHHIEndOKNxf32cstAA9md9YITEHAEiJDUV5gMUE/TGE/BPgUYISlKAEJShBCUrQ/x795+CRJQyPsAtwQBHJbgLuuLhHgDV2HissVOHns7XhhpuV3nuA1rTtqIz2XbSuSy9ldOtp5x2U2aGjsvvvroLHnlJ0dTpfn2hKKovhgmbtlKMUxFQew50tUA5oC8c1oh8REtu5ozkG7HlFwO1YecRukb+CQUATj3htB/rTwaMBY9Vi4Hg1G3Sbmuw+Xg0HjVa9PiMdcNTang886i7dPO5dzfzoZ0VMdowBu+GVYo1VHgBxbsBI20cEfwi58a1QBCEUUawzUChRAj0QAphCfB4AAtxuUAwBS4iZsvfeeztl//HHH3dAE0S9PlH3a6+95kAm3GPYwYr8AEGABbg4AahgnYKVB9ZMfrc2zxcgCxYQlPs94BFWRWHwyJPnFcsaFHt4BbzBxQnrEy+jcAqXD28Bj9UJvIYJ8Ij4MVglEUsJcAWXPRR84klh0YLyD4gEUEdsKPgFQPg9lke4DxGzBzCQ2EOAeFgZEceGQNacI1vqp0+eOAe0ov+4jTHmxEzCJQkwjf6EKRzziH74gNmAPYwTbni4LAIqAE4AXITbgwC2KMs8QJbMPcYAwIY4Q8Rl8nF0kL0fA+pHFsxD2kcWyNSTH1sIwPP00093cmNe+MDv4fogXOuwSqJtP1cBswA6kQlgiZcB5cJlca/04BEyZz3BI1Y4WEQBvgGoeHDHl9te4BHBq3En3Rp4BMCEDADHAIbhE5dAyjI3AI3gGQuscPwi+uqtvjwvnDM+AGdYInqZEf+LgOHx8zdB24eQfwI8SlCCEpSgBCUoQQn636PfBR45PKbiyPegA4zsg10xSxEsgLALkortYd4HH2j95VdpdfvuSt+1o7K69tC67r2V0aWb0tt1UEbzXZR/3S2Kfv4lFVmFgfJTavXihhaLlaosWmxVE/yaOEemoFjL7LoWASRyVkUBV0RAiqi4ws3Nrj2zUXgzjq2+7UF/LnhEGm/1TVBjrI52H60G/UeoWodbVb/9MO1++F2654n39NOyNW4sIPodNRkiH2A2B6RZ18HZdrTv93iFgrEneQJgABRCASShyKOYA2oApAAgAYLghgTw06pVKxfQ2Ad8hrxiyREAAbAH5Zugx7hiYaUE+DRu3DjnArf//vs7UAWAAbAk7CYDhcEjrJZwJwuDR1uiMHiEVVFlgXw9v/BPjCNAEgAXYgJh9eItoTZHuKwBsKDAYa3kXd08ATT4gNn0k/wAEBD1orgDnCEfrGeoC7et/zTmkecVWQL+0BdkDhAQHmtP5PfuYP4aWWGZgnUYiSDizAH6Fg9MhMEj4vt48MgT7omMN2OAskv8q/hxQG70HSARKxYs4AAgcPOibdoFVPREP0gAPeyMBqDJOMPH5gJhY4kFEIrcaA++IF+XJ9YA1jdYgwHoYREH34BHxPUBUAVkgSjn5QaFwaPK5sLmyINHfrc11gnzYmsUDx4hK1zStgbYAB5hFQW4SLBrQK3NuZjRP9/HeFmFiTkE4ARoxHpnLgCsJqyP/hhiTBLgUYISlKAEJShBCUrQ/x79voDZZVi2lCtqKWIJcMKhEy7YNdutA/TEZOqfIqbIFU6fofVnnaeMvv20dtddlG4K5tqu3bW2Qxelt9pFG04/WwUvvqKoKcWBexruaijruJ+ZouxiFgUxjwJghLZxx7I73EB3cOWC+EaxMtzZcKiDWZ4HvDketwNt+hU8ut8BR437sm3+xArwaJya9A92UiPYNTuhsf2+sx4aEFgRBYBQACw168/Oa2zVX7Fdv+V35Sqet+g/Xs37TVDj3uNUu9utqtXlFjXsOVId971LZ1/1kh6fNFs/LVurvIIi65/9b7JAJC7IuLPEsrGwFLGEe2HlatZfS14ZDCdPWKVgRQTogDIKIABoA/iAYojVDIo6FkQ8x0KJODJYHXkAwivUgCbcx1UIqxNcl4j3gzUCu26hLOPqBrACUINijuUF4EOYL8ASHzB7c+CRz+/LePLgESAEgAg8QuG83pKCI23hroVFBi5Yp556qnMloz3vNgUBfqCA4woHKNS6dWunwD/77LP/h7d48MhbHnnCEgdAgr7hLof1DQogAMLvAY9okzqx+ALIwN3K9z9M5A+DIJwDQBDPhlhDJCyOsAqj7XgwDfAIiyvAljB4RFu4PCETAEdc0gBHPv/88/8DHuEiyVwC6ELxpS2slBhzEm5mPlg2xJEEkAUQh5UPcgPQxFUO/j3IAWiGNQ3gFwAVfDDGzGfI952E9Rnudv3793fzBiAVXph/WKQxj7E+AgCDPD+ewjGPcPfzAFWYaM8nX357gUdYHm0OPArzytxFpqxzwFv6iJzCRH7G0K8Pfw8wiPmAJd/s2bPdWPq87LYIDzvttJMD27DkA+BL0PYnZJ4AjxKUoAQlKEEJSlCC/vfo9wXMBjByAE652+HMfRQ6AImPdhIAUuBSRhyiqCmvBc8/q+yzz1R6j+5K362D0jt0VXrHbkrfdTetO/AQ5Uy4XaVs0c2HP/85FATQBwAAGIr/+EBF2Qnad8CRuxkk+HC7tbm2UUr9A3jjOlA4fi/l5pdo5udL1fOIe9Wg70g16DdaLQbcpuYDJjiLoyZuK35Ao/FqhruZA4uC2EUtB45zLmg8a2LXja1s4/6j1BTwCOCIZ1a2Wb+xatZ3rJr0GasGPcaobteRqt/tFrXdfaz2H/x3XTvqPb0+Zb6WrSQ+zK8CcF0NxGL/2QUWYW5HPBuXQIo7Jrmxq0hhwsoHy4399tvPBc1lJzSUQKxlAEFwpcFKhmcoKiifxErx1kIkrxQDKgB+UBfKpHd7ChPKP4os8XCwVsDqBgsnlHjPWxg8AsyifVyQ4POjjz5ysWuwGAIgwHoi3CcUZKxZAAzGjx/v8uKu9P7777sjliGAPd7qAt6pF4sogAh2nQI0IN4PfQf4IAFEIRP4BpAANGEHL+oLg0wQcsOCCQsewKPbbrvNAWieaBOQDaALAM0rg37nti2BRwB7WMmEyfcf0Ab+6Tt9gH/ff47IAHAD97UwmBOWXzzBqx9fT4w9ACJWaIwh7SJDxpEYQYAtgBs8h1dAoHgQCysn5ggWV4ASzMM5c+Y4+frd25Ah4ARt+0Q9WCThGgdQRlwtYkshH3ZTA9zA+gWADUAIQJBYRMQ/CsfyISFn5IFFDlZgzEWAVGSDzIkD5C1qGHvmbXw/kLF3YQREASwFfPPzFNnDE+NNe8gS4hwQDPDUW73Bc3iOUw/zhvhP4XLIizlIOawAscRi50Jfjvnqx5h+QgBnuJixsxrrGz5xO6M9eKQs5XABpO++n5SHB6wGGXMAMtYClofIjvVO/CnWKW5/rMt4UCpB24cYiwR4lKAEJShBCUpQghL0v0f/OXgE2Tcg34EuVdwKqOIKsCdmikgUEIm/FEcU25Slwuef0YYTTlRWq47KaA2A1EUZXTopvXsvrT//IhWbAlNmSjogTzmObygkHiAKE9fx934l/3CzGX43bcwr0tRPf1aXQ+5Srd4jVAdgaOBEtRyAldBYNe0zRk0BgAZOUNNBEx2Y1LTvaLVg1zS712r3iWpmqaFd1+870o4j1bj/aDUfNF4teWZ1NOk9Wo16jlbdrqPcTmq1Ot2sdnuP1akXPaV/PPWxflm1UYXFFaCA6679s4WPc1NHK87+uwigA5ccYs5gsULQYlxhiFuE8ollEm48KCgkABGsZoh5grISTligYHWERQmWPLhReWuPMAHcYHkCcILSTtBjQAJP3m2N5/CDRQgxmLDOACjgHIWfuEIE8A0r9H43OMAuwAMAGeLJ4KpDeaxRUHo9kABhoYPijNsYgAcAGqAE5QEzAK8AZZAP9QIIAc5gveGDKYcJ5RkQgjbJC4jlt2r3soJvFH0AB9rzsgV8iXcTQx6AI7QNmIFbYGWEBQ0yg0/GgB3t6L+X2YEHHugsXQB7GPf/lACPAEyQFa5puDQiWyxasKIBEKLfgAkAOfEAH+RBPsYXwAx50G924MPSDasaxgMrMOahB7E8iAIgwxyiHeSCZRzjRIwjABVkSsJNC9kBpoSJegBlALcYZ+YMYB4giifmLzKDFwJTsybigREfVwkesMQCqGJuIHP6wdwDREXmgF5+rtJXQBksqOCTMWPN0GdflrkHfwRo9+UAj+CDeQB4RL8Ba8mPtRdHrOdoD17pJ7JnHTL2gI9Y5SEX5gTrHh4pSz8AsJirvj2OgIKMLVZYWHuxFlhHrDVcTxlzACnGw7v3JWj7E+OYAI8SlKAEJShBCUpQgv736PeBR1shgArczLBAwhKJ80i0RMW/LFP+q68r94QzlNWlp9bu1EprunRURucuyj7ldBXO/kIxU5j4xAQ+ch+bO+D35qa8Ys38+Gd123eianS8SdW63KrGvUerGRZEg0apyaAJajxgrBrZdaO+o9S47zg16TPB0m1q1u92NRswUU0HjlWzgWPsvCKmUT+sjSaoWd8JqttluGrsdoNqtvubWvYfpz2Of1BDb3xRj738mT7+aolWrNqgwiJ2mEM+yAlZo7T+732coxwCJLBDFMokiuEdd9zh4sCgeAKOsO0+QXZxQwNIwgUN5Zf54xUW6sFqAeWGmElYKVAH5X0+nwADsJYgLwGxcesiryeAKaxIUISxQEExxbqBBB9YaaB046YF754HjvCOoou1CAoyZdh5DICA++wQhTKOEu7LYDmEtQXAAbF6AAAAX7CmwMIDhRtlnXNi4rArFwo1gEfY6sj3D56wDiEeD7w+9thjv+4I5vN46xbAEoAJLEIAxLCQiY9FgxsQQAZ5kAlWI5URbk+AAVjkIFd2XkNeXmaAE4A+tBkGQeDntxBg1ogRIxywwvjQDnJGxvCIjHzwaMAED2B44hxrLIJyY+0DwOSBFazJcEOjLkApLIwAq7zrnAePkAkgIFZwgHRYqTF3OTJOgGgAMdQFABoP+nCN2xhjxHgDnmBRgwuYJ+YkFkfIj7rYNS9sBQQxZ1gTzDdkDt/Uhzy8XLDEIv5SGETjnIDa8M/8hnfmK2Vpj3oA35hrzFdfjnnLjnkATORhTTK2lPHjDQgJeMka9bJPT093boE8Y8xoi7zwR3mukQHgEeubMj4