Uma nova abordagem para o ensino de ciências pode ajudar a vacinar contra a desinformação, dizem pesquisadores de Stanford
Os estudiosos de Stanford, Jonathan Osborne e Daniel Pimentel, defendem 'uma mudança fundamental' na educação científica K-12.
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ikP3e1KH9aRaJNwpQaBi7h70u7ikMA9Oz6UDFzmgGgBc8cUZyKAEzg0me/SgBC1BNADc0mRQSITxUZJxTJGE/SoXII4piIiQajb1FMljCfeo2NMzbGhsilU4OaCYslD8VIr0jREgcU8P7n60WKQ9XxT857UixwYjFPDcUhhuzSg+tBQoelD0WAXfRuIzSAN9G/igA3ZFG7mmMbu4oDjuKQgLD1pueaZI0mms4FBLIXkAFQF8k9aqwhhJFMJpkMjLc01s0zOQ1eTzUidKRKHe9OHQ0GiJV+5T/btSLQ8dQKfk7jSLRKOmacP6Uhif8tMdqcPuE0MoOwpO9Axx6ilPSgAFJk0AKOlNyc0ABPyj3FJ/Dn3oJZFuOQM96celMTIyTjrTHJ2E5pkkcnCZqM9B9KYhKhYnNBDF7ikbp+FBkz/2QD/4TmRaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyI+DQoJPHJkZjpSREYgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj4NCgkJPHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9IiIgeG1sbnM6cGhvdG9zaG9wPSJodHRwOi8vbnMuYWRvYmUuY29tL3Bob3Rvc2hvcC8xLjAvIiB4bWxuczpJcHRjNHhtcENvcmU9Imh0dHA6Ly9pcHRjLm9yZy9zdGQvSXB0YzR4bXBDb3JlLzEuMC94bWxucy8iIHhtbG5zOkdldHR5SW1hZ2VzR0lGVD0iaHR0cDovL3htcC5nZXR0eWltYWdlcy5jb20vZ2lmdC8xLjAvIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtbG5zOnBsdXM9Imh0dHA6Ly9ucy51c2VwbHVzLm9yZy9sZGYveG1wLzEuMC8iIHhtbG5zOmlwdGNFeHQ9Imh0dHA6Ly9pcHRjLm9yZy9zdGQvSXB0YzR4bXBFeHQvMjAwOC0wMi0yOS8iIHhtbG5zOnhtcFJpZ2h0cz0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3JpZ2h0cy8iIHBob3Rvc2hvcDpTb3VyY2U9ImlTdG9ja3Bob3RvIiBwaG90b3Nob3A6QXV0aG9yc1Bvc2l0aW9uPSJDb250cmlidXRvciIgcGhvdG9zaG9wOkNvcHlyaWdodEZsYWc9InRydWUiIHBob3Rvc2hvcDpDb3VudHJ5PSJVbml0ZWQgU3RhdGVzIiBJcHRjNHhtcENvcmU6Q291bnRyeUNvZGU9IlVTQSIgcGhvdG9zaG9wOkRhdGVDcmVhdGVkPSIyMDE4LTEyLTAyVDAwOjAwOjAwKzAwOjAwIiBwaG90b3Nob3A6Q3JlZGl0PSJHZXR0eSBJbWFnZXMvaVN0b2NrcGhvdG8iIEdldHR5SW1hZ2VzR0lGVDpEbHJlZj0icUN2VlVPRTFYeHVTcUhvQloreU5nZz09IiBwaG90b3Nob3A6SGVhZGxpbmU9IkZhY3QgYW5kIGZha2UgY29uZnVzaW9uIiBwaG90b3Nob3A6VVJMPSJodHRwczovL3d3dy5nZXR0eWltYWdlcy5jb20iIEdldHR5SW1hZ2VzR0lGVDpJbWFnZVJhbms9IjMiIHBob3Rvc2hvcDpJbnN0cnVjdGlvbnM9Ik5vdCBSZWxlYXNlZCAoTlIpICIgR2V0dHlJbWFnZXNHSUZUOkFzc2V0SUQ9IjExMjg3NzQ2ODAiIGRjOnRpdGxlPSIxMTI4Nzc0NjgwIiB4bXBSaWdodHM6V2ViU3RhdGVtZW50PSJodHRwczovL3d3dy5nZXR0eWltYWdlcy5jb20vZXVsYT91dG1fbWVkaXVtPW9yZ2FuaWMmYW1wO3V0bV9zb3VyY2U9Z29vZ2xlJmFtcDt1dG1fY2FtcGFpZ249aXB0Y3VybCI+DQoJCQk8ZGM6c3ViamVjdD48cmRmOkJhZz48cmRmOmxpPmNvbmZ1c2lvbjwvcmRmOmxpPjxyZGY6bGk+aW1pdGF0aW9uPC9yZGY6bGk+PHJkZjpsaT50ZXh0PC9yZGY6bGk+PHJkZjpsaT5zeW1ib2w8L3JkZjpsaT48cmRmOmxpPnNpbmdsZSB3b3JkPC9yZGY6bGk+PHJkZjpsaT53b29kIC0gbWF0ZXJpYWw8L3JkZjpsaT48cmRmOmxpPnRydXN0PC9yZGY6bGk+PHJkZjpsaT5ob25lc3R5PC9yZGY6bGk+PHJkZjpsaT5uZXdzIGV2ZW50PC9yZGY6bGk+PHJkZjpsaT50ZW1wbGF0ZTwvcmRmOmxpPjxyZGY6bGk+aW5mb3JtYXRpb24gbWVkaXVtPC9yZGY6bGk+PHJkZjpsaT5jYW5kaWQ8L3JkZjpsaT48cmRmOmxpPndoaXRlIGNvbGxhciBjcmltZTwvcmRmOmxpPjxyZGY6bGk+YXJ0aWZpY2lhbDwvcmRmOmxpPjxyZGY6bGk+Y3ViZSBzaGFwZTwvcmRmOmxpPjxyZGY6bGk+YmxvY2sgc2hhcGU8L3JkZjpsaT48cmRmOmxpPmZvcmdlcnk8L3JkZjpsaT48L3JkZjpCYWc+PC9kYzpzdWJqZWN0PjxkYzpjcmVhdG9yPjxyZGY6U2VxPjxyZGY6bGk+S2VuaXNoaXJvdGllPC9yZGY6bGk+PC9yZGY6U2VxPjwvZGM6Y3JlYXRvcj48ZGM6ZGVzY3JpcHRpb24+PHJkZjpBbHQ+PHJkZjpsaSB4bWw6bGFuZz0ieC1kZWZhdWx0Ij5Db25mdXNpb24gYmV0d2VlbiBmYWN0IGFuZCBmYWtlIG5ld3MgdXNpbmcgd29vZGVuIGN1YmVzPC9yZGY6bGk+PC9yZGY6QWx0PjwvZGM6ZGVzY3JpcHRpb24+DQoJCQk8cGx1czpMaWNlbnNvcj48cmRmOlNlcT48cmRmOmxpIHJkZjpwYXJzZVR5cGU9IlJlc291cmNlIj48cGx1czpMaWNlbnNvclVSTD5odHRwczovL3d3dy5nZXR0eWltYWdlcy5jb20vZGV0YWlsLzExMjg3NzQ2ODA/dXRtX21lZGl1bT1vcmdhbmljJmFtcDt1dG1fc291cmNlPWdvb2dsZSZhbXA7dXRtX2NhbXBhaWduPWlwdGN1cmw8L3BsdXM6TGljZW5zb3JVUkw+PC9yZGY6bGk+PC9yZGY6U2VxPjwvcGx1czpMaWNlbnNvcj4NCgkJPC9yZGY6RGVzY3JpcHRpb24+DQoJCTxyZGY6RGVzY3JpcHRpb24geG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIj48eG1wOkNyZWF0b3JUb29sPldpbmRvd3MgUGhvdG8gRWRpdG9yIDEwLjAuMTAwMTEuMTYzODQ8L3htcDpDcmVhdG9yVG9vbD48L3JkZjpEZXNjcmlwdGlvbj48L3JkZjpSREY+DQo8L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgI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Mrjc7EduKlZcr8pZfXvSRx/NjKjj0NBQ194XKnt0OOlM2N8o6KOeKtbNwbK8Y424qPaAPl3r6gd6BIgYruwWyffgCnMhLA8kg/wnmhoyGz79wM0rwoM7d2T68gfhQNkDRhmIYnbnrjnFKFj2hiB/vYAFWRCp5OQcdFHeqzRsQdqcjn60JiWug14xtzhmJOBz0qNcM2G6/TNSFfl5fBPr29qaAcZ2/TjrVBbQZ93eSmGz9TURWTzOc4xkhTVkbm+Q7R64HWnND03DdjjrgflQPYpR/Jln4Hp0qbyYypPmBh1AxxSzW46fd289ePyp32UD5goyvI3AincrQjljThRJlvfrUfkr86hc/RiT0681Y8neu5tgx2z1p3lg4YhSP7o5zSC+hVWHCjIwRjOD0NM293dcKf4hwKseU0I3DcRn07U8qxxxx0+bv8AnTuMrCML8zKqr/ezz9cUxmQKxjO1u5yamaHcpLZz6Y6/l/jTFtzHk/Me+G4GP60E+ZDHLgA4O3P8P86jZx8wbdn1JwRViOENndsZh0TAH/16DbnkoA2P4hnFMCs0i7d33Bx3z+IoQK/OW34xuXr9KlaP5m8x0XHvz+FII3VcKSeO2Pz5piIhu4I+734wfzoaENiLJweq5ojWR8qRuJ7scZ9+DVlYSoBxk557D8KVxalBbdxnPQcZkNI0Qk4QYGM8c81fljDYZ+fxGDiq7QxYJUqj9upP/wBancpa6kCR7lClQg+go2R5ztIbrgev8qmjXs0vzdAM801ozGeEwe5/DvTvqD3IZJCBtCBkB6AgAfpTTIs2YyqgduSMe2aeVBUsq/N9QAKaq+Z8vDZOTzz7cU7i0IGjPbcFzxkfypJN0TNj5XPAKnn6VJcL5bEBR9WOCfpULL8h459V6/nVEEGMYI3R59jTSrjaTtCjgEnmn5aQH92q7Rzk8nnrUMimUhj074bj8O1UgEk+Vc7mY44Df54qFYxtDOqjv0z+FStHhvmYnsd3P86B7rkZwOTTuibkEjbtu1fbOTkj+lDKZF2qhJx6YH55p5jXeSQMexzTpP4uOB+lUIrsvl7Pl+b2H8hTZJvqvPRhzVjbu3EIBj+PPNNZVj2khix54GcUEshkxKvH3gOeeT71EXQLgl1HbaKmONpxjaT9wqQajMnUDdjqOAOfqRTIGSMjRkbd2f4sVA21cku2Mcjoaklk+YfNtbHHYU5ozFGGkbBfoxIzj6VXQlqxUUGZQMbR69Tioiy9CpyPxPXrVuPZIcqRt7HOSfeoGji80KCqD3bgVRJFJMW4LbvpnIqvIob5VZiehL5/OrXljfhSNuc9etQTR+Y37tyecjn9KaJIpAdp3Pub1b+dR7VLHnAxyASR9SKtJb4Rs9T3Zv09qjaNo+Ad3bb296Zm+xVdtjgJjZ1YA1H8827+HPQ5xipJdyj5AhPYEcfjUfKwl1Usw45GRj86ZDHSuY23Yzg8c81KnzRqTnJzn5c/jTfMDDcScDoSOakbnuM9ewpAh6KoXYu0NjJweDU0Kucn0HXNQQush+QkY6LipFkQLlyMAZ+YfpSNF2JWUtn5Ng9f8mn7wvyEnJ6ccmo7dk42llJO5Sw6exqdX2yBWHbOCTikWSGKTaRy27gjHP1zSiN1jG7LxntnOKDIjRN8mPZhxTdyxsvXpzjipVy4kzK/GeccblzgVPHyOV+Xu2Mk8d6jjmDLjbkE9TyakEix5ILEHjHT86kYKoAO0b/Xb2qZQxwW3HPGPSo1mUhgBt4GCOn50qqAwyyt7Nkfr60irE+4LwnysOMNkfjTizN1xkjhlPIpquhJBA9csacVMis2M8fdJ6+1SFhynYBll54PbNSxuqphVG4cnoQKrxoqjKqN393HarUUhUgqmU9CueKRfQV5SSMDd65J4+gqePcNpA6Hjsf1pi+Xxj5cdMDBp6hz26dPWoYEofdHyN7DoOpzmpoctyRhvTuKij3s2HUKR1wT+dTRKysAXIP1xU+Q+hPjAX7oz0DdfwNSxMrcDg59OKaq7sqWLflirEPytsXgDnO0ZrN7DtoAR8/eVcdM+npVmGEbFIJJ9jTFVmlBboONuMfjVtUx04A9MfnWdxkDMRkDb6Hg1KqsqjAJY9vw/WpVV25yAv8Ad7ClVSSQMfL1wTikMi8rcuc7TngHP5VJGPLVhlfQADmpUjCgcZPbPOKc6fMBu5Iyc8fqKLjIOOqtjjpjGaJo24H3c+45qZVAyMn2560cs5AX9OKLgVNrcMBwv61J5jMq7+HPTPUCpJI/LI2gqcd/WmKrRk7tvPIDDNMdgjkdVxt3fUdasLMQvCqf95QajjMsihVz+HH4U7y3jbb0x6HjNAWTJUj8xTg4OfTr+NOdAhYEbT/n2psavt3kMR1ySf61Jt2jKnHtnI/KlcYwRnjhm/3j/KlSE5AEbAdDtp657DI6ipQTgZGMdMGlcNSFUUHkZ9AaRof4hluOnQe1Sld3O7g0EfKfXtzRcZXbIZcx4wMGmtHtb/Yb07+/NWFj+Y5LYz0xTjb7VAB4xwBTDQg/dBSuW561GyfMBtzVnylZsY3H271E0YbIKg9ByTimSVmeSNgVfGDkN0INRlpJOM5LZI6k5qVl2sNwIXpleKY8YjAbBOfftTDQ2vDHgXXPGE7w6JpVxqEsYDSi3QEID0JJ6ZrqX/Z9+IBk/wCRYuxkAghkx/6FXrH7GZ+XxMfl25hOfpuFfTG0NwpXd+PFbwp8yvc/G8/42xuU5jUwdGnFqNtXe+qT6Ndz4RX9nfx+qg/8Ixc59RLGMH/vqj/hnf4gNGxHhq5JHZmQ5/8AHq+5NZ1S08P6Pf6rfXAisbOCS5nk2k7Y0Usxx34B4r5kT9vPS7j99p/w88VX9mzHy7mNU2yDOM8AjPtk1qsPc+c/4iPmX/PqH3S/+SPMZf2ffiDGEz4UvHPYoqED8mo/4UH4/ViP+ET1Becj5Ux+rV7L4V/ba0HXvFWlaNqnhDX/AAwupTraw3t+i+V5jEBQeAcEkDIzjPSvo/yyGIOAwOCMdPah0LaXKXiPmLX8GH/k3/yR8Dv8A/iAXKt4U1Eds7Fx+YaoG+Avj6PKjwnqnoCYs/1r7D+LHxu8JfBbSftPiPUljupF3Q6bbgPdT/7qZ4X/AGmwB614sv7d9o21o/hl4sdDyrKi4Ydj93pij6v5lf8AEScwWjow/wDJv8zyaP4B+PpGIXwjqYBHXygv6ZpjfALx+uQvhHUhjk/ul5/I16zJ+3lYQRma7+G/iq3t4/vzSBAqD1JKgfqK+jPBvi7TfH/hXSfEWkTO+m6lAJ4DIgVwDkEMOxBBBHtQ6FhrxIzC/wDBh/5N/mfCE3wR8c2h2v4S1XA5yLcn+VczrWi6h4aufsup2Nxp119/yLqFo3wehwe1fpifl/iwuc8Yr5W/bQtl/tHw1eFFO6GaLccZ4ZWwPzP51nOHKr3PpuH+NsRm+YU8FXpRSlfVN9E319D5m8nzC5YgccfLn+fSrel6Le6xcJa6baXGoTnJEEMJckd+FycVSZQykHbnsrfzr6H/AGN2H/CVa9HuVWazTkDnh+lZxvJ2P0LOsxllOAq4yMeZx6erS/U8oh+D/jGZdw8J6qV6gLbOuPwIzUv/AApfxqy5j8K6pu64+ykD9a/QIwYzuk59hTfs4GcynP0Fb+x8z8c/4iPjelCP4/5n5/8A/Cj/AB9I2f8AhFNTPf8A1P8A9enR/AXx1Ku9fCuonv8ANGAfpya9n+Jnxm+Jt58btR+Hvw603SHn02zS6kfVAu+cFUZmUswUKPMUADk8mqx1T9qfd/yB/C35w/8Axyr+r+Zm/EjH7KhD/wAm/wAzyeL9n3x7J9/wvdjHTeI1H57qc37O/j2QbT4ZuCAcjLRkY/76r1X+1P2p+n9jeFz+MP8A8cpp1L9qZcAaL4X46DMP/wAco+r+Zm/EbMntRh90v/kjyd/2efH0S/u/C14exJMZ/IbqZ/wzp8Qgpx4bvFHUcxgn1/jr1v8AtX9qbvonhbH1h/8AjlXvhd8afiHa/Ga3+HvxL0jSbe81Cxa8tJtPABXarMASrFWBCOPUED1o9jpuL/iI2Y7eyh90v/kjxb/hmr4g8geG5jn+Jp4gf/Q6af2Y/iJtLf8ACPZHYtdQ8fhvr72zH2jH/ARSLMB91SKXJ5ifiHmnSnD7pf8AyR+YHiLw7f8AhvU7jTdTtjZ31u22WGYHI4zxjqMd6z5PmXGCDjjYMivf/wBsTRYrH4h2eoKjKL2xUllP8SMV/ltrwbzD8vOwdfmyMf8A16zTZ+3ZTj3mWApYtqzkrv16/iVWUHJPQDuQDTtyhQNu4gZO0nildVXnLFupKkkfnUfl7l3biVz0z3+tWeroIzrwMh+ec89vWmtH8yv5W5ecn+Rp8scDbMRqpzweRg/XNRuqRrt2Bzj1PH4CmTcPk4C5PHrTLiMyBc4T1JPOP0o8xVcA7hx8oHIpJtzAbgSew4xTE9yEqytncQh7+v40ryBVWQlSemM9R/WkdyvDcH06fnUPlqvzI6bc+nFUDQk0IDFmXDHr8oOB7cVXkYRt0DNnHXJ/IVK53NlRlsdckn6U3GVK5IOO/wD+qqRINcExkg7i3AxgcVTlAOT0z1z/AIVOx2r94AAeuKqj/XBwcZGM8mq2IfcFbZtVihHpikaZjnn67vT2FMeNmwMLs69MChkZHwFz75/pTIY3cdvIC57L1qBmTkHk5x1Jx7ZNPmL7m3u2c9ABj+tIVICkHHGPlamZsiZUaQ7jgjnrx+VRSRLH0QN6e1Kbck7idwxyWbjHtTHV1DMMNtxxgDP+NUSxVYyErhmAGdw7fQ1PGntnqcYH86riRtxIYFj0Xk8VIkpaQBwvyjhiM/h1qR2JkUKzDbzn73pS5fzF+Qgg43Kv9DTWk+bIk3rkZ/hH61Ivy53Ngdu+aRauJ8p/1h5bjdj5v/rVYhkRJAmCI+25eh96jdQyjGcEdc4zTVJ2LlhIPTnIpmqehdSY5wQJB3z0H4H8Kes27kblAPTng+wqrtMbFh94Y69qswN5nzbxnryKhjLC2/n4KnaFIJwec1NsVGx/ERx3B96gjz83Qtkcf/Wp8bmPcCoXvwcfSoYiUENuBII65qVnDMvyKI1HDKBwfpVfYw+fbuDH7wHHqKnLBs5Cqw9sflSLJz5XykZzjltuKfujbn5ixx2FRx/OqAnceh96nb7vAUn0yT/OpAbGoOPlGBnvjn3qdmXaAY9oHAUDIqBXPJLBRj0xn6U/zCiqdy/NxnP9KRdmTqB8rrzkcAnb+vf8qQSN5gyOM/dLE0wsF48tSCeQDj8akkJXmT5UzgKp/rSGi0shkHDEnsM/nViJVLLhTuwRgjIqqjBfmxtH+10FdF4X8J614wvHttJ06bUJV+ZlgXdtzxWb0MqlWnRi51JJJdXoihH8/ZuOFzxV+KHbgMGJ6jnmu0h+Avjlfm/4R+6A3YO6RF/MZrTh+BvjbbhvD0+f9l4//iqxlc87+2ct/wCgmH/gUf8AM8/8sEqfmV/frmpltwVxjOefpXocfwJ8a7CyeHp8L/EJEP4fe/SgfBPxmnJ0Ccg4GS8ef/Qqzd+w/wC2ct/6CYf+Bx/zPPhG3XblcYJNOaIfwHdgc8V3zfBnxl0/saZSOSGljH/s1PT4IeMiA39iSbWOAzTRY/8AQqnXsP8AtnLd3iYf+Bx/zOBih9SCTx1xUhhKdSQM5I6/jXff8KP8aZwdGb1P+kRdPX71SL8DfGS7QdH2hjxuuovy+9RZ9if7ayv/AKCqf/gcf8zzsDzM/u1bnk4609lK46cdBivQW+B3i4ZU6XGDnAzdR9f++qmT4B+MflP9mRnOTk3UYH/oVNX7E/25lS/5iYf+BR/zPMZE5znj3pkkJZVLdf7vQgV2fiD4X+JvC8bSalpc0MQzyrK4/QniuJnZlZlUNgDOMgZHoKrU9OhiqGKjz4eaku6af5D8/McgsuOcniprdRt3DGO3XFWPB/h258aa9a6RZER3VwTseViEUAZySOe3pXsdn+zD4iEbCXVNLUqduC79fwWqs27I87G51l+WzVLF1lCT1s+x46kbMMsu7t24p6xhecAE9a9kj/Zr17cQNY0sAdXLSbfx+Shf2adaVl3appZJ6LmUEj/vmp5Jdjzv9asl/wCgmP4/5HjXEfP+BqRkwnqM9+B0969kP7MutEFo9U01QuR/y0/+J/zip0/Zd1raEGuaSzY3EFpB16fw0uWXRCfFeS/9BMfx/wAjxFYyuDnrT/LkZSdoOe/pXtx/Zb1vy9v9taOMehl/+JqWP9lvWY2KPrelbs8EeYT+q1Xs59iHxbkn/QTH8f8AI8LjxGxLc8cDPApCxkB+U4X9K9xk/Zl1VWVTr2lhzwFWOY5/8doh/Zb1OXrr2mRuR90pJ6Zx0o5JXtYP9bck3eIX4/5HhgUMuM85qN1MR6KpPr1r3s/st3qoMeItPzj5i0cmB+QNYXi39nHVfDug3upvqVlPDbLvby94YjPGMjAo5JLdGlPizJaslCOJV36/qjxaSZV3EZJGf9Wc81VWYKxQEsvcH+XSpbwGGYxyBo2U7WDeo7Yqv5wdSvBX6UH1yta59N/sbSiS48SRgYTbC3yn3avp1YhHlkbr2Pevln9i6QjWNfjI5eFCCDkcE/419YcycfLwOtd1LWKP5X4093Pa/wD27/6Sjk/iTp/9pfDfxZZk5+0aTdp+JhfFeWfsL6ib79nPRY/Mb/R7y8hxvIx+934/8fr3XULVr6xuoNoxNC8XT+8pH9a+a/8Agn9cE/B/WLEkD7FrsyYPoY4z/Q10L4T4Z7oq/t7BrPwz4B1hmz9g8Qq24knGU3f+06Txd+1F4j+K2uXPhT4J6O+o3W4i48SXUe2C3BP30DDao9Hk6/woa9t+MHwf0n406Dpui67czw6da36XzrakK8u1GXZuP3Qd/JHPHHrVjT5/A3wdt9H8K211o/heO8k8qw03zFiedyOuCdzEn+JjyeM5qtLbC1ueW/Cn9kbRvDOqHxN45vW8eeMpmEsl1fhpYIn9URsmRgf4n6dlFbPxh/au8KfCub+ybNn8UeKc+VHpOmvu2P0CyuuQv+4Mt/s12fxj8Ba18RPAeoaLoXie68LahLyt1bDasuAcxSEfMEbuUIP1GQflj9mvWPDn7Pvji58JfETwzB4a8XyyH7L4nuD5scyMeFDt8saE9JE4bo2DQve1YbHU2XwW+J/7SF/Dq/xY1i48M+GNwlt/C2m5jcjtuXnYf9p9z+gWvqHw14X0vwf4f07RNItFs9NsYRBbwx5+RB069TnOT3JzWkuJBhWByM7h0PuPrUgjZm++cA88frUt3KWgzy1VfoOPl6V86ftoWKyeE9AvVHzQ3rxltvUNHnH5rX0cF3d25P0rxH9rXT2ufha8qqd1tewyH8cr/wCzVlV+Bn1PC9X2OdYaX95L79P1PiPzO4YBe64617p+yfcm38evHgZntpEwOM4AP9K8Q2s2cvuOT3yB9eK9c/Znk+y/EjSyVwZXkjC7sgkxt/UVx0/iR/Q3GH/IkrryX5o+0/m/ufoaRVc5+TB+lT+XK/PQdR81N8l9uC2Pqa7z+VLny94ujfwv+3d4PvNvlx6/ozWrdAGYJKn80T8q+nRbvIVGQucAc4618x/tcRnw18Tvgx4sDbfsurm1kf0UyRNz+Bf9a+n5LfYzLuB2k8/jVvZEp6s/P3VP20PihputalYS3XhuB7O6ltmE1iVJKOVP8XtVb/htr4l8j+0vC3/gI3/xVfRnjrxX+z54W8XanpviXTtBi16KXfdrLozSOXcB9xYIQxIYHOe9YP8Aws39mDvZeHcd/wDiRv8A/G6vTsRr3PEv+G3viYoGNQ8Lf+AZ/wDiq6T4F634l/aC+P8AoPi3WtX0NJvDVuxeHT/3c80R3gAR85G6TBboBx3Fekn4nfsv4x9h8O59Rob/APxuuG8E+IvBV5+2V4Zuvhytu2hXmlS21zDY2rQRxyeXJvYqVHHyxkn6U/RB6s+yvLVc5LEfhTWVO27H1qYsvB8s56dDTdzNn91j8KwsbXPmz9s7Q0uPDOg6mkbK8F28DOOfldMgfmtfIUke3rlz3IyTX3v+05o0mrfCHWHFvh7UxXKsD02uATj6E18GrGiOQVBwPoa5npJo/o7gPE+1yj2d/gk199n+pWky3ysr/L3Ixj3qDcV3BXJY8kdj+Jq3IisowrKDn5R0x7mq+1ofmXaF7N2po/RkMtwfmzuO3r8p/OluJNg3AYP6mopG3HrnHU9j+FG1d3D5+gpkPe42RvOxuBA9iT+lMDK3y8+/TH1qXzFXJ2sMD7wNQM6rxuyD69//AK9VcL9wdS2ckMc8egpjSHcg2/d6Mp4HvTzGG4A3f7bHp71WLCNcliO496aYr9B/nNIzjpkdjgk1W7kFXOeTtPSn73yWxu29scfpUC/vGYELn34//XVIWojMQuzAXP401tgX5WbOeM4/pSyKCSoG0Y596i5RSzNke/8APFWSyK4yGL7wT/eIOQPSo1YsMouOeuTU8bpCTlsse0vJND4PBPYkjHHPemQ+xFcTGRdvUjrtJ/nUDqOAcbBwOCcVLOoaMgJ97k8dcVGodWIZmAPUj+dMh7Cb/mYqw4PGe3t9aryScjccrzgD+tPkb7wVmIP3uQ341H52CWVSCO2DTIsSfPGGKosmeMlsEGnBhI3zD6AnNI8akZAA4yPT6fWkUum0bG9dwPFIFqWFHy5y2OnT+lOGGUYXLE4FOVmMZyx3559aR2eT5nzvI7HH41I15k3lhVzhcYzjimQxrtyCG5yBj8xTF3fLtOc9RnNCoZMNuVh0POf5UGqLiRFSeDknhs/0/wAacrbpGHzMo43Ec/SocFJNwO1j0BPP4VKrBl3Fzgcbe4qWVcnhVAq8Bf8AaOfxqVVbIweP7ueGqu23aSCVXPVf89anVVVcjaW9wakZK25sbo95XptFDuFQAg5x/F/Ko03c5BAPc/0qWNQoABz2K7uRmkabE0OFxtbg8bS3AqzHvVm3AHPA+Y5qisbREY59s8fnUyEK/XPvuJ5/+vUsT1LMn7xs7do6AZzT9q+YFJQnGBnr/KogxbaADjPQ4OKnVo5GG0NvPcr836HgVI7htwu1FIOMbQetSwyP91hlsfeJwTTFjOCCu0jp2P8AOkjTPIBznB9B9aCh6xzRuGMmSvXn19OK+jP2S4zNceILgq8uBCueRgZbNfPMcbeZ8gbGcZPSvpH9ktYVHiNpW3sPJGM8cbs9f881DPiONJNZHX/7d/8ASke+r9nt2dgFjSQ5JZhnpzj6/wBKsrIpAGVdDgMdwAPHX2NTQyW21tgWQ/d2quCPw/KkVYfP6ZcngrgZ6nB4+tVbQ/mC41pljbIKArx8pzj3xTPOG1tymTcBnoTj9P8A69VfEHifTPCWk3mra1cQWOm2q5lup+AqkgYPHOTgYGSSa8zj/bC+FG4BvEe1lGD/AKBOV+n3OlUotiuerxsrbiqF8ZAG0tjvkn8KkSb5WcQ72I6Rgjj15/pXkP8Aw138J4SzJ4n+Zjk7LK4BPvynNTL+2F8Kl/5mZn5zu+xXH/xFPkfUOY9cS4iYI23957qMj6ihrhJNx2q208sECkH3z2ryZf2w/hQrbP8AhKP3Z6/6BcDHoPuVveEP2gvAHxG1xdL8P+I45tUYGWO3MEkTTADLBd6jcQOcDnGaHF2EpanczBWk3vGWDcxuIw2OO3HWrEd9tyBHMo3fxJx6Y9uael0UU/w5GRximR3KjDIu1uqheM8cf59qjRPcrfoeNftKX13Z6bok9o7wr50kjHOGbCjjHp7V80eJNaXVNSlm8pInbDOkKhVz6gDivfv2qozNaaLcSTusfmsvleZlfu5yq9j/AJ7V8xXV4V1IYbKMi9O1ZSP2DgOpKGJ5L6NP8z1b9nF41+LGls7+WuybBZT12HHevtBbiXzMJ5Wxvlyv5jO4ntXxh+zkz/8AC29LaItJKsUzdwSAh+uK+0pEk67GYscg9cev1H+Na0jyPEJ/8K8f8C/ORKweMN5jx56bWb09gORSSXaOuCU5OF4wAR6Gq3lfL9zA2kFMZ96etouAptYlH91kwf1ro16H5h6j1mZOHZZHLbgwODnnAp39prtK8OPQAnnPP400wxxNj7Mqp/s8Annj/PrXhnxG/a40XwF40vvDVj4b1bxHeafhb46aq+XHIQCVJAJJGRk4wDx2os3oh6dT3QSQkb4xJIuR8uSc8/hUkl2I4/8AVSEZGPMXbj2r5hb9t63UFm+HHiiLaOWC4xjnJO2vc/hh8RtJ+Lngy08SaS0/2ad2ikhuf9bFIh+eNjnGRkEEE5BBp8so9BXTOnjk3MytbrnPyruPHP0/zmn5lyxxblOwxzj8DUiv8y4JYqOMDpUtv+5jJ8rYOp2uAOvfFCQr2KEys6hldl29NsmO3Qc1yPxat4m+GuvyMZDMlszDLE8ZHOMn6137K+4AeUXY/d38n0rjfjBOq/DHxMiXEZc22PLQ5xyuefbNTKJ0YeX72HqvzPhC7uRealdmRt8gkYYx15pm5UXLbuRwGNZhuP8AicXoz/y1ftnvVmSYMvIYr7AfrXns/s/Bz5sNT9F+R9N/sUp5niDXCCQBApPy/e+bpX13tLcbGIr46/YhmLeKdbjAfa1qCNwH94dq+yFjO4Evn6V3UfgR/MXGj/4Xa/8A27/6ShI4g0i7lyNwBzx3r5W/YbQ2Nx8V9HK4+x+IeF9ATKv/ALIK+rDwwwSff0r47Xwp8ZPgV8VviBf+DPBVv4r0bxLffbY7hpQQi7ncLgSKVYGRgcjHAIrpS0aPhr6nuH7Sni/Wfh78FfEmv+H5VtdVtFh8qaSNZPLVpURiFPGQGJGeM814d4B/Y70n4pfDePxX4q8T6trHirxJZR3sWpNJkWbMNygqTmXHQ5IGM7QvWmfELxJ+0N8UPBOreFNQ+EttaWmqxCB7iGUK8eHDAgtMR1XqeK+lvg/4RvPAfwp8KeHtSkSTUNN0+K3uHhfKbwMkA9wM4z3xT+FC3Z8+fDf45eJPgP4lh+HHxjyLYjZpPipiXikj6L5j4+ZBwN5+ZOjjGDXvXxM+E/hr4y+Gf7K1+zS7gYb7W8gI863JHDxSYPX8VYdc1e+JHwx8P/FjwzPoXiO0F3ZyHdHIp2y28naSNv4WH5Hocjivm7QdF+Pf7OzXHhjw3o0HxG8KI+7TLmeTDW6f3NokVk905XPKkZxU76od7aFTSfGHjv8AY11a20Lxitx4s+GE0ohsdat1LS2QPRME8Y/55McH+Bu1fWXhjxNpPjPQ7XWND1G31PS7pN8N1btuVh3B9CD1U4I7ivmLWPiX+0D4i0u603U/ghpd/p90hjntrgl45FPZlM/NWP2N/hP46+H3ibxTqOvaO/hTw7fxKLfQ3uvOHn7wQ6jcxAVQy7mOTuA5xmqa0uK59UGM56qT7DivLP2k7EXHwe8RgLv8uJJR7ESLzXqe4Z6fgc1xnxp08ah8K/FUCLhjp0xHHopb+lYT1gz1srq+xx9Cp2nF/ij84JMLnIb33HgfjXpHwHvn0/x5oUofy/8AT41LsuBg5H9a8nkuWwQpG3qQCa7H4S3wj161lJ5iu4XYk/7Q/wAK4afxo/pniyV8nqr0/NH6Nrt2gb2P0xSfL/tE+maVWLNkSE5/uqMU6TvmRv8AgPeu9H8rnzf+3lpIuvgnb6lDGfN0nV7e4Dddu4OmfzK1734d1SLXvDuk6lGm5byzhuQSeu+NW/rXM/Gv4ev8UvhX4g8MW8vkXd9CPs8s5JRZUdXTdgdMrjjpmvCfDdl+1B4T8P6dodjpHhmWy063S0had4Xcog2qSxkGTgDnArTdWJ2ZB8dPgL481v45XvjHwn4a8Pa7YXVhDDJFrzwvF5qpsYmJyOQFXDe5rmf+FO/Gfv8AC/4Yj/tzs/8A4uvQBqX7VfX+xPCR+vk//HaadV/apA/5AvhEfhB/8cqtSdDz8/B34z/9Ew+GOfazs/8A4urum+Hvj78Nre/1bS/BPgHRxFbvLcTadbWqyGJFLMPlfceFzgdeK7Iat+1VjjSPCePbyP8A45UdzfftT3lvLBLo3hNkljaN1/c8qwIP/LT3NF35Boer/AH4oT/GD4X6V4luIY7W9maSC5htwfLEkbbSVzyARhsHpnrXftG7csGb6CvLP2YfhPrHwd+Fseh65cQSahLeS3jw2z744A4UBA38RwuSemT7V6uY+pL8E1m/I0TMDxr4e/4SLwfrOnNvAurOWLhuclDj9cV+ZsuYZirAq3fLHIPua/U/y4xyX6Hn/CvzR+JVmPDvjzxHppQgWt/Mi7lyNu8kfoRXPNWZ+0eHOKfNiMO/7rX4p/ocy7HbwwIPXAyM1Vl4wzFuPRcc1KLoOzcd+nAA+nFRzFt2SgCscEg8j6VJ+3jDC3MjM/zckknA/Cl+VQrFmBxwN2c1GY/LOQPbkc0MAzdd3Hr0pieo1lRtzBTsPv3/AAqLdtwCfl7blwKmXzPuoNpPpzSSRk5LsC44yTkUyNFoVmxtYA5XqCQRzUXllsHgMecYyR7VYkxhmynHVjz+VRcbihO4N1weRTQDVj3SFBuP0P8ASq8iQxkozt8pxgc8+lTsqKDhCp6HacfiTUG0Sx4X8y2P5VaFchVQzEpG3fGeKJIZ1ZQw2BhkYGc+3tUq2qg7DuXnrnIH0GKGDHPGBnls4/HmqJe5XZShYquRjn39KJFHlkgpvx0B4/lVjcFDbMADqduDUTjfGQnUHJwuB9c07ktlCUyArk57cHbg+9J5kjNkKcY4x0wKlaRCNuFX6DvUUijP3Cc8DBI/SrIZXkVhKWbdkexokkCkiMMCeAc4zTmAYjJZfYGoZAkTMP8AVEjsaDN6lrcuP3ZBx/s8E+mKVt+5M8oB94D9DVZZA0aqOSB1BAwakhkOFRsg4/zxSEvItLvxvQbV7YPP1x6U/wCZgdwHoDimLIqkEkg44J4x+GKY0xbnO7kjkkc1Ja1Za+8hVOO+DxTPJO7qycc9ORSJOdihsZ7cd6euTySo+n8s0kXEcpIjIMhc/wB0en1qxG4WQK55xkeh9DmoF2FCCm05H3mxUykRth1J3cgUmWSB2GOcjofm7VOoCtv3Ng44qNG29dwzzz0+lTRbZAQ67R1yD/SoHdjuGYjAwPqaWNS3y7dpPPA59jSfu1Ujdk5qRTkgIchf7p/SlqUrkq5wAcjj7u7I/CpI1MkuVxuxyFGDUCmReG+Ydjk8VMNxI+ZgOoy3X2oLLKNtXJ2g91ZcVO0gkUZfB/2eevrVJGLQkAsOeoPP605W3Hh3bHPTJ6VAralyM+ZGw3ICMnOO341IrwbTuQuv8OW+VW9cVViVtwyxI9Aen61P5bKo2ydenof8aQ/Ieqh5BkH6jHFfQ/7KcjH/AISIqMGMQkMnXq3X2r50aXywB949C2Ov4V9Hfsf3TRt4mKqqDEHQA5+/zntUPc+H40l/wi1l/h/9KR9EqzM33SOOMoM+/apfmZNrW0x6htzDHTpnr/8ArxTY7+Rm25dSrfeIC/j/ACqdb+Rco8idf4WB+tXo+p/MWp4H+2h58PwF1AK7bPt1qSA2TjeSAT168