xhsgGcA2wiPVAu9SDrCmLmyRWTGFQNkHblxiLBHiUoAQlKEEJSlCCEvS/R38oeATwE7V/oy5YM25kMRcbqdQUrJKVq1T41HPaeM55yuzXV2t3a6eMXdsp++hjlff2O4qYEsEnJt+ZXjnY0aioMKLv563R0Ktf0KCj79Wue41X855j1LjncDXoPUz1+45Rg76j1LDPCDW0ew1723Xv8arXc5zq9xqrBr1Gq2Gv4S5eElZJjfvavZ6j1MTut+4/QV33u0sDDrtbBw95UBfc8KrufvwjTftooVakZ6uguMQEY0xUCAlgLlpeatLmL/E7nqy2BzEHcC8jaDGWDgA3xDlB8UTJxTWLmDEo/Li6AO6g6IfnD2AI1kPUgcIO2BHehp+6vCLLEVcm4gfhDoPigyLtCfAFEAGLEbaYhyeUbAALlGkS7WB94hVyn4hNQznqxe2IMr4cFkCUC7sf+XIeRKNOyrMbGJYagGBYUxE4HGAJKynkgQx8f3zyfYQnrDewqEFhx6oJeYbz+rYBMLCugTeOuDIhS58HAuigTRR7tkOnvsoIyy+APtpki/iwzIgbBcgB8ISbEjxCtOP7sa2EiyGWYQ888IBrIyxnxgv58RyAx/clnGgPAARemCtY4HgQkPmCSxT3kQkgHMCHH2cvY84BKnB1AwxjvHABY6wYN+YMgI3fic2X9UQfcCWDV+SF1Rbz18sFYv4id3ghwYvvE0SdgIIAK8w3+o7ckQfJz1XGDHeusJypgznBeqJ9X9aPGdZlrDfWCFZDvhzyIdg1dQK6Ui48Bhy5j1WbX3skQFwAT2Tu2/E8MjeY25QD8ANAowxrAp4BrAAMcY3DnRMXT0AMQDFkDmCLSySy8esqQdufGJMEeJSgBCUoQQlKUIIS9L9Hfyh4RLDrkvIyFWFxRMwi+2CPRuxjv4wP/qgiebkqfOct5VxymTLbdlFm6920/pDDlPPPf6rYFCQManBXC+IXEeh6x/roLIuWK2dDoT76fInu/MdMnXLZ0+q+913audc4Ne0+0gFDTfqMVFNLAEqNeo9Uvd6jVLPHcNXsdovqdLlZ9bvcpMa9R6jxgFFqOHC0GvYertYDRqv/oXfrkute1933f6DX35yjHxZlaOOmkAuPkw0JpYs4RqUqUZEdTRH7HwWPIJRZLBWwAEGB5pqEMsiReySuvULqky+Pkkkdm8vnkyfKoMRjwQN44Ik8KK3URZ2+bc7DybdDXp/C+Sjv6/D5aTPMg2/L8wtxjrKNxQWgFiADQa69qx7EkbrCbYd5QXEH9KFvvk3uc/R1+GvKIQd49HWE83H08vV98PfDifv0F1mS15chcZ82OIbL01a479tC5KVO6gPACcuYuqnTk28jPpGPFH4e5oFr6mYcmJO+XhKyDfPMM/IyRrinAX544MQT+cNleE69yIrzePL5ONIv6mcs6bOvG1545uXNfXjhSGKsvGzCffV1+77wnER+X9aX830OlyEffNCuL8PR10EK95Uj7VOGOUnd4TEj+T74cp43L3dP1A1IBNDG2uBIuQT98cS4JMCjBCUoQQlKUIISlKD/PfpjLY/sGzEaK1fEEsdYzBTAqFc6LQEgZWWpcPZs5U6YqHUnnKasMy9U4ZRpimRkuvIuKDZxk8pKXBn7NA0q3wGIb+BoaUwbcwq1bHWGPp/7sya9NVf3P/apRtw+RZfe/KJOvvQpHXjyg+q2/3