+2K7jwf8H/BV74Q0G4fwV4fuJH0+2eSaTT4tzsYlJJO3qTkkn9a4r9tXUN3wF1APKjyNf2vJbk/M1eweBrst4J8OpjA/sy0BZSMf6lK0ulBak212Mh/gr4EXLSeAtBwRhvL0+Hjn0Kj8x0oj+DHgdengTw+B6SadFyPY7eTXjHxu8ZfEO8+Pui+CfB/i6Tw6l9pizDzAPJEg81mZvkY8hAPyqZvhl+0IF+b4uWDqTgnYxAz/wBsaLdeYPkezf8ACkfBKssq+B/D7AZ4bS4MN/47XhfxI8IaZ4R/aq+EMOhaRYaMswZ5I7GBYA773XcwUDtx9KvR/DD9oKb5R8WrFT2yGBPvnyaveC/2f/Hdx8TtB8W/ELxpDrsmiFhaR26MHLEEgbtqgLli3GSSMcVSsuond9D6M8iZUaRiikDnaT835j8KPsckjIBJsGM4ZT/Xv7ioEvNsqLln9uuQe9T+dKzKxXaATjzBkfy4rHRlangn7W0clroWhA7Xje4kO4YGTtGeM9a+UbqZV1BHADFolyxz27Yr6o/a6YW/hnRX8optupA247v4ev8A9avj7UtQEd6gByoUANjBIyaza0P1LgmfLjF6M98/Zfumk+LenHzdgWCcq8nT7nIx2r7Ya6SEFXlhwufmZgcn+gr4E/ZcuEuPjBpiSMGRoZwRIxUY2HuOlfeG6NZNqJsXBAVTxx25HbNaUna55/Hj9pmsX/cX5stC+hh4eVMN0KL+ORgU9bqKNiCzAbSRhCRjPUcfQ4qpBsChEKhc8Ykz79/xpVU+YVVs87cODycZyOfzro5mfnHKjH8bePLDwT4R1nxBclvL0y1kuGRwRuKj5Ewf7zYH414z+xj4eutO8C6r4z1BJZNc8VXr3bTbgGMKs2O/RnMjf981m/tfavdeJpPB3wv0gONQ8SX6S3GMErAjbVzjtu3Pz2jr6J0HRLfw7oun6PYJ5em2UEdtCrKFKqoCrjA9s/nT15fUNLlttQe4jKBGmiYHIZz8y9wR0NfMHwDnn+DPx+8bfC+bZFpupMdU0kyAlcbdwAHvGSPrDXuXw9+JumfE5dcOnFiNH1SfTZMtkOY/uvwOjjJH0rxz9sDQ7zwzc+DPino8f/Ex8N3kUVyV/jhZtyA8dN25ee0tOK1aYOx9Is1zudEkaI9yCo9OVGKZHhcFfNxtPzK7MCD759aboF9aeI9D03V9PkDWd7bJdW7KCcK4DKOT6Grawl4SDL8ueI2PA/L3qeUd0VRbxNIGACNn7wxyD3ya5P4vKkfwz8RFZQhW2LbCuSQSPTgH3ruo41T5R8hHHsevAJri/jZsk+F/iMbgFW1ZgFJPccf57g0nHQ2ov97H1R+dlxME1a8ZskGVsE49avJdGSPBH14wBXO3U/l6pcjd/wAtG5znvVuO6BUBcZ6ZIya4ZI/r7AVf9np+i/I+l/2QPF1p4X8Qaxd3iyPC0Kxnywuck5HXHpX1e3xp8P7hiG6K+u0fyzXwx+z6bedtZju4lkiIQFc8g84I969fm8rCkIgUdAzc4roptxirH85cZWlndd+n/pKPohvjR4eVTiG63YxjYP8AGkHxq0Bsn7PdAdsqP8a+dGuI0YcKFJP3m6fpSi5jbtlem5Cx/pV80u58VZdj6Hk+NXh3aW8u5445VTx69aI/jX4a2swS5U/7g/xr5zF1GVYeXJj/AIF/hTRMzKT5YWPu7MQPzqeeRXKj6M/4Xd4fYHZFc59dox/Oll+Nugbv9VdN0HCL+Pevmd9Vt/OCLfWSHpgTqW/nV3y/OQsS0q+oB2n8cU+aYe6fRC/HLw/nBgul/wCAr/jTZPjxoCcxwXTeowOK+eVhjXGY0AznhTSrA27ajMq9gART/edwvDsfQn/C+NF/isrwN/tBRj8zWR40+Mei6x4Q1i2WK6UzWc0edgYDMbDkjoK8T8krjPA9xz/KqmvlLfw/qJaVl/0eTBVgCfkPHPWk/aW1ZtQcPawsuqPlWa8BUKGbptO3gV13w1ulVpnGVZZkI4449a8tuL75ckdu/wDSu2+Fd0srXCh8HeB9elZUo+8j+keKqt8pqL0/NH35H8fraO3hVNNaV9ig7pQmTjntUUn7QIGV/siNces59q8VZUbah4HGS3B6e9QzbI+MoQOB5ikj8cCtfe7n80trse2N8e5sc6fahSO85yPwom/aGiEISPSV83GCTNwxrxlj5iHakSepWPB/AY6VXZmVgpO9uuFQZ+nSnr3FfyPZP+Gh7jduXSbdUAxjzHyf0qnN+0TqC7mGm2qj+HczZryZop5WxsKAf3kGfyp622yQEmQN/efkn6cUvefUfMkeor+0Jq8iqV0yyC5zmRmH9ajb4+a3IcraWYXPDcn+vNeatbvJJlVYnHUqM/nT1jk+6DuyedwGfrxTUX3YnPyPSG+OutyY/wBFsQRychsD/wAep0fx01tc5s7CQeoVu/415t5LH5QRI4/hVBkfh2FMbzI1y5XDf8s1Q5/Grsu4lJnqkfxv1Xnz9PtDHjB8vgg/XNfHnxi1hNe+JXiC+OU8653/ACHA+6B/Sva/MZWyxUEdMjFfO3ju8MvjTWGCjH2hgMj04rGS1R+q+Hq/2+rL+5+qMoNtzhlYZ+8Wzih1Rh8rF2P8OBUfnN1U4b12jA+lSKQXOQp92PINM/oOLItuxcoc8en86PPJwAMjscCpWU7z86hehC//AFulQzRlV2k5ycHrTG7DWywLDk+pBFNaN2Y4jZ/9rpn2oX5mGN54wfmqNY23EsxA6dM80yBGD7hlxjvyPyFJOTHID8xPYA9aDGqSbiFbnHSiTbwASBzwMgLTERFizY2ZYc8j/Ipok3sd+1m+mBj8e1PVdkgDHJz1zzn6VHMzMyhVUDrljyTVIPJCElGZienTa2c1FJIxYDAQ+/P50sjMqEcH6qajbJVSRkbvuqelWQxnnKkfzYLZ7EmmtMf4X3Dvnge1PPlMwVYuSODjv9aiWNpJCG4Zjx8tMgi8uVmzIVKc5IHHvgU149rFVl+Ven+RTmxC4Xd/SkZjtA2Ec5HJJpkSIGR4z80fz9eCOQe596bK4UBgvzHA3e3vSzbtgUl8k/SqrQN5gfjnpkg/nzVImw+A+Sx+aRyODxmrILclfmDDB45P1qJQV2u6kndySe9TLIJFHz43dDn9KlmYu5ozjheM5WnRxMuS7BuOwB4pVVcfe8z/AHeBQqrv449MDgfnUmqLdvjyyBgYHO7J/wD1UjqCwzwO/U5pAxUghcnOARgn8u1OdSqhu4PORzUlRBYwxw6jDdcnIqQxozBG28fe2jp6UyNtoJxnOOSe3pU0bbir56dM9PpQaXsSQxB1ZsOMHBJYH8qd5hjP3iD06dKVTnO7JzS/dwAMDpj1qRodGwYAZXn1FPaMychwOecDpTV37i4OBjAwB/On+ZJHnDqe2/tikWP8luSHGOg3Z6+1WN3yhNoz6jPFQQyCQEkZPfBxUyjbltmRjnbyTUjuxY5tjcOVJPI64+tSRy4kO6TJ9AKrkBljCuM9T/CBVnaY9w+/wB04NDLsSQsVYsoBHUZNTbi+Sxzx0xnioFfbuHXPQ4A/KnbwY254brzUEt2GtMBkAFew5NfSH7HX7z/hKFQKxX7O23kk4318zPJ5fO3gdQcEV9JfsbzXG7xQY0bYVg3MrD/ax8pzmpfQ+B4zlfJq1v7v/pSPpwmMRqPsO1j3U8HJ/wA/SlXbHlxbRrnqCOP88CiOSZVAMKuG6Ecn8eKckkilFSNRGxwCxPPsCPbNXofzOeI/tqMW+AeoL9nCIL61J+UAfePAr1/wTHLJ4J8NsLaLK6Xa4beM/wCoTj/9deM/tpwSL8Br8l1Km+tGChs4+Zvz5Fev+CUuG8E+HlWceWunWpIxgjMCYHTkVr9hXI6ni3xu+G3xJvPjZpXjrwTFpyvp+nLapNqE6KA58xWBU9fleoI5/wBp5m2K/hNmjO0keTx3x0r1Xx58ZfB3w71SPTPEfiW303UJIFnW3ktpW/dkkBsopB5B/KsGL9qr4W7greOLRUz1+y3HAx/1z55p80uwWXc4hm/ajUOS3hXHUjEIP8q7/wDZu+L2tfF/wBc6hrEdra6rY3z2UxtYisU2FUhguflOGwQDjj3xVa6/aj+F7RYPjqzkLKc4tLjk44P+rxXHfsKwTt8L/EUqyjy5ddkKbk4YCJMkH9PajXld1YWl1qfSbLNMpBkVif8AYypHfp+tEMVxHK2JwyHBPy+3+fY1BIkhJP2jeuPu7QOR3yaekUzYUM0WATyF6+uc1l1uWfP37aTQWngvRixJn+1SFfLUAE7Bw3PSviC8uA1whBwyrzkZ+uK+1f20U8nwjphd23NO20NgjATkcdev6V8MTXO24ULzxx7VD2P0XhCXLil6M91/ZN1RbX4zaY8zGNTBOARGW3ZQ9h/kV+gsMKvG7mL5JBwHXn/PNfnp+x9cyH45aOFCyM0FyDvPAHlGv0MeSaRg0hi+YjaSSR+frVUzk4zlzZkn/dX5seu2ONNqIDtOCqk8du3+c0sZJblN3PzA9B74I/Cq7SXDMy+fCzf7vQdwOe/XmvLf2m/iFJ8Ovg9rN/Be+Xf3qf2daeWm3LyghmHPVU3N+ArZauyPgrHnPwRc/Fz9onxp8SWj3aPov/Eq0nghRkFAynpnywzfWWvZfjp44/4Vv8LfEOvhliuYbYw25P8AHPINkXfsW3fgayf2c/hyfhz8H9C0uZZI7+4QXt7GAP8AXSYYg+6rsX/gNefftfeBfG3xBtfD+jeFfD95rWmwytfahIbiNI3kA2xxkM6/wlycDuO9XpKXkLZHnX7Jlxqvwn+KWn+HNdxDZ+NNHhv7QSE4835miJ/2iokU+5FfX/jbwjp/jTwXrXhy8lRoNStpLfcXA2lhlWX3VgDz6V8feOvCfx2+IOteF9Wf4aWumX/h2VZLKTTZ4lO0FWCHfOflGwdPU+tfZ0PmXFvazTWItJpkVmgdRmJiuShIJGQcjinO/wAQoroeE/sZ+MJrzwPqvgbV/k1jwpetbMrD5hCznbx/syCRfoVr6GMxGWWM5xksx9fUAV8t+PZV+Cf7WGg+Khut/DvjKP7DqDBdqpOSqlj9G8mT8Wr6fKPEvllSrn5Sytkhvp/SiT6oEiRZJpGLAwlM45DMf/1/4VxfxigMnwv8SvLPJKBZs23ZgZyOvP8A9auzUFSAchv7pOCT/s/l0rh/jJsi+FviZlGUNmxKtnOcjkD+lZvY6KP8SPqj80byb/iaXWCSvmtgn60+O4/i3fiRVHUZQmqXYxuO9jjHPWo1aNUDDOR7/rmuex/VGBqf7PT9F+R71+zpM1xc6woI4EZIyckYPFe3MIsgeUrnHc14N+zE0N1d64sttHdwqI2MUhwOp75B/Lnivf8AzvLbCjgdFzkAVpFLqfgXF0m84rP0/wDSURfLuP7vB69FORSNtC7y+xfvH5wuP/rU/wC1yZOcrjn5cjFeI/H7xjq+u6tpXw38PTldS1nDX0wb/U25z8pI5AIDM3+yMfxVrFJs+M1IvFXxz1fxVrsvhv4ZaeNXvlOJ9WlG63h5xuXPGM/xtwewNQwfs1634sxceOPHep39w3L2tlkRr7Atx+SivVPAXhHTPh34dh0nSEUIgzNNt/eTv0LuR1J9OgHArhfHn7QB0zxG/hvwlpMvirxCuVkjty3lQsOqkryxHfGAO5q1LW0Qs+pR/wCGRPAartaXWS/9/wC1IMH/AL4xVO4/Zv1zwjH9q8CeONSsp0+YWV8x8p/RcrlfzQikm8cfHDS4WvbzwPYXFog3PBbvulC98bZGbP0B+ld/8MfitpXxU0ea5tBLZ39oQl3YTuu+Jj0IOOVODzjsQQDT5pJXFZHL/Df42XsniQeD/HemrofidcJDMq4hu/QY6Bj2IJVu2DxXsSNGufmkwM/d3f0NeU/tBeAovGfgi4vbZG/tzR0N5aTQjD7V5dAR2IGR/tKDXQfB/wAaTePvh7o2rySP9reMw3LRjgyodrHj14b/AIFUNpq6Hbudr5kXZXPc4Df41neLZH/4RHWTCsmRZTHqQfuH1Bq42VAIZiffiue+ID+X4F1+VwshjspWBUn5TsODwe35Vk2dmFjetBea/M+LGuiYwCxz2XNeh/B+cSTS5AJeUAA9uOv1/wAa8wkk2qfmycY+U4r0L4JSBdQEboZA9woBB6dDSpr3kfvHE1Zyy2a9D6kiJj2BjvJxnDDI9uKfsmcFhbjI6bpAmQOp65q3HaQtGMdfQIFH16/zpfsCqMkoHU8Edf507Nn4BdHg37SU1/M3hDw/BqE9nb6vqXlXC2jFSVyijJzk4Lk46ZAof9kfSY2wPFWulSfVF/mK3Pj54H8Q65e+Fta8OWkep3ei3LTGzeQIWyUZSCSMjKYIyDisdvGnxv5YeBLM5/vSZ6+/nVutErMi+pH/AMMo6OmR/wAJVr4743x4qQfso6Sqjb4r8Rf9/EH5cVJ4L+MHji6+Jth4U8TaDp2lPcQvPII1Z5NgRipB3kcla9pkkbk/NyM8g9AKfNKIrJniTfso6Wv+s8T+IkP+0yc/pVTUv2X9G0/T7q7HirXgIIHlG5oznapOOntWb4f+NHxQ8ZQ3NzoHhTTb+0hnaFpY8r8w5AOZAc4I9qv6j4s+NOoafd2kvgeyjS6iaFmDqCAylSR+9680/e7hZHQfs2a1qOtfC61e/vZrlobuaGF5XLMsY2kDJPIBJ/D6V6gzEpyMg9+a4f4K+E7zwF8PbDR9S2x6gryTTIo3Khds7dw6kDGccda7d5tm3IUgng7M/r/hWUrXZcQREkAyjNnjrx9a+a/FEgbxRqrbmYm5kAyP9o96+lI3RmQlk5bHX9OK+W9enZtcvzuwr3Mh5OeCx6DrWL3P13w+X7+vLyX5sdGp/usMDg4HT2qXcVzxyBnk8VAqjb8u0Y7sT071OjKMosgA9jjFB+7xkLtLxkrtI6kinqx8s7ev94tjNLtjWM5OGHIwOPzzmoeYyT8oPUdP8aDZ6kTM3mEsRgHr3Pv9ahZjzs3EcA1bWQsBuUAnoR0qGRmWQqZMAe36cVRJWZTkCQcdx607AUckAA9KGbDZQbj2J4zTGmEmcsfm6ZXgH04qtbCfYJFCsDuGTwSTzj2xUdwyAnHbrz+tG7eo+cZ6btuD+WOlJuwwAZd3+7k0yBu08AjJ7tk5P51HI4Rhg/UKOPanyIXZcncOvIzVdowD8pJ9hx+ZJqkIVj5igfcIzzjp+FRS/wAZYZcDBLHH49KlYHawViNoyWzwR/Wo1jkA6ttPO4HH4U0QQxkKwAIOerYOaN+4ncseM8DBJzSSfu23x7iw+YEtnPtRFGrhndxnsFGB+NWRLa5FIyLux8w+uMH1qu4DcK3z+xz+NTNGp3udwPqQTkU1lXcHSNsjjPPNNGZICu0A7lx05psuSwBABPBwCRTPJXlN+CT90/y61IZPJXChU444B/8Ar1BMRzxKh3A4YDGB/OnRSGNgRux3bGfwqNJBIVb5s565JpzK8bEBmbIzux60Gi7FlbwMxVsrj2x+JqfaisSD/wAC6CqcYXqy429Rjj8asL8zEBvmA/hPGP61LLJFWSSbnjB57Yqz/tA/NjgAVXRWbaQxZsdMVPDGZH2syp1G5jtFQO41WdSSnJ64wRVjzFZQWAZ84yFzUaxkBiFz2J4zSiNjkmJcn160M0uWF8vcQGYDoM/1qSOP5sgq7c4xk1BGskuSUOV44py7o+Nh2t1INSCJmtzGeFyTwMr+nWpPLbJAygHYEgGmuxCgr+XFWIZfMXkYbqc9DSLGeTubgY74yDU0cax42krjsT/SkQo7EngdvlLDNPkZVUAkMQecrj8aRQrSHblGXgcjA5qq7fMfveoA5qZpEUn0POSORVW4cyYy/PYdDSIbEkmKjOSfbpn619I/sbs6t4l2dP3BI25z9/H0718zPIVG3ODjn/8AX3r6T/YvmbzPFBjYRov2ctITwPv9PwqJH5/xi/8AhHrf9u/+lI+oYftLSbkDlW5XKhcZ6dqkdplABt3Tqp6cEc4PqKU3QTYWkXIG3c2OeeB/Op4pxKrAyBxypwwAH1A9Ku3S5/NnnY8C/bPaR/gNqLPCyA6hbbeQf4j17ivZfAsgk8D+GyIiP+JZajcw44hT3ryL9tK6MnwHvkJ5W+tQDnj7zdD9K9d8FyK3gjw7udv+QbbALnH/ACxTHT+daWtBE9T54+J2h2Xij9s3wnpes6bb6lZSaOfMtbgB45MJOwJB98H2Ir2VfgD8Og3zeCNDTuT9mUqf0ryrxVIkn7cXgv7wVdGbHzk5PlXFfSTTFSAhZsc8g7senTmiV9LMEcEvwG+G6MFbwRoIwM/NbgHb64xz+BrsNF0228P6TDp2l2drptjGv7m3tYVSNe5wFGBzz71dMkxct8yqDwHHX/AUrSBCxDct8zEnJ/PH86z1YxPMuPky6OSAGZVP51YaSRD/AKzcoI6jHt+f1qBZgz78oQPVtq49fr2qbzJm4SNk+XPzKT+I7UIbPnj9sq4ePwjYRTQRkNJIY9r5+bYOT/Svge4lZpuTuGP6197/ALZ0iy+D9OhCqbg3DybUTBC7CMn1/lX5/wB3MEuE5Y/KOx6Zo6H3nC0uXFL0Z7j+yLdY+OGisSqL5FyTuXIGIyc/n3r9GLcKVZy24McFowdpPXoc/nX5x/sayyD4/aIVjEzrb3JAJwAPKNfpG3lIu5I1D/xInIPrj3qoR1OXi2V8wX+Ffmw2uASWXLEgseB+fY+3tXzB8XFPxr/ab8J+A0ZZ9G8Nr/aWqbFOzfhWKt/wERJ/20Ir6P8AE2uWXhbw/qms3u6Czsbd7mVjyCqKTj8cYHua8H/Y58P3Wr6b4p+Jeshm1bxVqEnlvIeRCjktj2MhI+kYroit2fEH0RDIsfmSSzABQcyLxjGSfbjn8K42P43fDplRz480MsvcXyDI+melc1+1X4+PgH4K63JAdl9qmNLtNh+fMgPmEepEYfoO4rn/AIb/ALIHgG38B6B/wkvhwX+tvaJLeyPcTIfMZdxUKrADbkLjH8NEYq12Jy10PRT8bvhvHv8A+K50baTwFvUG3HXAzWz4a+IHhvxdLNFoPiPT9bniCyTLZ3KyGNTxk4PAOP6VwX/DJ/wf2nPhOJAOeby4z9P9Zwa8l1zw7pH7M37SHhHUNCt30/wb4ltzplzCrOyRyEhTkvkj5jE/Xj5qdo9B69T1r9qrwBJ8RPg7q8dvEz6npR/tKz5y+Y1PmIPcoX/IVtfADx8fij8J9B1p54zdrCLW8Ges8fyOSPRvlb/gVd6srRzRr5DPyRJHIRg9iCB2618yfAOWb4OftCeNfhrIqw6ZqZOq6OrtkDjcApHrGSv1hpL3lYHoz6kEeYyMnYDuBQA9xyCeetcZ8bGH/CpfFPyhSbN+FPuO/p+fWuwLO8YWSRRkg7Rj9cd64f41Rqvwo8TfvGI+wvtwSd3tnPAqHojaj/Ej6o/L/UJC2pXII48xunXrUW4KOGZaNQbGoXXKg+Y3BJqLceDng/wiuc/pzCS/cU/Rfke1fszyJ/autcFPkiI2pu5yeo/r719Bm4OT+5B9i4/pXzz+zGYm17WkmjkeMwISsZIYfMeQQDj3+tfRbKn8Ma493IOKs/DeKP8Aka1fl/6SiOOeUsALfBJwMOOPfp0rwr4Is3i/4r+P/GMyLIUuP7PtTId21ckED/gEaj8TXu1wzR28sojYbUYjDHsMivFP2RYWbwDq0gB8yTVZC7Lkn/Vp/jVxi+VnyLep6B8UPF8vhH4e69rMKCK4t7YrCc9JXIRD07Fgfwrl/wBnTwXB4V+HljqEkatqmtKLy4uG5dlYkoueuAOfqxNN/amkK/BzUlDMxNzbBuO2/P8AhXoHghI4fBfh9UKBBp1uFye3lLjpT5fdFfU0k+8Sr498DOa8R8XfDXxv4f8AilfeJ/AbaekerW4juVuXAEcnG5ihGDkqGBGeSeOa928wbusYHpXK+Ifiv4R8J6smmar4gs7G8ddwhYsdgPQsQpC596UdNgZ5o3wZ+JXi5dvib4jSW8Dgh7XTA+MdxwEX9DXqHw9+HNl8OfC8OiWDzTRI7SyTTP8ANI7HliAAB2GB6Vt6bqlhr1uLjTby11KE8iW3mEi/+O5q1hwBlUPf1puV9GGo37CgXls+xY5/lXKfFjT8fDXxJOkKjZZSfvftOOMdAmeT+FdZuk4GwLnnhTXFfGq4mtfhb4iZohtNr5YfI7so6Yz3rGXKz0MDzPFUl/eX5o+KJGOPlXJz2r0L4NSH+1lj3bG85cfj/WvOpG2nqevQV2vwZuB/wlaRMNwaSNmXGcjOMVpDc/aOIFzZdP5fmfaXzYYvG0m3G4xnbnijd+7bFrcY658x8L6CoVAXgyZI5H7uQfqOnamtsVflkWQZLH76n8yaLn4UFw20ArFOD6eYQBz6YwRTCq4OQQc9HY0x3XA/u+pJH4gUkrKqNxuxzwARRcZ4gsq3H7WbuXLfZdH55Ix+6HH/AI9Xs+oXnk6dezhmISCRyc5HCk+vtXivhV1uv2pPFs4CkW+nBM9QDthH+NeqeLrtYfCmuzH5BHYzkFVGP9U3ark9UiV1PNf2UY2X4Z3Eu7mXUpmwxwCAiD+Yr2LzNuPMO4f7L5/CvJf2Z4hD8IdP3bAZLq4fLcfxgD+VerfddRlNoGSzAH9M0pP3mEdhWmyOvPbcwPH5U1rmVlCAhh25x/IUm1WZtpi3E85wv9aRT5bbcLlv4getSURyMG3YYk4xsVh/hXyzdTb76dxwGkZjtJz1NfU07D7PNL5pQKjNmPHoepr5PyDKThlbPWo+0fsXh+v94l/h/U0IVwcMGAIPQ81PDlXBI34I+RjkcVQjm3cZ5zkDHWrasW4kcDA43Cg/a4ss7drfdwB0wMgfjTvI84liFUEZzimxSDaRvBHYg8U7cVfO/wAwnjHU0zpTuhstrt4IwR78+3FRJGI2U8N14wP51JLMC2AjD/ez0pjbvLJWMHJ+6CaaDpqRM2WyV+buAOKhJBkLbQp77hipmjK/eXbx19qgeMM24y7QvIyOvFWAjReXJJlvvjk9/wAKjkhZcbCefVcin/M0fBIHT5R19+tRLuXcNvGP4uc0WIYrRnaBtXf32+tQyRYGG647E1MrbFYA7wewwFqHzg7NgcDoOTj8aZmwk2RxjHCkc7jnntxUL7VyAQqt0wDUrMG+bBz3aq8nOQzYLZwqk5//AF0yGEjRKpIcLx1Y1WeNWfP3m6YPSjaN7IHI9Sef/rU2UBnO05YcE7eKuwiNgysfvKOzA4/SkkYMu5Mn03dc1HO3dTlz0O0Dioz5juFxkD+KqIZYTM0ilipbqGqVwytw+Rjpj/PFQhZATtbPYccUsU8vm/Pnd/ez196jzIj3JlBZRtLf8CNWBAWY5K4PI2kH+VRLIA27YpX+vvSqSzHlQ3UqOAaRaJNvXB+fP97GPzqyjDb97aTz0xg9xUEau+HO1j3yKkUMsmcBV55z/Sk9TTce0zKQoOcnjBzUy+Zu5LDPYmq4kKuCjlQTg8Zq2zLjBUAdfU/manbYq3YeuV68nHrmnK7SfdVmPqDgioonEjJ1XBx/nFWGxH91uDyPTNSV5D9hblizccFsGhIQ8igbwxGeDkH2x0pqFt3zHb64H/1+Pyp8bGR9u7c3pjmlqUiQJ5ajnn3Ix+lSr8ylf5DGfyFRqoXp8xJz06fhT/nXAYnOehIIqRjvOEaLjc5z1xkHNKcDJG5s8/PQzeZja6qcdNvQ1Esfyk5z69s0FCfMvRSe+3OOO1RtKGjI+XHfJyDT/Ly23cSD0+btULBgpAHyeo4oMJEM2FIGQeM9a+mf2KbdbiTxQpUBwbcqRnOcPXzDOu7tx9a+kf2L2eG+8SOsJkULApc5bbkvyQP4fftUu3U+B4w1yit8v/SkfVa2Cswd2c7uWYxj8O3XtSx2MYAcI4PHbg8/So1mMjAMwU5Ocb8jpUjTQpG5CrMD1yzZH51SsfzhqeXftP8Aw71Tx58INV0zQYZrrUUnhuVs1HzSKjncFPA3bTnGecV55o/x0+Juj6Lp+mf8Ka1ib7LAlt5n78FtiKoJHlcdK+l4Z7cqS0KoQOOT8vGcj1JoaULIzFRJxkKGw2BwMYHTpVcytYmzufNHgLR/G/xM/aK0fxxrngm98Jafpdg9u63RdQ52SKgUuqliTJ2HAXrX1NHaIE/18pZlGT5zL+BqlNcJKFzgDIDK0hIY+hz0ol1CBmIzGNwbKpISQe54FEpRYWZO2mxMo3tI23qjTHaT/wDXqRbC2mbc3AP3lLHOQOnoeM1SW9jO0lXEgI+YFueepyOlWJZk3ZQoi4yPMzgfX1pe7uP3h7WNssfyiLbjB3Dj+f6U6O1iUoS8RCdt+D9MbuPwql9qTzDmFXLcDY3y8+vI6VJHcRxuMRrkE5LZwMcAZB5/WpvELM8L/bC8iPwPYsm7zZLlvuSZBxGeD+dfntqbf6UAQBtH17mv0F/a5mkvPCNqph2nz2Td5pZQdh+VQfYA5Ffn1qkZa+bcSBjtxVK3Lofc8M3WJV+zPaf2MZha/HzRmKjH2e6B3E8fuj096/SDy5rjDfaFLp8vEeQvt19DX5s/sczCH9oDw9tGC0VwoOdp/wBU3pX6TYWP5w2HIP3seuefwoW5zcVf7+n/AHV+bOM+NPgm9+JHwv1nw3Z6gLK6vo1WKRwQm5HV9r4BO1tuOOmc14n4c8F/tK+E9B0/R9K1Lw3a6bp8K29tCrRHCDvnZknJyT3zmvqMfu2TJGT3YEn8xUhboo+8w4K4wfTgnvW0dNz4tny9bfA34sfE3xp4auvifq2k3OgaHdfa/s1k4JmYEEoVVRy20DcegzjOa+oJLeIyAkMzZ74yM9wSfehlG4YUkjoc8gdPWmbWePeHwMHqM/h/jSeoFhYhF8u3enBb5QFPGP6fpXmX7RHwef4xeAZNFs5I7PVredbywuJWygkUFWUkcgFSRkZxwccV6V5L26j5923n5lyW9s49KerGSGQbvmxjDDbj0PtQtAPmWDQP2obO3jT+1PC+2NQgLmIsRjGSdnOQKZ4f+B/xd8VfF7wr4v8AH2oaLGmgyBkk0vb58qAlhEVUDIJJ5J4BbHWvpoG2jYOXxuOCm8hvT19R2pJHUnMbBwPlLcgk56H3zVcyQWuTRQ4xhGYrztBwGJ9K4341SrH8JfFhQ7D9gYdee3p1rrxnhjHiLdkShsfUdfX/AArgvju5tPhF4jYKIj9m28rzlmGRnpjrU3NqS/eR9UfmFf7W1K4BbcfMYjkVXVlT2PqvFO1D95qFznqHPGOOtQ/KykZyR071gf0thH+4h6L8j2v9l+Z/+En1hUmVB9lQ/NkqRvORx396+kGkzjLoR3wor5i/ZjVm8U6sqI0zNaqdq4GQH56/WvpwRMVbfBHGy+pyQffHFao/EuKv+RpU9F+SHtcQpjftYcfwjmvBP2dfJ8O+JPHngy73rPY35uoY8gBo8lCT6jHln8RXvEcZ4OYiOn+sH9a8R+N/hbUfBviux+JnhqGO4ns1Eeq2auCJoQMbyB22/K2OmFbsa1jZqx8e9Dv/AIteEB43+G+t6PaoDdzQh7aMjkyIwdV/EjH41yXwE+J2m+IvCWn6De3Edn4h0yMWctndPsdwnyqyg9eAAR1BFd14F8caT8Q9Dj1LRJvMTgS2rsDJbsf4XUDj69CORXP+PPgN4U+IN419qVg1rqUn37qwkETv7sMFWPuRmjRLlYeaN3xh440LwJpsl/q1/BCiKdlvndLMf7qKOST+Q74rx34R/DuD4nTeIvGvjDSILmLW5cWNrMjYjiB++hHIGAqAjqFJ711Wgfsr+C9Fvku5oLrWGUgpHqFwpjJz3UKNw9jkV6feyW2h6dJc3M9vp1laoC8jMkaRIB6gYAHoKnZWiPfc+dvi18FPDPwz8N3nijQdX1TQLyJlWC3t52ZZJGbAUNwwHU9TwK9o+GU+pX3w78Pz628kuqTWiPO7KQzZ5UtgdSu0n3rx+Sa6/aW+IVtHDHMvgHQpd8kkh2m7k/HuwAGP4UyTy1fRX2eZVxhlQDAVMAfT6U5XtZjW5EyJjjI54wrVw3xwuVg+FPiEYbc0IUHO3kuvY13n2eReCrDt8xzXn3x+Qw/CfXJPljyIwdyAE5kXgHqP5VzM9XLlfGUV/ej+aPjdmIJwBz1rrvg3MYviBarnhtuefRxXGs4YAAD8+CPeun+EU3l/EnSEPziXcmMcdQce/Srjufs+cLmwFVeR9sJN3aR2PPGePxFLujmYgLI7N2WpvIYn5UZFzg5TH4daiezldm2oowR98Fce+albH4RpcbtnhcERTAdcFc5/SmvM/JZZQSehjPX86sLZXSr/AK6EZ5X5jn6dactnPcMFJkww5wwyP6CmSeE/DEC6/aG+JU5DP5arGMKT/Ggxyf8AZr0L4o3htPhr4pdlMZXTZ+oIxlSB+PNcD8DLJb/4pfFK6cnH24IP3uD/AK2Xr6/dFdv8coI7T4SeKZFLH/RNikyA4y6j+tatPmXyIurGH+z7sh+EOgIWG5lmkwULHmV/8K9FMjYAEbEYwGjRR+n4VzfwThjs/hH4VQpHl7ISHkk/MzH+tdtHhcMvy/3Wzg/lmlLd6jvoZqwyMQ3lhBn7zDnHrUf2OXBRpPlbpsGP6GtSTDjG6M/7x/zionYqNgzIR/d7Dvxmpdh3Zkatp5t9Hvn86QFbeVtzHAGEJJxXyfFKOPnPYY619WeLpg3hPWVYs2bOZsZxt+Q85/pXyfbx7iMjKd6zVrux+1cAq1GvJ91+TNCD99giQg5x96rkeFbmQZ6EgZ/AVQjZTnA256c8fnVlJCuMAD35H4+9UfsEWWYw8jKAWZSeCwwM1Kbh42CmMKx4LbR/Sq+11U7nOW4J5xTo1+XJfIYcnPUUHVHXckaYTY29fftTHkbYwJBXPAUHGfzpfKAGQMbvVhyPXnrTWhLOxCIPTb3/ACqkaDPMYJk/MOvzCmyMrKGVFI654HNOlT5SCyBu5Y9KjZ2XBR0z0zimiCFcKdu0KTzjIpsqLIpBcBjx7D1qR23dXy5PLZBNR8tL8zFvQLjH1qgfcRYfmJGM9RgYH4VHNudgMYIGQT/KlZVDfJlueRk5BpJN0eM5AXjO7rQZMhXKcMffp2+lIYy5wQFGSduakkIkjPzHrzuH8qqbg/3V2he/SmjPcjuQewzH0HOaiKgt8qOwHTPFTbzwO44y39BTAZGyFYDJz97vViKkiszBGRUC5wXOSfoKauY0wDkMec8n6VZmjMSnam5u7Ag/WoFUEOSGA/uqR196q+hD1RIqg7Tj6kNUqYyxG0DoFJ/rUcK7flXcO5zz+Ip8cYZlB2jJ6cZqSEyRZNrFQh9cY/Sp1VWXJHPoVxiq2Y4y2GyP9kYP51LHIrtjfsGeS3OKk19Cwq5U4BznjDYqdW6YHfJ45NVAwVjITnPVh0H4U+NwzD5jn34P4VLQyVR5k3XJ7cVMobdh13Lng9v/AK9RMAxyoBx17UqqGYbX+TuDjr+NI03Jt2Gx5bIP93g1KsgZyuCyj+Jf60xV+U4kJHTBBx+lOj2blyCB+P8Ak0i00SIxQnAY8fjihiVYhcDIz17UqvhsDlT2JHFSKhRQY1QhT+JpFId80hV2/ec88kH9afu8sAN8vY9KZu3KVK4HvTo9q8ZA49KQxrTFdrqOCcE85qYlFwQQO47mmqCwUgMq46io2KszkDBI5YCgLj3IOOreq5qvLIV3bhge3OPyp+4sysQW4xn/AD1qOXasm0cnoCTgUjnloV5mk2nK/L6qf1xXqXwB+LWl/C7UdUbWEuHt7xIwGtxnBUtyfwNeVXLAfKdpP86zryRWXAXt03ZpOKkfP5ng6WPw8sNW+GXbfe59t3H7XnwugjknuLvUIkRd5YWb7xx1yO/0rGtf24vgfCw3eJ9YmVvvedYStnnPOAK+GtbYPZypuBBUjbj2rxC8ja1uZIzxg8Vapp7n5DmXDeFwkl7OUrPu/wDgH6ur+3p8FLdTt1y+cFiSg06Xn3JIqBf+CgHwZCSIL/Uk3KeRZOMnp2/nX5Sbsj3+tLuNVyI8X+x8P3f3n6un9vv4KQkBtS1CYHgkaa3HvyOalj/4KE/BlY/+QlqCNjp/ZjYP5Divyd3H1o3f5zS5Eh/2Ph+7+8/V+P8A4KHfB6PeRf6kT2zp7Cnf8PCvg2rbvt+pPxgA6a2T9ea/J7d6Uu8/5NHKu4f2Ph/P7z9Zh/wUH+Cbbw+o6iQRxnTXwOM4x6ZrO1j/AIKKfCm3tA2n3d7cz9PLm091UD6/56V+VW4+tG73o5UCyfD+f3n3p8Xv21PBXxG0mKxiaS3jSVpv+PZ/vYx3zwcmvnKTWrPxBMbjT5GkhXK7mQpk5z0P1FeL7snGf1r0fwbD5ejqM4ySTRaysfR5PgaeHr80OiPVfg/8Qk+FvxH0bxM9s15DYuxaJCFZgyFeM9+a+s7j/go14C0uOOS90fxBAx4xDBDIM9f74r4UkJWPknkdMVynjBPMsc9MNmpjHU9LNMpw2NvWqL3krbn6D3//AAU1+HEcK/ZNH8RTPuyd9tFH+vmH+VVI/wDgpz4D2ss+ga+wzlWEUO76H5+lfmZk8Z9KMn1quXzPj/7Iwu1vxP06j/4KffDxWz/wj3iJtx6GKHC/+P8ANN/4eefDxmJ/4RvxGf8AgEIO4jBOfMr8x93vRuweadg/sjC/y/ifp1N/wU8+HRKkeHvE7LxmPECjIP8Av0kn/BT74eSRKW8MeIjIrf3Ycf8AoyvzF3E4pwY8ZGKLB/Y+F/l/Fn6ZD/gp58Pm3GXwz4hbjg7Lc8nv9/2FC/8ABULwIJP+RU8RY4/jg5PuN/Oa/M3dRuo5bbFf2Rhe34s/S1P+CoXgaGT5PCOvhefvvCcZ9t1cd8VP+Cjnhzxt4PvtE0/wvq1v9rUK0s8kXQNuxwT1NfAW6rFnGZrhE9TS5TWnlOFUk1HX1Z7bDfvqLLdGLyzN+88v720HnHTtViSRuq9T7c/lWfp7bbOIL2UfTpVznbuG4n8qg/WqUVGCiuiPXf2Y2luPG9+i3FvBK1kdhumKqSHHG7BwfSvp37NsI3qzOBghTuA+h718QeAPiVP8MfEn9sQ232pDE0LxFtu5TjocHBGK9pj/AGzfBf2dft9lq1tLjmNbVJB9AwcZq4n5LxPluKrY116ULxaWx7sYCxwI/wAdlHkA8GJW3DHAGMflXg//AA2t8O1Bz/a4H9z7CP8A4uoP+G3Ph+XYG21bGeG+yLz+G+r0Pjf7Nxf/AD7ZueLP2dYhrB13wRqsnhPWOWMUeRbuT1wF5Qe2CvtVD+0vjj4cHlTaFo/iRV486EoGb3O1kP6VGv7aXw28vAOqp3I+wZOfXO+l/wCG1Phxtz5mq7v7osP676rn7k/2biulNj/+En+Nupr5UHgnS9KbvNcSDA9/mkP8qji+AfinxxdxXXxD8TG6tUcMNL00gR59N2Aq/UKT71Kn7a3w3XI8zVNpHfT8/wDs1Nb9tb4b4b5tULdsWP6fepc66C/s7F/8+2ex6L4a07w5pcOn6VYQ2dnAMRww4Cj39SSepPNXPJfr9mCntyDxXhjftqfDhsBjqpyO1iOP/Hqd/wANkfDMgYuNUHsLA/41F0X/AGfiv+fbPc1h24zEAevJry/9pKSNfhRqAYSLM08Crz8mN4zk+vGK5hv2y/AJX9xDq079l+yhf5tXA/F79oCy+JHh5NJ0zTZrSEzLNJNcFQSFyQoUE9znPtUM9vKsrxf1ulUdNqKabfoeQsx2g8A9O9dH8J7gx/FbwyowFkuRF8xOCGBBFcyzfKxHUe3WrXhHXIfDfjjQNUun8q2tb2OSV/7qZ+Y/kaEfq2Pi6mFqRXVP8j9FjbzKv+qXYejC4AHp3FNlbYcOqpjqzBs/nivOrX41+BL1TLH4z0tTj+O7iXjPcNg1Tufj14CsSyT+N9OO09Ipg6/hsHf2qEz8IeFrXtyP7men/aeDtl384A59u1RSXzyKuXjyDwWHH4V5hH+0H8Obpjt8Zaavzf8ALZyv6kfypx+PHgFs48YaCPTdeN/PbT5mH1Wt/I/uOZ1L4G+JNN8UaxqPhTxrJodvqlwbiWBYXDBiScbh94As2Dgdaqal8D/iB4gsXsNW+IUt5ps4AlhaJ5Nyg5+6cA9BwSOldbJ8fPASo7HxzosQT/njO7Nz/dyntVaT9ov4aRoVbxxbucDO2KTn8fL/AFFX7SQvqdZ/Yf3M9D8P6anhvw/YaNa+akNnbpbxvIF3FVAAJAHfr+NWPtEqqNyIzMcBgRz+leV/8NNfC2BiG8VRu3TK28xH6R0f8NKfCgxnPieMj0MNwD+i1HvMv6pX/wCfb+5np8l48YPmbxyeFOSPT2qP7UVP+s2k8jPXFebw/tI/CxmUx+JYs+gtZ/8A4irUX7QfgKTH2fWdx7eXazdfU/KKLPqaxy/Fz+GjJ/Jm/wDEDUJB4K11lk+T7K4Oc4JIr5ZhYHGQuc9B2r2fx/8AGDw/r3hW/sNOupbu5uU8sHy2CgZGScjjp9a8YtQApLdCeuKIqzZ+0cF4WvhMLU9vBxbls1boi7bKkSkAsc/xHpVtXWSTl9qqMDJzVBJCvzBh/wB85qeMNtyx2noPl5FUfp0dS1CVy2d23PAzT/OCMdnQ9FU1FHGXbOAST3wOakWZ1jAVRuzjAH8+KZ2RJVm7kseOMHApzfOox19z/nNRRyBuqHeMA5HFTyQvIQTtU9xyTUlaEG5xkj8woGRUSsNu5lLf7/SpWVm+YHOOOvNNPX5lCgDnLbefpV6BoVPPZ5DtCkr6DHT3oaYY2uvOc9c/0pWcS4+WTkYGwHim7cAqrEsectyc+lUSxisjY2ueuQcDn2FJcFEJIbP16GnNJtjCswU/T/OKTzA6qCjc8ZBpmbIGkRWUsWyecA5GKZiNjudmJxSsxjcHhueBjP8AWo1VJgRjJ64PFMljGKbf+emf4eSCKr7htYldh9ScfLn8qsugUnJycdc9PYCoGbczfJjPXHX6ZqkZ3GmdWU5zgd+uffNQfMd7beBwDnr74p4hXzMqrJjp0/Kkl2ADjOP7x9/anoiNEWI2DqFZyeTzt7H2zTo41CAbgT2GOPzqvGvcggdRgZ+tSRKWZmKY5yF5HNJhYlkiRchioI6Z5H4Uv2d45B91jj0xkUeYxYbk3YOcDkZqdVV1B2tuPJBFSUtBY1K/MzKecdMcVI2GYhsZx168etNYhsCORl5Py4/+vTfbaT6Yx+IqSlqTRsqkAFjH/s/zqxmOTn5uO5IIqtHnseccduKmtz5TE/K2eSBzSZoScxliqbSWHzHqKkfDqSzMD9efwqLcjbQEZT15IFWUy2SAD6ZI/KpKuHliSMAL83+ycYpyqCw+U8HNJHKWXbkAg5+XAz9ad5g3cIT7scg0FK5J8rbSmQvr1qRWYL93PPBUc5pgkVNwMYzjntQrZwScfrUjHNKT0TORzgDNQnKsCdwGOmcAVIN7AqDlfwC03zXViAAOewBqg0RHJGNoYEH3z/SoZGfoWBB55GDU80ynjOPXcp5qpOGbAIOFFSc8mQzMp6qCevA5NZt5INx2jjtk81eulI/2AOpA/lWZcoeobg/w9hVWPOq+Zz+sN+7O1lIzjAryvxLa7Zi4HevVNQyqsNo54rz7xFblmfPHtWyPjM1h7SNjjskZ7UvNEi7XINJQfEbaDvfvR+NJu/Oj+VIodRSZNLupAL+lFNpyr60DRJbx7pB6Zr03w6phsI89u1efafDulX1zXoukqFtV3cjoMGiWx7+XQs2y3dNkbhwPTvXP6/GJLN19Olbsyo2DzjqKxNWI2MFJ+lKJ61b4Gjgpl2scVFV29j2yGqR6mqPkJrldhd1Ju7UmaKRmOo6U3ij60MY7NFJ+NHNIY4fN24rX0GEveLxyDWZHHXSeHIcTIcd6o7cNC80eiwKqwodwLDnp0q3u+U8HPYkciqdqx2rhTjvip+xIBBHJVT1rE+4h8KRQ1Jv3LLyfXiuG1jDMcA4rttRAeFj0P51x+qKGZgOcdzWsTzMYrnKzgqxqLk1au0IY1T5+lI+Wqe6xaKbml3d6RlcXNG6m54o9c0BcdupVJz1pn0FPXtQhpmrpecg9s12dgMRrnH9a4/S16V1dngquQW6fSrex7+EXumq0g7854GaxtcBMBwK1jjy+fxyc1mauVaFgq7ePXNZrc7anwnB3i/vjVfdVu+H7w1S74q2fK1dJMXeQetG45prZXOeDSbqRz3Hlvfik3UyigVx240KTnGaZmpIhlhVErVmxpalcHg12+jM21Od3qOK47S15Va7LR/lZQOD6g/pVPY+swEbWOtsgPl+Xb79K17fZnDO3PtwaxLPPBxlf7xPStq2ZfusygLz3rI+zo7F+PEmTtY7ffj9KmjwucbgcfxelRQkOx2biP7wJHNPj3bsMQQOc7sn86k9KBahwsmCmeMbTyKlbG7ONgxjgZH6VAW3R8KQewzxTwZEUEnZ098fjTOyLe5NJJHhCxyw6sR1/CgSMcgMAo4yeCag+VfvPtOcjdksaI5kXC43Ffu7X/nSsaLYllVwuTx+lRFt3yu3brnOff2p0rIyAv97sBz+tReaJCoGCPdST1pi9Byt5bHDOR1KnofrUM23LFRke4/XFTyY3ZUMF/h3HAqAqwPBCk8f3jTIZE+5VIB2HjJIxUDAiTkA7ePl6VM67cHzGGD1B5/KgK7dOR/e4yaokqM7MD0Yj+6Rgf41BukH3yH2n61aZFUqGB2j2pBGvVH+TqT1Az+H6VQOxCP3jDHy+qgc/Wo7gnccx4OOhbFWW/d5IZgG7tx/jUEyBozk+Zx9KRhoVlfMZBVcdflzwar8szKJGI9myM1akZlUA/cx90nioA3nfeUuF9MD+VWib9SxC4jkydyjttBJqbzHyCANvUnkf5NVVkZVx8rp/vEn/ABqXcWKqh57MW4I9KCrD4XEmSfTg9M1NHJukkU/KB9Saj4lQk5BHof6VKqlmDZJbsp5zS0L0LCyBo8DK88sOaj8tW3BWBI/2DgH1pGbdJ3Qjj5T0pybl+++4DoV4z/jUDjoTQr8oJYMD1Pp+FSpJhADuUdz0qFdqnCt5h9AOQPpUgVlyowNw4HUkVLKH+aoc7n47byAamZlZA2S4/u8fzqsqqGCNwe/HT8akVVzhAM55bjH15pMsm3ALna3Pcjimt+7y0efXIHP5U/5tu0upPfv+lJuC9VYnodpz+hoLiSR5ZVOGP4fpUiuPMwcKOc7+ahiw3P3D0IwcmlWNWYttb8TjB9aQybdHwB8xHOBwKY0iRqPlwOgPYUrW/kjAJVj3PSkw4YbtzHGd2KRBHM8bLjADn+EDP5VEzpEAPLwAOoP61JJgjgjJ4AHJFV7hdzYyfTb2oOeZSkYSBtpPXpx+tZt0p5G7j24rQ8nYxYRg5HVeMVmXW5FO8Njplqs8+rqYepO4kwp4Bz1rita3SSOxGT+ddtfMcHBBBzxXJapb78jrWsT5jGR5kcPfR4kJ/pVPn8a3dQs8cmsYwHJ4oaPha9NxkM5xS07yz0o8s5pHPZjPxp2eopRCaesJoKsxqrmrEUftzSRwH0zVuG2big6adNlzTYfnBOPau002NY4QRjee55rltPgKuo6/Suus12RjjpSkfR4WDSHzErgsM96ytRbzFPcdsHitWVt7Dv61mahGWzwABzxSR2VYvlOPv49rn+dZkiV0N5b7mrNms8c1pY+br0ncy6SrLWp3dKBbn0xU2PP9nIr9PrR9KsfZj6UfZ+2OaVh8kiCnxqSMjpUy2pPRasRWZx0xTsaRpybG28Y64rqtEXaw6NWLa2ZLccV0uj220j8OoptHtYWk0zqrNSsS4yF6c1MzqykljnNR28QjVQx5PryKmkj6EjAz3/pWB9NG9jO1La8eDnOPl24rkdRj4xmuyvog0Z4HTrjFcpqEBXIOBz61pE4sRFs5e8XHWs2Tg1v3lmeTjNZE9qy54qmj5ivTe5UozUnktR9nbvU2OHlkR7u1G6pPs7UfZzRYOWRHmpYgcihbdt3NW4bVs00jWEHcvWC8jtXVWUf7tBjHHJrnrO3OF5xiulsIztXB+XNOR9Bh00i6V/d4IJPqOKydTyI2HQ44rWx8pyBk96zdQDrGSSNuORWcTqknynF6gvzHjArNkFbV9CTmsqSE81o0fNV4vmKx9KSntGwpmw0rHnu4E0maXYaTaaCNRM1YtVywqEITV2ziOR6UzWlFuRsWMfzAdvaus0rPBJ4U+gNc3ZrjHFdJp7MsfPXOOavofYYOOiOms5NrLg7vwxW1BI77SVYDHOBWNYtlc4bHXLHitO1ZmZWUMT6d6yZ9ZRNWNCqFsMT05OSP8Ktxnfw+WI/u8fnVGMsD6DGQrCrC3DZA3fL9P/rVB6UNSzHnnI2gHncamVnaE4ZR34GT+Bqt9s8zHO4juRirClJupGAOu3+tI6o6bj2h8xVLBS3o9M8stj+HBxhBj9akjZNuB8q88jqaVZMqVJGOw3Dmg0TFFqg5ZthOCcD8uvWkaNN2AUJz27VGyHruViD/ABc8fnQQJM7juX1HH4YpleYx0+Y/KuO5JOaa0uxmwFU+x5/+tTc7W4WPGeDycfT3o2Pu4XJ7gfzotoQ0QyzjBLFAT/d61BJIHCsWPsegp8u4hiEHHAC9KjZJNgzHtU8EmtEIcuzeCY2AB4k7Z+lRtIZF2hiuc5/z/wDXqWQ7o2Vgcgc/KOR9arySuq/PGQpHHfPvTMyNmRRw5znAJGTmmNtCgAAHPIA6UMx+YqjbiRnZ6VFsfaTtZuPw+vtTM5D3mdY+uefoBVSXAVsqAOzd6k2tt5XPbGDUUgk2soCojYyKaMtST5gqKrKu48YGBT1keNSWDbs8KF61XVvl+eQ/gAc/hUjSfvNyyMT324OafqXHzLiuVUN90N/epVxt3B2Yk9N2QaZFcttJIceuKczFmzjBP901BSLENwrcKoB68jintICw3YbB44xj2qKMoSTjnoCTj/P/ANenCMqwPljJHqCaRoh8jAsG5Ru20Y/SrKZjjUBi3H1x7ZqFY2V8AKePWpuWUkLuGOwwPxqWVuNZyGAK4I6HGR9KmSZt43coRxk5BqNSvO0YbPTdkU8yO+B5qBv4RwOaC9R5nOAEB2j+9kD9aljzIBtIAxnIIY4qERysd0nJxx8wOKeMq/DjcOgJ4pFbaImdswHC5OPz/wDr0nIKgFWOOfb9KcG+TcGyOm1mJA/OjdvbKogbsfSpGhis+5h1HQZ4/nTmB2gAc+hOaRW253OjEnoKGuPLB2DGePvdfamSxG2s2xlcEjoCD+NVnwvCnI/un+dTrMxXbsw2MjnAqGQLw3Q457D6UjCRUuI92MtnnPy8flWVdfMWL5bjI56mtxsYIwGwOmTj61m3EYyeOD37n2q4nHJXOavihyABnpwTWDeW3oM11N9B8wwmD3bGKyr2E7DtILE+taLyPExFO+xxV/Znnisa4tdvauzurV8ZI49RWVcWOSMitD5vEYW/Q5z7OemKPs56962ZLPHIpn2M8DuaLI89YYyvsvtUqWZbnrxWmlqeMrx3qxHZehxRYuOF1MyO2HXFWorUtyBWhHYAgArn1q1DaYwoApHbTwxDY2gaQAjmumtY1Vcc/QGqFpYgS5H3u3atyGLGBjr2FZyPWpUEipND/EAR9azbyMgAYIHrXQSQhhtJIx3HaqVxaxnp8vHQ80I3nS01OUnsickcn0NUpLM9cZrqri1K8Do3cd6oS2vmZAHNaHm1MPzHMSWvzc9aabXHQZ7mukk08bdxHOKgNltYjb19qDhlhddjAa19qPsfI4re/s/a3IzQtj5nG3HpT0D6r5GNDafNjvVqGxyxz0rVWx29Rz3qzHYgtwO/Wg3jhSlb2IXkDIx3rc0+DbhflHFENgFxuBXv0rQt7ULJgKQfpmsz0qOHsy3bw7l2qoyePf8AOp/s68HB44IqaGHyVbKE+2MY+tSKh4+Ug+melZnrxpaGVe2vcEYP5CsK9tS3XP44wa664jLR4yAfwFYlxaOzEfjnFXE56lC5yl3ase3y9qzZbMtwFzXaSWpXqB83rx+FUG08PI3y+wrQ8uphOboce1ieeO9C2eWwRXUzaaASAnfjmov7P2k8LnpT0Zw/U/I542Z7DNJ9j45U10rae67fl68cUJp4GGPPYikH1PyMCOwHHrVmOw55X9K3IbAMDkAHsf6VOtlzwMke1I1jg9djLt7TaV55rbtYRGikLk/WnQab8vKkDqOK0Y7dAo656e9Sz0aeHtoVvK+X7uO+M1n6hFhcIOfc1vNErDONqgY5P+FUri33ZZfnT/ZHFQkXKjocZd24bA6GsuSz68DFdVdWO5mLLgVnTac3GOAa20PIq4Xqc09rk4xTDa1vyWO1iCDnFQ/ZPmwV4+lVY4ZYMxvsvtTWta2vshJCqOvAoksmjbBwaLamP1Qx0tRkcVpWtpkrxVu3sw7cjtV+3sT5g4wBRY6aOEswtbULjJ/A1vWcPAyB8wqtDbkMBnd68Vs2luM4IwR0GazZ71Ci42L9jD5IzjqRhlrZjz5e0sF9R/8AXBqlAuFO12B78f1q5GVIXLMR3yDisz36cS1AUVhltp9hmrDDcdo4x17VViZRjA3D9KninAK4VQfVTn9Kk746E8eIzuDMW/ACpBKdu07Rn+6OfyxUayCJWYqSTxyDz9Knhm3LuHH0PNS7m97iMpTaAwOD91v/AK1PbLMuEAVRzxgVE3ysVLg/Qf1pxUquCASRn71Ua3JWYbRsVsY9M4qFmeZhl8JnJGzB+lSLubA2knP8RqPamTvLfiaECY3yxuUY+8OPmxg/hUSmSNyMru92HFSSPzt3LjPXA6Ubgu3fjOeuAKYmDM0a4VsE5PUY+lVJm2/L8vXqO34VYbYw3YG4nAHTGKhkUxhi6o3OOTyPcU0ZohmBKgghR/e/i/DmoF2BWBHLjA3Hnr1HpT5mO07RnAxgHBpPLYJgpsZhyM/171fQTehDJGOFLMh9T0NQyEM2Au/A+9twPzp8jFpHJIOOPm4ApskZb5djAf3mAx+HrTIZGsikA7AMcjnOaGbzJFOB83TJ5/KnyBVOMlSTgryaj80RswwzH3GOaDJlArtUNtzk8HPJ9atQIWcgAp6ZbmouWUKFJ78gEj8afHIx6BcZ5BH86spalzaNqszZTttH8/WpFwqnYqkdsjgVUjViR0VeT6gGpkk8v5Q2QOoz0qLDsWolUoAwJHfn9MVLEqxsFDjZ15bnrVc4kG5k2nJ78/lSwxcKcbW6+uPzqS0y/JtduVUuOfelSQbjgcg9+M1AqlsMuGIHr/OnbjxlmQHpuOc1NikWfOZWGCM56KtIsh6k7c9crTfI+bc7P8w/vZpSfL2849OOv6UjRNFiOTsB/wABwT+lS+YzK2Qmfb5f6fpVVZNu3dj2z2qQt5rAK2Mcjjg+wpDuWsCTIKg8ZOGOP5U/yR6r8vv/ACqvEojIY89+PepAz/eDkDPRQMVGorkhRSo3IMnk4PNRyIu0nYCnXAXPNEsp4H3f9nPX/wCtTc+YuUztHHQYFAiNmBj2khR1KgVX4ZvvAsx5yKsmHOfmEnGN3pTJtqgBgxzyTjH41RDK7SFdylhgdGqrLsaMtnDf3SetWJfm3YVfLIx3z/8ArqvNH8oAyo6HnPaqRhKNzMu1UDDMQOy5yM1m3Fvu4Xp6ADrWy0KsSFO5ffkfWq89sNxPTnrVnFUp3OcurfcmRwD0rN+z7XHmcL34zXT3Fr8pyygf3fSqpsUYk9/TGK0T0OCpR0OXeENIQPXIoFqjNgDv6VtNpv75vk3IP4gMVIum8Z28+o6U+ZHG8Mk9jGWxBxgce9SfYQp6Y7dK2I7LI9Md+tSrZ7nAbjv1qblxwxlR2LIuAGJ/2asx2RXDY6HnHpWutqsZzkHIB5PvTltw5IyB68VNzaNDXYq2tsFUnl+3StWG3yqnn2zTreFR8vvjcBV7yE45wD6g5qGzrjSsUjCI5CSpUYzjNUZLWSRs7cj/AGT2rckgzGMgYHTioGtw0fK/L0G1vfrTTNvZ3RhPa+Xu5xnpxVVrMnryTW+1m7MQRhRmo/s4fkAkHoau+hk8OYMlkqqccHPXNVmte65IFdTJpu4Z2qQe9R/2Wqqcr97pzSTRg8OjlzbndnbxUq2ZVVfb8tb0emAbtucddtKun7sqOOc//WxVXQLDLoZC2e6PlR6elPS1Xd8vPIGcVuQ6eEU5U4xmp7exLYyrJ71NzWOHSMqCzb7u0nn05q7HbhSoJXdnHof1rUXTQck4O3nrkmpobNNwIQr3yOf51PMdMKVit5JfgKMeoqVYm3AMPl9hWgluiKSoLE9M1MkJPO3HuMYrNs6VTMaa1yMglsZySP1qpLaAR5Azx0rpDaluq/KP4upqJ7R1bBGFPIGc/nTUg9jc5f8AszzTz0I6jNRSaSN2e3X0z+Fdf9jVmAC9BxxjNV308THlen+eafOYyo3OVbTVkyCMZ9agbRgDjb9Wrq5NMZl5Ujn71QNp5bAwTxjmquY/VUc22n7cYXpx1xxQmloxAx9RiujNi2AAc7fWpks22q3y5xxijmEsNY5j+zFUZPrj5TxUsOm7oycgDOckV0C2JQbiFz9e1PS2Vl6YHrmlzD+rowDY7c5BznFSLYjoqEGt1YCo5BUDkcYyKl+who92Pcf/AK6XMaRo2Of+ykFsgL2IH9agmhDbhnoeldG1uqqcKrN2/wAKqSWu+QFgBx120XCVG/Q5a4sFbO7sM9KznsQG+78vXNdjdWJVcrk98Z61TbTw/IQbfrV8xxyw6OVbT1aQlh1HOe1UpNPAYBunT5a69tLHXdnnBIFI1iqgjGWxw2OKtSsc7w1jkf7P27SAQRyaGsQzhivPaul/s8r0UDilTTVZucY/Wq5iPquuxhR6d04564AqxHZFcdAa3IrEJJ0yuOuOKf8AZV3DAwMY9jUczNYYdoz7WzPUqOeM5rTgtQu04G5vz/Gp4bHbjPKn1P8AKrMVoFUKikZPJzSbO2FESK3P3sjHpk9jV6NvlIzxn8KWOEqzNjc3degqU5VTkZGcH0H0rM7IQD5duMrIR6gmpVwMklQPfgU2FWxuyVGcEZyasKq9W5P+22SPTikdCVhFwq5UYI7bcg09VAXgjPQDGce1IW3MFZ+Bzx60u0TMAxCLnHzAj/69I1SGRYVh8ysf93H4fWnydeGcAHPXFK0a7vmYbQPuqT19etI0acAFSPX+g5qixyYxnsw9v1pnlqXRlYD19/8AGnpsjyEXJ7ngGozJ8xBQBT1xz+Z60DH7ivfCrwcqM1BIAzAgNgd2G0fn3qX7Rt++AwJ4wucHt1qCQLyTtDnjJ6igi4yQrtyDjHTdzmq0km5ACRjJx8uKl2ozECQsfTbkio5l2sDuzg44U8VSsRoMEnltnazdumePpVa43+dnOGzjac1ZlwpG5hGc9MgZqO4VAoyflBxw2c+1UhXtqRN8ig5DDuSvWq5DlTks3fAH8qGK7mPzZUntkD8KPMXbwwPsR0+lUQ9BA21gCGLdAAATUdxIzAhdwB5xu5P44pZ5nV9pYIG4G0DJqLftxxx05IzT8zJ9yJGSN2AXGTgcYq3GiLncSrcfw/zqpGuWwc7W9Wz0+oqw0aRqSrcL90tkUDuWGG1htk35688fh61OLfgsU2DGc1QjZcfKUPHYfpzVlZI44+m091aky9VoW4SvIL8/7XJp/PONw/Wq1vcKykL+7HQn/PepFwsisGJOMHioH1HeTL5ZyTGOfutgA/hVpdsaBdp2nAz71C2d2TIFHX7v9akRt7lR97/ZA9KGa3J1mVcAbie4zTVuhI42Z4JBIH9adHlvlVcDoQcZqVIxEvEaBeoQjmpGvIVl3RhtyuckeWwoVWZUZF249P8ACnozAHCZHtwKZ/uhVbOfvcj8KRSLAcoF5wW54waRXJxhfxPWq8anJRyOTzz+tSplSUJ3Ln7pNS0gsS7lYk8g45HUfnTVLKRhflx90gkUm8lRuyo/ve1PVhtyY8g/7ePxxSEQNlFwM4PryaXzDwFH03E4qVS7s2CQDyQetNb7xBGR1680aiZB5bd1xk8YPApGjTcCH5zgc1aeNW3fKwYc8HpxUYty6tt8rr9D9aaZFinNblWyyHnng4FVp4dyA9ee+K1vJTkKvIOQM5FNkt+ilV3H9Pyp8xDiYzWbSRjauSfUfpUS2e4MTyf7uK1mt1bIJwc56U02xKna2B/d29/SncxlTMZ7PblhggjHpimG06bVAA7KM1q/Z2kYBe36U02u1iSME80XMvYpbmYtqc8hiO5apmjCfebn0q+trhdoyuTxik+xneAflIOQMDH507lqiikbdTGAPu9h0p/2cqyluB2Y9DV5rXaucqxzxnp+dLb25XIYKp7c0XNFT0KvlqGXGcmrRiG0csMHA4GRUwtV3Bv4+vH+TVkRqyjavPsealsrkKH2djksd2O26mmPfuPzDnqDn86uND2ZgD/dU5BqaO12x/Ickcg9KLmvItzO+z+b8u8KenHWlWzWNSC5cdTxmtBo2528ehzUscLMu4Eg9+MUczB09DNWDpwB2xt/WmPahe+49+McetaZixjPyHPIapfs7gZxx3GTU3I9mYYtd2c9upxipobUIy4UMV5A9a0VhIJyR9QSOlLCoDFgOg5p8xXsyr9n3gkJ+vSnC125Dg5ByCBk/lV5UjPoM85JP5U4RK7KByeh9/1pXGqZR8lflXt1FTx26biCvTpV37PIxKqAAvvwaVYdy7V5Hv1pXLUEVo7cLuIc8jIAodQFUtGw7FutWfmbKDavPU8/jSKu18b2BHVhn+VL1NFGwkeCwI+6eTuxS+SN5LsQp9B0FO88+bhQS/TnqfeniQsSOoHUdf1o1HykXlxr6EA+o/lUaKoYgH19zmrMOOQx5xTTuWTLIMHpuHX6Uh8hD5YZskHOf7tMMKSbshVYdOMVbVvl+VST3wMmomUyZXZkDnOf1pon2ZWNopQMSpOeMHr+dL5K87uWPfAFTxuBxg4Hdc8077y52ndnv0/LvQ9yXDUz2gVhlABk9hn+tOWBdo42+xGDV1oxjAADH3/pSeQuAGwvGOWPPvRcOVFNlXdwn1XmnbA3zYyCemeB+lWxGM5zk4wSopzQg/MD049KA5EZ1xHG+CAM9u+DUX2dVUtkjnPrWpNtUfLlRx839OlQfKgILZYg4bPWmri5LmZJD5injgnA7c1WS33cEFR0rZ8onHODjP3s1FJZorbt/XseQKq5Hs1szGNmFBwMk9CRTZrQshVGyQeWK/pWy1uMEAknrTJLVVyCxb24P40c2pk6Wph/YwdzFSx/XNMW15XCc/XpW20DAAKhAHb1pn2UbThCWJ5+boarmJ9kjP2BcDYu7oFx1pRbspP7sDuRnqK0Hj8rGQvPOfeniFQN3JLDqF70uYFTSM8W42nJwcZGCCaswozAELuJ75wTUxjEakMCGzzkDNOkh83aVOxR/CTkZouWoFVlXzBuyvGBls0RoFx+8yAepNWVtVUAOGPfOcc+lPWHcCVC4xjGaLmlhjzbm2gOeOGIwCKWNghBLN0yTg/4U2RS5+Qhe5wQPwojkbcFznBwSeKQ+XQdHIG3EKrnpuyaA6qoJT9SaQfNvwFODzhzj8abIxXbl/YYHSmUSvsDK3ByO4yKY95tl2LtUY7/AOFNHUgfOeueeKQYjG3btweNvU/WmMkVg3B2k9c9c02QDALKOmAAe1HyrhlK4z/EATn2olZVyCA7dR8tIi5E0wHLDbjuFzxUDMrLt2rs55wAfw70SMWOA/ljuFXGKgM6SN8zK/br81Wh9BzyKpZQvXkDJz+tVlmkSQjywEx8q+vuaf5nRAdgU4C8n+n6Uqybo2TOCOhAx+dUS2JJMduWJdv0/OoZJo+QCzFecjP6U7yflzuWQA5APT6Zpgh2sSVB75Az+poVjPQrswMhIBAPDF85/Ck2BXyWySMkDr7GmSSCSQqpZh2z93+VIN8O7ZkjsFGf51oD2HzErjLOT34xgf8A16pybvmAYJt67anmVJFH7zOePofeoWiijAOVIxkf59aFoZX0IhdbWIPCngqKsxytIOeR0w3GDUSxjbydwPX+hpbeBoS2QCGHPI6fSjQlNFpVELbgec/5NSx4bktjkcq3I9vxqOOMBiZNrKfz/HNJLCOAiMfoev41JotWWE5fAjUnHVV4H1zU6y5Y5OGHTaMD9etVoQ8m3IB2j8KerqVABUt3Hekyi5CweQkthlHAYD8acdm7eZPchziq8a7lyY2z0O1QPxqddyZVt2AOuB196ktD1lMzhRICo/u859qnhjfkE7ueOarR5KFvlwOwFWdwbBbjHfoP0pMvTZFjOzdy2z6c/hSgFWw2dp5GPvVD5xIB2xsR/tEEfWnwqXXLHC55X3qSlsSeYJDt8tsjox/lT128gsfxFMaNvm2na2M5UDg0eYyqFJ3HqPr7UvQocyYzuBcDnLcDFTCFdoyQe52k1HA2T84AH4mnJtD8A+o//XSB9ibyhtAHQj7nqKi8sAYZGQn060qbt2AvHfuaTy9rZ5BHJx2pISHQxvtdsKR/d9qRcbd3t2GKfLlsbtrJnOc45qKMsGIXaB1zS8xW6j9wZMN06btuf1qMsI8Y+fB7EDNTLu3fe+Yc46GkO1gWf5wR2/8ArUw5SJd0hGAwA445pGR2+YEZzyD6UrqoUMcle5I6Uo+VvlQE4z0zmgOUjwVckqehHCk0xYwRgfL+AzVgqxwRlT/dzxUisnR0ww5PpQHKVAv+63vjmljtl5BClvpnFWVijx8p27Tke9MjYDjZkeoOKQuUjSNfM7jnk9R/KpmtwFPzEe3v+FTRohySqkjjkUbyJM7tqnrk9qLjUexT8hgw39eg5PFSxxu0YDHH481P6DHU9M9fyoPysQYscduAKZry3Io4f3mC25D6dasJCyAbRkZ/i7UbSuDlRkelPZgseQoAXoakLO5CYjI5DIM/Xr9KkjzuY5AXuuMYp6YaPHQjuR1/WjdJG4IVSuMDaOTRcqwi4kwNwHrg801o1jbOcfVs/wA6nXOASCG6kDNH3mLNyrdeMfkaAUSuQJFzkg5/vUi5+Vj2OM1KbdF5RsEcnIJBp7L5nC+nII60FcqImVWYZ2jnkZoZF5wnOeMknmplhK5+ZlGMEYFCQ7VwMAdOaBctgXcyspIIHUbvzqPaRkD5SOQc9KkZX4Hy7c4ypJp3lfMSckjuOKCku41WTj5WHHJNSew5OOcd/wAaXyS2FK4A4O08/wA6JAFy2zcv4cUirJkS+WxwFUgdR6+vIp6xiT7uEXqF9PbpSxqmPmjx34yOadHbs/KqCepIwKfoOxG1v8oOG56dOtOjBVmU7o8+/t9aleEsDjA46g5I/CmttjAXcQSeAwFG47XQwLsb7hLeoJ4/DPNJIhDfPxn1HP5Cn+ZuUGVSq5xg5I6+tG2FhkLt44+bFADmRQu4MuMcHrUfAO4Hd7lT+OKPMC4B6Z6ZIpY1P3kRiD1C85pE8ttRkeN33SGzwduT9MUNlW2F9h67e/v2qaRsEFo2zkHbk1FJM8m3O4f7LYP6igVuw5oegKnd2AyKjZNvzFeCeCO9LJ95m35YdeelOaRww4zjg8cUE2ZG2GXO4KPT8KaII/LJJIOeCOQacBuJI/d89SMH8qjkjRmI+bDdTgg/jTDlB1RmBzkZxgDBHtTJlHCjAH+yOfpmrMSLyBGAOvyr/U1EQFkJCblJxgdqRHLqVwpOdu0sB3XP60yS2bzADjParn8WdpXt8zfypqrubBz06D/GmJxKrWwbGdrAnPy9/wAKZJCVcgFQBxwc/hVxk2oyghAD90HpzUToWZQQuevT/wDVTJ5blVYQNxJyCOCB1pY42DDbkMB95lPI9qnJH8PBHA4FK2FYYY+w5oJcSMxlweeOw9fyqNiFO0sDgAYAyKnjOW2jIx1C8UxmYMBuAOemePxoQkiLcVbOFHuOKRod7Kz7QD3yP5VYfy2wZF3P0BxgfyqBo42Y4Jx1X1z+NNFJDSyqfkbd6/Lz+ZqGSNSGJIx37/nU+4om0kLz1bj8DVeQsjI8eGK8joeOhqkOwRqGTOcKevy7ce9LI3lKRuH1zwaVS2eUbJ/Kn/LwzHGOm8f0oE0R8MpZzx37/iKjkkx907ceg6jtmpZGWNs889+gqvI0W4gHcTz1B/nTsSPa4XgBstjJGKheQltuOOpIbApJAsbYKKf4hk4//XVd2AUYKqp7d6EZ6A8jMp2spAPJxnjt1qMQhcMR8x4+Ycj6VOz7/lSTG39aqybvMXbnb6YJz7ZrRFIcyhc/OAPXv9TUbSKsamMsE3c4Pf1NOVXVcMRkH1yMVGV2yclHzzgrgUySVZiVwH2sOpPQVXkbbksck+vH+frSeYivjoeoJXrTJGZlyIzgHIGeT+FBl1Gr+8UlQpUnjb6+uaj3MACFOc9M9KlEzMhzhABz/wDrzULTRoCvy57gse/0qiWQzXEjKy7VKHjpyKrqwXjd82SMkZ5pZGOcJw3+0OMe1I0kY+U7WPQse/0FWkJqw8sxPAJHt92pI5jt+XGfVT8x/GqHmPksd0YA5pyttkTc3H6/gKLdyI+ZpPCzJuCllblm38/Q4py3BWQARbfY8j6E1Wjl3JjbyeAD1/8Ar/8A1qN4VlUjJz6dKRqmascwOBgA9MbuKk87aACxY4zuYDpWWtwVPAZV6c/zq1GzPwT3ydvPNRYexa84MvyPyRketLHI0jZY9Omf/wBdQMxVR8ox0OOo+tCyMrEbV9F+XOKVi0kXYLgeYTw+0ZDY4qZJ8KTtyepHQ1TjuDDyVwT/AHjiplbzJMbthA4I6fhUtDL0ciOACpBB/hxupVmPmFY23fh1qv5O5cFmHcdMmnghUVTJuHbOCP0qSkSSLIc55AP8I6fhUkczx5V3UgDBwD19abuVozhNyjq2c+1EYYrjDsO2TkUFp6FlJRgfL16hh1o3BiSU+X0UdKgeMggr5i8cfNkflSsrrGML831GakpbluOdw2MMo67V4AH1zT2kkk54HHrVONnhYHysqfXPT6VMRuUDYRg8bRRYdtSx/CMs23rkH/Go3VWzyx9+tNVUZirEj0NAjRcgjA+uCffHSkNIkjZtvKZxx16UYVuvyYOfWkbymQYLHHGe1IzBg3XjrUisSM/yjgnuOeKZ80jLjt19aVMq2eg9x196k8w78jAJ4PB6etMqw0SDAUNk98jHNJsDKylSmDn1xUmQ+RwBnnmhURmbklsEjAzzQNIjXbjJA69O4prBA6/MVJ7VILdpFUKVzjPTApNjrIN2ASP4Rigu1hwX5VKgfUZp8bGNjkqrYI560zYN+TuI9WqSMbWON208naaQWEVwxADgnPGKftLAZHT+90prsFYEJ09RwKSF5DJkjOeDxxQPl6jmJ4HbtjAprSMrY25APB65/WnNjgl9hHqKWTdn5ZMemVA5+tMpIfH8y4IOc5GKYJixCgEFfTP86Z50gbBQY6gl+/8AhTo9x9dvTaORSt1Y1HqyxGSsfLbWPehIgyjqSv8Ae/pUO1hjk8n+6P8AJp3mCN8H1wGx92iwcuo9PmXIyq4/iOKfCu1iCCTnjJGT+FRqxVgM5jzn3/GnLJ8p4GM9zz/9alYfL0JZPlfqPxIwKh2qrEDaeevY05FVkIATg8nGackJZiQMKx5JyB+VAtgk+b+6ADjKnFJGXbCqcLjgsentUbWxgbHb1U5FOKFmwARxn5ucH2pl6Diu3gkj3PXFP8xGwuf+A45prwyeX8xbnn1/yKaR8mG4GeMKeD9aQEhkG4Hbjcf4c4/Km7tzHI4AzzwPypSEIAUEj+90ph+7yrE5x8q9KLBYmZk+XDfdHHHP6VE6LIrbhuz2ZR9etMRjuKlSrZ9R/jUi84CLtbvlsmjYq1hnnBmw8QOMblWnyTK7jkkdQv8A9eo5tx+Yt17CkByoJGAO2f8AGgWhI0hLDL44yASP608KFXBk6nB4xmo5C+wlRg9Aowc/pxUW446YJHTigRZZ8LtwBx3H+FMkwn93ae2cmoGk4xyoPQ57+lK33R952/vMcCiwrEjOqqAFwcYz1NN87y23MQx9/wDPWmKdq5cLnORzz9BTvmyMOvPrxigBBI0i8nI+lSspmZQMA4xhSQDURw2Rn5+ccjn/ABoWH5kIbge/f6UyWSjYi7fmLDrk5FJ5jdGZdrcBucEUjZZQSBx0Of5c0xm5UgEc9Sef/rVJnZjvMLKRjK9+4qJpl5yARnHAJpskiszcO5x0zmmFXl+VB5a46cY/WqSKt3JSwk4BzyMBV/OjyVVSWC5xn5jio1ZlJDOenXdxj0pA6ttDNwefmIoJcRG+baSn4iklwvylVOeqscH61JHNtyoHsOeaa8TNyDyOemfz5poVhvyKoySrZ7McD/GkZi52j5B3zz+NDSN8sasrewIHH496TaUXIG/60xWI1WaPkrtXOCx4psm5sKO54LDP404lmO75SvvzSOxkBAwQfQDFBNhN+1Tng9MLz+NMaT5TuHGcDHY0r7lxvLN2Cg8H8O1VpGZssRwp+UMev0qkhWBT83HHq2QDmpkZugj+UAfMeuaiy6rkBVGPvdzTfMZo9rCQDpz/AIUWFIlbaNyjaWB52jOaqSMwQhFXngkjAz+dDkFjj0xhR/M1XknDY3SKRn7p4B/GqsQLI84Xcx4Jzlj0+gprSEcn5s9z1HvjtQ0jMxwNvOM47e1Qb41jb5k3dDTsQK0nzFh1bkjHOab57sjBAcfxY7H35qGRjuUA7j32rnI9c1A0zKpEiA+gzx+Yq1EdromaVmkXe2QTzlcYprMm8DOCOTtU8GnLJGp3HaPoMAfSqsxz9zjnPofr1o3djO93YmkYScKMgdAwpuX/AIgybjng4pkdwEVlR8yHqu0k4/lUJkkLD95wMkc1ZL0Vhy43YJI9BnGKjlkXb8u3H8IBx36ZNRbmZ8hyY87TgDA9abJ5b43hVX+8x/WmQ2SP8uDs5P3efX8ar5MbenOMgZqysaSQ7wGzxgqRxVQyFup2nOOpHvmhGXMJGu35TySO5ycUp28A/Nj+HP6VCisN3zOSecLyKmV5VZVcbFz3NBmizbqkbZDYOOi9B71LHIjMC43c9en5VDt+Xgrkf3uBTo