h13Hei2u1zu9rufYfa7jlRHfeZqN6H3qGjzn1S51z3oq4a86pGPzBFjzz/id6eMU9zF6zW8pXZWrcuT/kFpvSZ7Ez9du3yAe7AuGipyYbd6UwBd5ZdpsT9D3+ce4UR5ZHj5pKTT0WKvxefzx89xd/jSHsoqCSvuPp825p8ma3xTgrXHW4rvn2uUYpRtsNgjCdfzuf3174/4fPw83D+cPK8c765fNz3qbLnpPg84etwG5XlJW0L+bLU5+sM1+Mp3Eb8uU8+n3/u70FefmF5htsLl+d+GAQJ18N5fArXx3U4XzwfPm+YF5778lz7e+Hk74ef+fxby7ela47x7frz8D1P4TLhcpUlX44jeekvR3+fPB7c8kAU9zyF203Q9iVkmwCPEpSgBCUoQQlKUIL+9+iPjXlk34h8r7vt/B2AZB/+JHvgYSCcByJ5m1Qy9zvlvfCKNk16VSWLlyiWn+8sj0qtbKSsxG29v8OBRw7YMp7KTdEpNwW+tEBrszbpp6VZ+mbuSs36ZKFenzxHT7zwqW57aKrG3T9dY++fqbEPfKAx983UhAdn6p7HP9Dzb8zRe7MW6KMvftJ3C1dq2aosZefmqTRqymWFG5pTktx/piSZHMpILgi5KYmufVOWjB9kbf//f0XIxqf4a5+8wumTJ869ourzhZOnyp75FF9ffPJ5fAoruZWRzxeu319TNswvKUzhe/48nMdfUwcKd/gZxLVv1ydfJpzX5ws/88k/J20uD8lTZc982hofm6Nwvi2V4158G/HXnnwd/n5lKb6svxfO81tTPHHPt+EpvoxvEwqfh/N4Ct/ziTLx86yyFKbKnpO2lcgbbm9LFM7neSX9v/bOBSluHYiiqaLYCGtjI7ARYAmshpUkmS9OX3ku6emSPY96TDKenJPcstQfWdYjVVY/29jm/Ny3Dc6L1lnFIxeMslQ8AgAAAIBlctbiUdxGxt9xk7MLbUPxtxWFYtvaXmtzIUnabTfDbrNuL17Jtw19378PP/fbaF/et3y0WdH/3X7fr2Nq+gaJXis5nqNupLcx/9X6x/BzvRpWenVjs4u+jpths9NTQ3FtEXeM+nqCJDZEWg89VRTn0MtpsRqtjBSr2dLk1x8VkHS8dqY2grbr583KcdmXY/2Uhtv1KQbHeTMt3M8bVtuzaozHyjki+6UcIzmm2nv9qRhT40yOz8p2t7PN9l7b/Ro/Za8xWTn+FB7H7frfwPbe2LY7x+RY49ismuNx3M6x6tumGEs4J9vnfB5TqnMX6udz2eZct7PN/xbsPzVft+Wv5zI5LiOb4ntji2zzv1n7nSf5vLa7L+Xx4Hzog/8qFt3e3n78lkaKRwAAAADL5szFI92s60mZdUg38LE52GmDEG399rV9SE/O6AkaRbeNQdzsx1Gffl5Fzmq7HzbasERMeMdhLwRdkwo6/iaTrklPBr1rk3J4Ta89IVSkD4e3zUy73lgPrZNWIHyS1qD5I19PN4Wh2Ua7cjej4nzjGkthb2U3bZqud4PkzaM3gW39Yq3qhtY+2atPcj/n1raV806pnq+Oobb8anuOvbgpv5Sxz2PmGPfrRtuobzkvx1SfZLvaU9dpevm2Zcmex8r2GqP2KZzjWOfnXNuyqr8X35unZb9jrNpXrMfMvjyW/dXnto650JntlvpGfcV5nBrr+OqrttwXPZ9QX+er195Tnpf6bnssU/Mca3Ke5bg6D/ngfKh45CePdNTra7l4xPoDAAAALI+zP3nUihoqFLUCR1j2YVMhqNm27btHe20yPsoecYxAlWE2kdsKMLrhV378uSRiVjFLXYuuTXNU71A8iuvU01bjvL3h1wKEwt6OB5v8Gsm/av93kWgcp112WzzlHtavFaxaya1JxafYTraxrpm8MXRf6+TNYd6UqJ03sM6ryr7a7o3Z62fNnUvKY2ZbzstUf6Xm5hjn9vKMY2qc2lW2K9abfttyjMn2OU2d2+16vlNMjWVsq8rkvv15nSxjf/6Zq7E1vhdn3LdNR8XltvMdl8fKONZxNbaqjlP9xv0cK2z7L6rzsiqyOWcupifn5Hw4D1pff/PIhSPp5ubm45tHrD8AAADA8jhz8UjoJnG8UWwt3TS+q3gSmx4VS3Qjv4+b+lb2iJvKMerQc5HFuiyOZ6Ub4tiYaN7tGseSTuuHxhAZo9++k+TM8ZrHzDG26VBEagONYb8ls4pIR2sz5o3t66W38VB/akM5tVmsfZPtHm8ut/oycz7j8U+NM7fhzfm5/Rmm8qZsvfgpm7G/FzeH4+fW4LPUcXyOzNS5HDuV45+5U/PNsXNxmd75bHO7xgifJzMXP+ernIrLY1XVedneI+dNMRdj+2fWGz6H1lXFQH/zyMUjHfX6Gh/MBgAAAFguf6B4NIVuIP/Rm8jJy+amGmCKa9x0spGGa0M/0/f39+01NT91JPm1NRcM+dkHAAAAWBZ/sXgEAAAA18br6+vw8PBwpMfHx+Ht7a0VjSwAAAAAWA4UjwAAAODL0Ktr+pi7i0S9p40oIAEAAAAsC4pHAAAA8KW4aOSji0n2WQAAAACwDCgeAQAAwJfggpHUawvbAAAAAGA5fHt5eRkQQgghhP6Pnp+fh6enp3bM7RpjZTtCCCGEELpsfbu7uxsQQgghhBBCCCGEEOqJ4hFCCCGEEEIIIYQQmtDd8Av8xoMp7vyNcwAAAABJRU5ErkJgggA=)
Ce texte a pour objectif de présenter brièvement l’enseignement explicite, une approche pédagogique à laquelle nous formons les futurs enseignants inscrits à l’Agrégation de l’enseignement secondaire supérieur à la Faculté de Psychologie et des Sciences de l’Éducation et à la Faculté Warocqué d’Économie et de Gestion de l’Université de Mons.
Selon de nombreuses recherches résumées à la suite, cette approche pédagogique est efficace, c’est-à-dire qu’elle permet au plus grand nombre d’élèves de réussir, indépendamment de leurs caractéristiques initiales (Bloom, 1979, cité par Demeuse, Crahay et Monseur, 2005). Qui plus est, elle convient aussi bien pour l’enseignement primaire que pour l’enseignement secondaire.