5DJHjCuV+7xgio31L0epbby9wAVicYP49OlPjYCP5ht9c89O9UlU+YpVWXj+I81dUKwJLhwB0z0NItOxIq+aVK7QAeeRiptwZl+UsR1zjg1VZ3WPpkD7pGBmnwIQxLsemRvGAfbmkap33LrujEBtjMezDJ/nTo28vdjcpJ69vwzVGEguNwAbpxxx7VcXanzLkehI5pW6FbaEiy5kQglh0AHT8hVlZCy/c3k8bVXgH8aihf5Rt5X0HAapFVuQ65wuMg+9SUmiRAHyMFX4yGNSr5kO05KqMnuTUSsyoARtwOp5qWNmzgBipHQmpNEIzMy8gqfVsg05WZ1HOGHfJpyuEcqdijqATnimmMsw24bGTlSR/KjQtWHRg8Mxbrx1FSH5mB3EFcfebFQl9uMoeOCwBNSxoWYDBOOvFA76krSBSPm3bRSqAWyEX6cmmtI6gEJgeuOacuNpAGW6knjmpHckWQcqynjoAMAf405WQIMs30K8fnVVZBuJGD2O7tVjzCw2kgHpnP68cUWKsSLGJVyOMfxUqMqlQSAcfxdSKjbMeGOFb/AG2/wpFx958FiecDmlYaRY/1f30G3qBUflbkLZUE8ZbvS7lVSEGT156ULIWb7yrznpjBoKVxwj9wCRz6UsXmLhsADH3j6VGW7gY7+uTTkmVeo6j7rHJ/CjUZPCytkMeOxwTzUckaNJ0y+M8Z+b3NKlySuQVUdPenMw5+YqOmRS1HqRFizYKsOM56j8KWRvm3dvzFGfl3Bs80+MGSRTtXeTxxQUKvzuqrjzMcsmDj9KaEbkgnjrSsCNrBSPof8KcSVwqp8pOeuPwzQMgG7OSQfYcGpVUbcqhZsY5P+cUnTORtJP8AeFKu3zDjchxnduGM/lTGKsjqchecdTz+NOdh0Zeemaj3tJj5/bcy5NPb5uByxHOeooHoNyI2GRgYyQ2efypysisQyhe4/wA+tO3CNceWQw7sDg0LtLEnJ5/iHFSLzHSyBcbg5HoB2pnmBmG4Nx/snp2x707zAXJWEEDjIXNLlG3Y3g9RkVQ9B+A6qM7/APe60IJBuVcAjjnPIqH7rBwfMwMj+tSY3EZXB/u9eKVh2sP8x1jw2Md1XI/OneYpBDRZX+XvTGg+X+76ZpGjDL8x3Acjjn8KNLhoKXAGRuJHOeuP50jM6tgqAGwDmmjbEwJBJbpgDn2pxYsxyANw4A6/jmgAXupVSD24596MbZOyuo27V/nkU5nKsDjke+QKRlKnKlgnXg9aAuDKFGd2WJ5zQ0kgYsrK3bkAU5sN97c3HG7FKyhVAXG3r15/lSJuRq7GTGEB7qoJNQNG7MSSsY9F5/E1PtV35Kg+5NNCRq20Rk/l/OmikyOKOPdtZs8cZxge9Rskis20KyDnOMr9as4xlSQWPTkcU1dzZO0HHrjp9KBEJjVlDYYf3ucfiPSl84wtkBcYxljupxKxkAr9PlwaVWDqSFYcY+71FBN+4zzGbJCbvXgUrSSNkBcketNZWj5WXhR34oYqFBVt5+nX2o0DQTzXAAZRyeOvFOUbQSI8qOCWA6+tIq/OeBkjjPFIUdl5cA9NmOo/pQQIjryUO1geqnFSMxY7up67vT3qJjls5JGOeODSecWLKXOF6hR0oAe0hVSMknvnjmo13sx+YIO5bj8jUjbShBJX0OBz/hUXCqfm3Hp060IVx6lWXAZQPcnIP9KaiqxH71ix4PGF/lThM20AFSPYdvXpUbSeYmPMIGOo4FGpLuMZF5y4U5wAc8fShh5gUMzADoV659qSNf3igvg9PWlG4SMQ/JPp1H0qhMjeLzuN3TsTz/8AqpBGyq2QuOmOo/HFOJVZCC2W7hRgH3NMcfMTtIXHAH3aBXexEx2/wArj7ozTPOzGzkMV4+8PmH51EzcHeQFPJPpUnyjt2yT3+tWJ6IaweXHybBjpkA+9QybuMFVXpjPP41NjzHOMdAfmaopIyuSzjH8XH+NGhk2V2+VdpIzjr0A9qq+WZWwrbAOQ2OKsTMjEqckD6YHvTZNqjjaTjsOasNiF7cltu7ntu7fhTYxIoICEA5+UYBFJHlXJYAdeW/oM05zuY72KfXr7Gq1E7rRjZN5XGCR3BNQssG4hVUt2XHFP8vK4Ziqnnp/hTVkVl2HLEcBjwB+lBAxmTy2Azz/eHA/+vUS24bhnEY7ZJJp0ishHA64IPFQ7icjaoKnGMAmqRHmhCkUDEhip7cfpxUXlj7w5PJGTx754pxYMcsijnpilkkNxhhgr/dx/OgzZW6MVU5H5frjrR5cpKYwTnGW+b37VIkeGLMFHHuTn1xUckgIAwUbHsfp9Koh6iSN5koDvwvqCDSSIOPlDLjj8f60g+YksVHckEA0jOuMe/RhS1MJJkCkKnHzcc8Y/lUjNIfvgpx1OCB6c03/lnjoPp/OkjdRkEkhVyuRmgiLLHnMu3hgvUttzj9aXztygnhmPO4YxUWd0eR8w98/nmiGQecAR16ccEYp26m0e5ej2Mct970xnJp0X7tcAKG6YJx3qrJII8AMrrnkLyP1NPWTBzjI/2e/4ZqbXLsWxIvmBXQhwOoPBqV0ViMHBB4wDVZioXDFW46HPP5daewkVQRkqcf5xUFRLcbHB+Tv6c/zqZJBHjIC9lXOcGqsrNwdrBW67TnHv9KlMY4bhlH8C5xn1oNNOpYeZ1zsJc56L0H4VNBIJE3fMv+7n8aqrI8akhiO+EA6ZqzA4kZjuZtvXJqWVfQsbUDH94vrluDSqu5gMsW6/KOfzquwDKFUDD9QvXrTo9ifKxz2OScCp6FdCx5nygF84425z1p0G5pD0A6DC4/WomkG5TuUkkDI4z9fWnoz+Zkk4bg7aOhoti2xbbjy+f7w9PTFG6ReQcj/ZHb0qPbsVdiPzyNxJ+tSLI67RyOM/ePB+nepGhEcq2Nu2P/ZBx+NWI3jb5iQR0qFm8xifMGfcDrjpSqCi7xsX1I6/jT0NCdljb59ygY6FQMe1NZm2/IGI7gsMfXrmoVmRDu3/AHufl5FTRMJFGMdchR1pFE8al1ICKdwwWBwSKTYi4yRuJx7/AKU1I1+YvwxGMZpGZVkwrKOODml6AiWSQKM4Gf7rcAj1pFbDnOAQMdRzQ7BQByw9emajyWClE74+bp79qLaFLYsfKuTuAA4+XGRTUYMT8wfjoRz7UxJCobcSueaEi2k5j5PzHbwT9TQVcmLbTgEZ9wR/+uiTO47eB3z3pjbd3BKr2Geg9D60si7sqG3hf4mx/nNIExVZWb5ySe9SGH5iQCQOuDz9aiVmiGRu29CeP5U5GK5C5Zuy9D+tBVxykrkBiSeoz0+vFOilAXb5uT3Gc496TzDx8ix4HpUCt+8Idjn8MUbj3LTB5WfDe/zYwfp700ZTrJjt1wc+lDKNuA25cdMUDcoGeCOoxRe407ocNisCp2sepYZ5+tL5gdiHO5uhwMfSjz9y4DZ7cjFNWIrkEAgj1FIPUnMh2CMY9lb/AOtTADFJ/wAs3DDOMHAzTW558zJXqvOKVX7hs59sCjYEK8aouWOPXrg/hSgomBkgZ7cfShpdwA3cdR15qOQvt5JPOcMeTTK9SaM5k9Rn6/rRuAbJXYPXGOfeoo1kkPCkj/ZHSn89N68jklcikA9ZHVSm4GPPTGADUbMvB2hWbjdt4P40hk+XKncV5yCcflS7RgZ9M/MRz9AaEJErb8kgdPQY/lTV3sSGCevvUe5l3EAZJ5Xn/wCvSbguNw2Kw+v40IaJlUsnB74O0cZpGUoQC5I69x+lIuVGNwx3GMfjSHLrgxll6cNjikIYxBbH3AeMjNSMsZHP/oPNQvCT8xI65x3NKynlcMDnpnn+dUxskUNuKYOMfdVTTj8sbHYVPQL6VF/FznI6rkY+uc1LgeWclQB3A/wqWS2MZgwyRnj+HsafGEkUEqy8Z5GTn6f1qFsIu/dvA9sUwynPTnPXfz+lAehajC8nDK2cnviiSMM2Ei3ZOcgdKhd/MGGYFfQmmsoboefTJFBG+ojyP1ZVXBwHbrRGzOwQEbV56YxRuViSWAGP4cc0srZyPvgcY25qivIY0RDHAHPHUk01I1jQqvyEnOG6D25oLADBQIevA60xsq+Q+R325FGpOpJ5ipwMHvx0oWZmUqDhR+dMjbYdzAsAeNy9KR5lly24s3UnH60rEMczbm43H69f5UySQLhcqT1A9PxpAqNw3DEfezj6Uq44+fKjghcUAQySZ+Xb5bZ4JPJqRI8fMUGB0Zjx/wDqqRGzuAzyc7SQKg2gMxbAfPQdqpBfSw4D5iSysM4G3kineZsbDBsD+9z+FR8BgNx3HggkH8qZuPOMehBU5/OkZtitIzZXCrt7KeaRtm3exHoOtRtg54VFHQE/54pu7y1LbgMDGSKoTGeuBtGMjCk59qibEkgKZPoAMfzqZ5N8aqdp3H9aiL/wlkIPTj+YqkLmuRsTggqf+Bk0h2sR1Le2SopWbzJACu5f7ucfrTh8ikY2r/dB4FDJkyvJGB82wMT93JqCTK5HXI+mfYVZkxubnJBznPANVZIw6nBO5jwx9apEp3IPLRUOc7sZ6g0IzrsO/Ixyc9qj2oB8zhMHGBj8utK0fnAABcdqtjkyQMnJDl8/gKhuLqNtiqdpx948Z+lQvHIrDnGc5K/ypW2MoyN2Rjk5P40WsZNJEVwT0UYJ53YzVfyGbBIKk8cclh7CrLKm042r/sk4qtIwOFVtpXpx1q0Lm6DfJYMFyr7eMk8Yo8orJ+7fKqcE5z+FG5mkPHJwA3TmkMYTv74GCQfwpmcmSNt2sfmOf4mJJqMxqyYOf+BccVGrHd1OB75omIYAZUD03ZxS2OduzIHXL5Chh32n+dG8lhyDnA6USRlVLLsYZ5C1CcMo2ncRx/8AWqtyXK5J5q8jKtjpzSxtjj72RxuzTPLBQ8cHn2NPwI1yeTjnBJ//AFVBhFroIru27qAD0GaVcKwI+UqemTUZmBbALqcYwGzUpbaoXLZH8IbiqOlMlRTIgKgtz0AGB+JqWGPOCu3I6buoqOKQc7uCRjnke3+TU6hQxUN78nv/AIVLZXMTLPjGRtHqM5/WpCTt+Ukk4IIPOP8APpUEjJJyxbcSN2WxUi/LJtI2r/d3ZFSUrD4VwxJX3weTVzcFGGBYY4Ynr7VT5+YFvlx90EACnYJjwHLfiMUtzTcmjmJwSRsPPy9varMe7OdhbPQ55qtFgsEGQOo54+napFZoZMDhc+gz+lIouNGHXCoScd8gGmbljj2hNh/u9qh5G4YLt9cYz2p0LOeCQPr+nehGkdidWPcZGMjnipxIynPy++8/0qHcI1BAx65YVJ9oXaynkdsk5qRqRMsj85644255P0oViy4JYY/vkEfWoIiqL8ueOcKT+VS+Z82AMdxuyT/Ok/Iu5IsmW+VfqGI/MccUpmb7pJwTg/N/KjzCzZLN6cdDTZIg20kbm/gyp/PNBaYLIi/MXUA+2SPzqZZjx1yemOtQyK6AZYbj12plqiXavJViSMfd/rTtc00tcvrP1wpZuhzz+NTrKXwCNwHTPSqccwjb5Yzs/OpGbzWyq5K96gi5OZk+XJw4zlfT8KBu3BlOB3DZNQKvy5L7SO5704Rurn5vcMrZJp6F8yRY3BMgurd/lwaVirHcGbA6gkjmoY2fYScoVPJ9fepYzujxgMD/AHf/AK/epC4K4jIwc575NAvMnGwY9v8ACkMjpJhkyOv3ckCm+YVGQMN7nn8jRYpXJI7hPMIAYHHPBp+07WwcpjjAI5/pVTzHfOTlccj0PrnvU0cjqCU/4EKGN6Ey4ETvvZWUfdYn/JqIzDaGL8e4OKVsKoK4B59ePek3SM33eT3xSGhYZA6khpCmc5AyOv1qwsg8w7ST6butV2jLKMPz3HalWOQcYJbv3z70/MrzJQ5kbOASv4/hUquCozw2cBcYxUTJJGp3Bjx/CcinIpbaAu3PJ2/zpaBdCs28Ekj0z0xUioFVi+/pwCOKjmZGG0hCw/ibrTTIN5DNng84pAWFGUAQquPpR98lcPkHscc1HHtVVG3LE/wg8045Rs4xu4x6Uhc3YQzlWCuxX1XP6UKydWye/wAppm/c2GVVPfI607MSgnBJxjCjGM1RZLu242r8vUbjgmjzVkUFiQAcAY5qNGWNdoA6dxzTRM0asCcg8HHJpCuWCxZeMAe4GaiLpuwWIb/PFR+arHA4P0xilXazZPI9z+lAJkokj3FlYbiMbm60NucZ3An8KjeVVz0UH06U/c7dAVHXnrmgByp8wLM2D0C/54qGTyw4EmcHpyefxpklw6OiNuYHpT3mIiAPCjggcfjRsPUcpUHESYGc5b+VIZHGPmOceuRUBcgcjcW4HX+dOViu7PTuFOTTsBY25Qkuxz93vmo93lkgsCcY44pqSDuGI/2uabJhpMdDjkDPFHkLrYfktnAQHGMBs/zpPtHzDzJMKo9qikn24BOMHuc0ivGzF3AJHIWTFFgFYOcsBnPtyfbFTpnHVsjqhIz9aq+YJOQwUHqEHSntInO3ALc+ufencV7k3dUHzE/w96ZtDcYzj0OCtRLC+0/dPH8JP50rbgygBGHQkjr+FMWg7zAMhRn/AGmHWmrN2AYDPLe39aGzzlm+XvgZ+lN4VWJ25z/ezSJuHB/XoTzQoxk4z3Hzfe/Wk+0fLywU9c4B/WoZJN3ykjB6NzigknZo1VRsCt/eNRNIdwB5X+96/jUcbDlW3Yz9cVJ8q8Fcc5AUcmmTsSLC+wBSpHXGck1Gz/KVUDIHQE4pjXC5AA+Y9uajdmYncu1c9GPH86S8yV5hIpkwGGPf+H9KVY/lO1N+Oh7frS5KkuAuR6nvTHY7ciT34HOaYmRNlZCWARh2Bzj8KPKfcWZw4JyQPT3p7fLx8+7Ofv5qGRx5gU8dcLv5/KqXkSKz+WxCsSce/T6VCwDOPnbGP4j/AEqOL75I/djqPT3FE22bB3iTA7mrFoOaRl5A3Ff4mH8hUE0gkwJHIGOMfpUR2wqVIyem4kZ+nNMSbKoq4UdM4yT7UWIemwyRAsjFSxGOm3r7mmfa8KAhIPcAj88Uky75DiNSq/wqRVeRlLEx7Tjkk8fy5qlqK9ywsjnG4sTnv1prZAbgD1DNgmo0LRrksxPrSGRGiAeRt3tgfrTMnuKQiEFl/wCA53D6+1QSSbWbqmRyval8xXyud4+ox/Lmop3XeWjCnHGG7e1NE3I1Y/ekRQOo7k/hStiVlYRCP/eB598U3c4bGSHPGePyxTQONwJUdMZ+arJkxfLKsSWXHXpURYlty4Yf7Ixg055kLjncMdMnNNkKspJjJGP4iR/+uoOZiZb5sfjkEAVFImc5YY6HB4pWxJ8rblXGOCf0FRrGOGVicDofT3pmbdgjZ9wKj8TwBU277pUkv6KetU1YqAf8/WpxIdoJQbeO2KRimPKlm5xnHOOtIsKpglQ4/utnj8qY37z7pIGenp9aXaSDgBqo6EyWPEbH7oBPTGKsKyvn+HHXPOfpVYbkhwRhPUg8U6OQ7PlHJ7YBpM1uWFcdEDnB5+XORVsP8rKclQMgcEjPeqEcjrxHIGGcnmpmmO3BHHYgipaKJoWXc2WUjqV6GrAAZd+44I696oxF15Vsr0zxxU27aykFfm7sc5oe5p10LUcpXgqv5Ek+/tU0dwrbVR2KDsxxVNiVVSG+TP3ef0qRZo41wDgAcdqViy2MKPlXA79uakjxt4OT3IP6dKqxyGRg68N0y3NOVm8wFi2OxJH5YpWK+Za+QkuFY+i8sKkeRtpJwnbkd/6VV3fNw2Hzjj731pvmMwHfnGMHNKxavoWUAZd2dwzgrtwfp71KsjYGCwQ/3sj9KhW8Jj27SwHTHH5VJHuYbSQmfQ5NHqWW/OPyF2IbGNwHFTeYGVQqtt65PUmsxTsVeA+OCXOPxxUsW6RcgKo6EBzk/SpaKsXD90g59Ov9aYcdI/kYdASeahX922DyMYPc/nTiwwMDBB6Hge3ekNDpJCcH7/8Au4BqaCVljyNxY/dxzx7VEFCtkjg8FWbNPGNwAHlevNNjHrJnkgf7rAEmpWkDqCrbMdSCfyqqu4M24ZHovUVLGwjdt4PPbqKkotLIsikBmZfejG0AL83oen4VG0i7SwVSO5CnGab9qVgMjaQOMg/oaWo9SeMBTk5D5z8wpshDMx8wYH8Ld/ypkcn3kPfoOtMWUK53KApPYc0y09R+7bGigFsHPyc8U9H4Y+XtH/XTg+9NZgdoSTk9R0waT5Y+Qdzdgx6Uy73JFk3MGJcc1LJIGz8ikY6Nxmo4mc5bqeo9ajmkZm3bfUc/z4qbai6liOcbipC5HO1SaXzo8rl2VehH+TVdJkkLDaRjq0YxinLIdu4IwPuBxRYfUsycqNowMdR0NNjl8xuSSnUc8fhVYXDfcEiqOvy5zn8qVVypLbVyfpRYdrIvtOpjUH7q9mGc/pSC7IbgfKBxgDNVkf8Adqd7DJ/hGRSNJNIflK7R1PQ0rCsWTcMx2k59jwKPOj6d+4ziqxG5T83ln+9kCljYbgrNuzwMUrCsTzOFUE8Z5BAyKb9obzsh2Y496SaGPbnjO7uxBHtxUEaqOehHUnnJoWxUdi2ZcZHXPfGT+VNZ1LlAyjvgcfyqL5S29cFQfvKP0ommMO0hjHngbeT9Kdh+RKsiyfdkZ/Xaac0h3fMArD+Jm6j2qoGKx4ZmOfU/pxSvnqoZB3B70bgXJCGU/wAPctkUK5MfybenRj1H0qqqjyz83I5+YkZpGkB+X88k5/8A1Uib9Cwu7dvKK/ogY/rT1Z2X5sJ7ZqkwCcoGyD9f50/zDuQnIx0