1. Qu’est-ce que l’enseignement explicite ?
Le terme “explicite” renvoie aux comportements visibles de l’enseignant et des élèves. Hattie (2009) utilise les termes “enseignement visible” et “apprentissage visible” pour mettre en évidence le fait que l’enseignement doit être visible et explicite pour les élèves et que l’apprentissage des élèves doit aussi être rendu visible pour l’enseignant notamment via la vérification de la compréhension des élèves.
La démarche de l’enseignement explicite consiste, pour l’enseignant, à rendre l’ensemble des dimensions de son enseignement explicites (les démarches, le curriculum, les étapes, les objectifs…), l’implicite pouvant être néfaste aux apprentissages (Gauthier, Bissonnette & Richard, 2013).
L’enseignement explicite comporte trois phases : la préparation, l’interaction avec les élèves et la consolidation (Gauthier, Bissonnette & Richard, 2013).
La phase de préparation consiste pour l’enseignant à mobiliser plusieurs stratégies, telles que préciser les objectifs d’apprentissage, identifier les idées maitresses du curriculum, déterminer les connaissances préalables nécessaires au nouvel apprentissage, planifier les dispositifs de soutien, vérifier l’alignement curriculaire, c’est-à-dire la « cohérence totale devant exister entre le curriculum prescrit, l’enseignement offert et l’évaluation des apprentissages réalisés » (Gauthier, Bissonnette & Richard, 2013, p. 297), etc.
Lors de la phase d’interaction avec les élèves, l’enseignant met en œuvre une série de stratégies dont la démarche d’enseignement explicite en trois étapes :
► le modelage, durant lequel l’enseignant démontre les apprentissages à réaliser en présentant les informations en petites unités allant en général du simple au complexe, en utilisant des exemples et des contre-exemples et en « pensant à voix haute » ;
► la pratique guidée, durant laquelle les élèves pratiquent en petits groupes et avec l’enseignant qui démontre étape par étape, vérifie la compréhension notamment via des questions posées à tous les élèves, formule des feedbacks et fournit de l’étayage jusqu’à l’obtention d’un taux de succès élevé ;
► la pratique autonome, au cours de laquelle les élèves pratiquent individuellement jusqu’au surapprentissage sous la supervision active de l’enseignant et dans différents contextes afin d’assurer le transfert des compétences acquises.
Enfin, la phase de consolidation consiste notamment à mettre en place des révisions quotidiennes, hebdomadaires et mensuelles afin de maintenir la mémorisation.
2. Comment l’enseignement explicite a-t-il été élaboré ?
Le modèle de l’enseignement explicite a été élaboré par Rosenshine et Stevens (1986) à partir de recherches sur l’enseignement efficace. Ces recherches ont été menées en deux temps.
Dans un premier temps, des chercheurs (ex. : Rosenshine & Stevens, 1986) ont réalisé de nombreuses observations dans des salles de classe afin de mettre en évidence les pratiques d’enseignement les plus et les moins efficaces. Pour ce faire, ils ont vérifié quelles pratiques produisaient les meilleurs effets sur l’apprentissage des élèves – via des tests que les élèves ont passé avant et après l’observation de l’enseignant (Rosenshine, 2008).
Dans un second temps, certaines de ces recherches observationnelles ont été complétées par des recherches expérimentales (ex. : Rosenshine & Stevens, 1986) comparant des enseignants entrainés aux pratiques efficaces (mises en évidence lors des études observationnelles) et des enseignants non entrainés (Rosenshine, 2008). Les résultats de ces recherches ont mis en évidence que les élèves des enseignants entrainés aux pratiques efficaces avaient obtenu de meilleurs résultats.
Par ailleurs, il est important de souligner que les études sur l’enseignement efficace ont été synthétisées dans des synthèses de recherches appelées méta-analyses et méga-analyses (ex. : Swanson & Hoskyn, 1998). Ces synthèses de recherche ont mis en évidence l’efficacité de l’enseignement explicite.
3. L’enseignement explicite est-il un retour à l’enseignement magistral ?
L’enseignement explicite est souvent assimilé à l’enseignement magistral alors qu’il en est très différent. Gauthier, Bissonnette et Richard (2013) mettent notamment en évidence quatre différences majeures entre l’enseignement explicite et l’enseignement magistral.
Premièrement, l’enseignement magistral prend la forme d’un monologue de la part de l’enseignant alors que l’enseignement explicite prend la forme d’un dialogue constant entre l’enseignant et les élèves notamment sous la forme de questions-réponses.
Deuxièmement, dans l’enseignement magistral, la vérification de la compréhension des élèves a lieu à la fin de la leçon, tandis que dans l’enseignement explicite, cette vérification se fait toutes les deux à trois minutes.
Troisièmement, lorsqu’ils suivent un enseignement magistral, les élèves sont passifs, ce qui n’est pas le cas lorsqu’ils suivent un enseignement explicite qui, au contraire, les sollicite constamment pour des réponses verbales, écrites, gestuelles…
Enfin, dans l’enseignement magistral, l’enseignant passe de la théorie aux exercices sans passer par une étape de pratique guidée. Dans l’enseignement explicite, les exercices sont importants (pour permettre la rétention en mémoire à long terme et l’automatisation) mais sont précédés des étapes de modelage et de pratique guidée.
Bibliographie
• Demeuse M., Crahay M., Monseur C. (2005). “Efficacité et équité dans les systèmes éducatifs. Les deux faces d’une même pièce ?”, dans Demeuse M., Baye A., Straeten M.-H., Nicaise J., Matoul A. (Ed.), Vers une école juste et efficace. 26 contributions sur les systèmes d’enseignement et de formation (pp. 391-410). Bruxelles, De Boeck.
• Gauthier C., Bissonnette S., & Richard M. (2013), Enseignement explicite et réussite des élèves. La gestion des apprentissages, Bruxelles, De Boeck.
• Hattie J. (2009), Visible Learning: A Synthesis of Over 800 Meta-Analyses Relating to Achievement, New York, Routledge.
• Rosenshine B. (2008), “Systematic Instruction”, dans Good T. L. (dir.), 21st Century Education: A Reference Handbook (pp. 235-243), California, SAGE Publications.
• Rosenshine B. & Stevens R. (1986), “Teaching Functions”, dans Wittrock M. C. (Ed.), Third Handbook of Research on Teaching (pp. 376-391), New-York, Macmillan.
• Swanson H. L. & Hosky M. (1998), “Experimental Intervention Research on Students with Learning Disabilities: a Meta-Analysis of Treatment Outcomes”, Review of Educational Research, 68 (3), (pp. 277-321)
En deux mots
Institutrice primaire de formation et titulaire d’un Master en sciences de l’éducation, Marie Bocquillon fait partie de l’équipe en charge de la formation pratique des futurs enseignants inscrits à l’Agrégation de l’Enseignement Secondaire Supérieur (AESS), à l’Université de Mons, où elle est assistante. Elle réalise une thèse portant sur la formation des enseignants et plus particulièrement sur le développement d’un outil d’observation des gestes professionnels et d’aide à l’analyse réflexive.
Enseignant de formation et titulaire d’une licence et d’un diplôme d’études approfondies en sciences de l'éducation, Antoine Derobertmasure réalise une thèse de doctorat portant sur la formation des enseignants et, plus précisément, sur le concept de réflexivité. Depuis septembre 2017, il occupe un poste de chargé de cours au sein du service de Méthodologie et Formation de l’Institut d’Administration scolaire (Université de Mons). Ses enseignements concernent principalement des aspects méthodologiques et la formation initiale des enseignants du secondaire supérieur. |