Lc07FPUfNIx3FMBwM4xwRTo1kPKn+ppnnBVzvUAnqxOfpxSmVhH8pJ9BnkfpVDFVvKbazAk8nGQT+tPMjKxXeAmOnqKq+Y6yfKA+OmGwRTvOCqSXKhvTH5ZxRYTQ8HDsylWLc7scfhkUNIzfKSBwecAZ/Cogy7lI3EeoXOPwNOkVfLDAMfxwf0qepF9R6yK2FkZs4/iUZ/lSNt2/eye3IH5mqzK7KSqHk9Mls+xzTfMmHykFNvGCq1VgNGGRQexOMbs5x+NObP8JTB7Kcj+dZ/wA0ID7uQc8/X2p63RDZZThufmGOamxFyxIrq2GxgjIJ44okkVUwSNv45IqPzssxK7R2qOSRmAC7Vzx8uM/nTGnckbKklmyvUr7UyaQlwdnH+1kD6cUgBZchyTjkDgU3uWV1x6N60EN9RVTy+QEIY8KRk0yTeFHYE/NtBzSeYJjncgkP97JFLI6oMEbj0+XBP8qNSbu4KFVQuSnqSOT70r42qoAIzyelV0/eSfK5JAz6LSSCdpQCzKmOOadtSepMoPIXAHY//WFMWP5ixyPrzz7UzeNx+cf8CpkmN+1Uxken8qCW+w+SRxwD8pHPOPxqNZvMBRYsMD94Dmq5uAmQq5P1xUL3Tq67UUt1wScY/DrVqJJZZgud+Cc8EnAqrJIj5OVZ84yOQPwpJpNvLP5W4ZBC4B/CqRZh8ofJ/ujAzVKIrDpo3RSzbWBHDKCNtQxyHbjCkDg4wB+feopLg+ZgMMKMEHkE/nQpLKeByf4cY/KtLaag9tSWRVZdxG11ycx9AfwqJMBclsnPIUf0pRI0i7dwbjGWzj+VJ5IRCHIz/s5yaRlcN29mVFwP9puRUUhfdtHDehXFRMpWY44JHuP509pd3y5UnHQIeffNPqS32EkCp97a+On90fpTCY3wSVUZ9P5Ukny4+XK5xyOtN2fMxOQO2eeKdiH3FaXycqjbAxqFiOMMvphSSfrSySfM4KqvYY+9UYkx95Nyng4OeaaMx4kCMQSvrwCKjkUMCwYnBzljzmlZizfKMIvPNO27lJyQ3csf5UtjBu25Az7l3EYHT1NIsgRRhOp4DN/9anvH8wCqo28+5/wqGReo6n3oMpagsQ2846c5P9KPmAyowO/JNV5JGVeGI49ferH/ACxZu/rSMYsRWCkj7pA7E/n71LGGXjuB+BH51N5a+V90dfSoE+WYY457UXNlItpHuwMlm69Kd5ZV+WOMdwc/pSD5ZMjg78fhQrHzDyfun+dTdlqTvYaTt3EBZCffFORmOcx7TjGWqb/lgPpUXmNgfMfu+tHMaqTHs3Tgeh5zShtg6KR6HJzUe4mZsk8AYqSMDbnHNV0OhErNtCuEIX2OcflUkMwfhixHcDgUn8S/hUUbHK8nnrS6FJ6F5YgvKqzH0I+XH4U2Ta3J3DnnP+eKW1AbzsjO1CR7U+U/I575qU9SovUW0UDnOSDwucECrO4ZG0uR25GPpmmbFVQVUA+oFVY2O655PCg092aXbZak3ll2kKFJyP8A9dSxsGXPO7rkED9PpVccRv8An+PHNWo+ZlU/dyfl7dKnoV0EyyMxB3K2egyaWNgGBDbVI6Hn8zmq7Mcw8nlyD71pWkSKkgCKBlu3vQ9i76CedkYBJGedoxS+cEzv6jkbhyaqXjMuApIGR0qa3Uec4xxnpSsUloWVdC4zt5GRuzz+lShfm3jCrjHTk1WsXb7dt3Hbg/LnipwTuHPrSGJ5u5sSFQ390Ej86tLtYnCqMDuB+dJIoBUAAD6VAv8Ax8RjtuPH4VLGyeOcrgZznqB0H+NJn5TuOPcjk06ZQsZKjafUU4fdz3//AFUBzFYx/Nw6hsfdwCT+NSrt2Y2MCBVqVFVhtUDI7D6ViLI4uXw7Dr3qtzVamgJCJMhieeeMipFd5EIO3HXDD/OKbb/8eanvuaq4kbdN8x6jv7VLGWzhOrcYydxx+Ipu4KSMe3y8/rV91CxoQADt/pWbNzcuv8OOnbtSQJkoaNVG3c/r8vAoSZ5MDBcdB8oFS2/yquOPlpl8SsjAcDb/AFoGRs7LJ8sZ38YIXt9af820ttB7NuqAMfIU553daNzbhyfu+tNj7E0c3lrkqzE8EgZqUMT0fk884BqhauzEksScHqferduT9nSkxyHy7NgLKpXud360yIx5UqqkdDzkmpdo2rx3qL/lsfYHH6Ux9CePaMY+UD0GDmk8whiMqB7mmyMTKMnPy09fmglzzgcfnU2IImb95gMqdyq8/jRtEe454IyRgfTPvTbolXjUcLuIwOlN/iU+39KosfIwOVLMmCBxxT0YDILHryduc5P8qdafNEA3I560g5bnn5M0hMSSNQrALtXPsSfenx7FUgxpkchtxBHvzVX+GA9ySD+dSt1oJFkYzL9/LZ69qAzITnIIHLNgD86h3HcnPfFTQkmU5OcAYoQxyyb88qG/2Rkn3prHa3zO2G4I5/UVZX7g+tUldt5G4457/SgVx82PM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Padrões para o ensino de ciências foram desenvolvidos antes que a desinformação se tornasse um problema, dizem pesquisadores de Stanford, que traçam estratégias para equipar os alunos contra as falsidades científicas. (Foto: Monster Ztudio / Shutterstock)
Numa época em que os modelos climáticos produzem previsões cada vez mais precisas e terríveis, cerca de 30% dos americanos não acreditam que a mudança climática ocorrerá em suas vidas. Enquanto o telescópio espacial James Webb observa o início do universo, dois em cada dez americanos não estão convencidos de que a Terra é redonda. E enquanto as empresas farmacêuticas continuam a ajustar as vacinas para combater as variantes do COVID-19, cerca de 10% dos americanos acreditam que as vacinas são realmente projetadas para inserir microchips.
Por sua natureza, as falsidades científicas desafiam a razão. Mas dois pesquisadores de Stanford – Jonathan Osborne, professor emérito de educação científica na Stanford Graduate School of Education (GSE) e Daniel Pimentel, estudante de doutorado da GSE – estão adotando uma abordagem acadêmica para entender de onde essas crenças se originam e como elas podem ser desencorajadas.
Em um novo ensaio publicado na revista Science , Osborne e Pimentel argumentam que novas abordagens para a educação científica podem ajudar a vacinar a sociedade contra a desinformação científica em todas as suas formas, desde a equivocada até a maliciosa.
“Será necessária uma mudança fundamental”, disse Osborne. “Os padrões para o ensino do jardim de infância ao ensino médio foram elaborados antes que a desinformação se tornasse um problema tão grande.”
Estratégias de ensino desde cedo
É importante abordar a questão em uma idade jovem, disse Osborne, que começou sua carreira como professor de ciências na década de 1970 e é um dos autores de A Framework for K-12 Science Education , a base para os Padrões de Ciência da Próxima Geração. Os adultos podem ficar especialmente relutantes em abandonar ou mesmo questionar suas informações pessoais erradas, disse ele, especialmente se essas crenças estiverem ligadas à sua política ou identidade pessoal.
Osborne e Pimentel são os principais autores de Science Education in an Age of Misinformation , um relatório de 2022 que explora a ameaça representada pela desinformação científica e como ela pode ser abordada. No relatório, eles apresentam estratégias para preparar os alunos para lidar com reivindicações duvidosas, incluindo a revisão do currículo, melhor preparação e equipamento dos professores e avaliação das capacidades dos alunos nessa área.
Para começar, dizem os pesquisadores, os alunos devem saber como verificar a confiabilidade de uma fonte. Essa tarefa geralmente começa com três perguntas principais: quem está fornecendo essas informações, como eles as conhecem e o que estão tentando vender? Em um nível fundamental, disse Osborne, muitas vezes é mais importante avaliar uma fonte do que a afirmação real. Se a fonte não resistir ao escrutínio, é seguro (e geralmente sábio) desconsiderar todo o resto.
Para se proteger contra fontes questionáveis, os alunos devem ser ensinados a navegar na internet e interpretar os resultados da pesquisa, disse Osborne. As habilidades na Internet devem ser ensinadas propositadamente ao longo da escola primária e secundária: os alunos devem saber como adaptar os termos de pesquisa para obter os resultados mais confiáveis, como identificar conteúdo patrocinado e como identificar rapidamente as informações mais confiáveis ??em um mar de resultados. O relatório detalha estratégias usadas por verificadores de fatos profissionais para avaliar fontes online, citando pesquisas e materiais desenvolvidos pelo Stanford History Education Group .
Criando “forasteiros competentes”
Mesmo que confiem em uma fonte específica, os alunos ainda precisam estar preparados para reconhecer afirmações plausíveis e desconsiderar o ridículo, disse Pimentel. Não é possível ou mesmo desejável, disse ele, fazer de cada aluno um especialista em todos os domínios da ciência. Em vez disso, o objetivo deve ser criar “forasteiros competentes” que possam compreender os fundamentos de um campo sem um diploma avançado.
Pimentel aponta para a mudança climática, um tema que muitas vezes coloca cientistas contra pessimistas com motivos políticos ou econômicos. Apenas uma pequena porcentagem da população pode obter o conhecimento necessário para construir e interpretar modelos climáticos. Em vez de criar uma nova geração de cientistas climáticos, Pimentel e Osborne argumentam que as escolas devem preparar os alunos para entender o conceito de modelos científicos e os fundamentos do processo científico.
Para sua dissertação, Pimentel, cuja pesquisa de doutorado se concentra em como a tecnologia pode ajudar professores e alunos a se envolverem com questões cívicas relacionadas à ciência, ajudou a criar um currículo de biologia do ensino médio projetado para transformar os alunos em pessoas de fora competentes. Um dos principais objetivos é ajudar os alunos a reconhecer a importância e o significado do consenso científico. Os cientistas podem discutir sobre a linhagem exata de um fóssil hominídeo recém-descoberto, por exemplo, mas concordam unanimemente que todos os hominídeos são parentes próximos dos macacos.
São necessários muitos anos de trabalho e montanhas de evidências para chegar a um acordo tão amplo. Ao ensinar os alunos a apreciar o peso do consenso, o currículo os prepara para enfrentar o ataque de desinformação que não foi tão completamente validado. “Os resultados até agora são bastante encorajadores”, disse ele. “Eles são muito mais propensos a distinguir informações confiáveis ??de informações incríveis”.
Os alunos também devem estar preparados para apreciar as divergências que inevitavelmente surgem na ciência, disse Osborne. A educação científica tradicional muitas vezes encobre a natureza dinâmica da ciência e a evolução do conhecimento.
“Até na graduação, o ensino de ciências trafega em fatos consolidados”, disse. “Nada é incerto e nada está em jogo.”
Ele se lembrou de sua própria educação universitária, onde os alunos eram obrigados a fazer testes de laboratório passo a passo para replicar um resultado esperado. “Essa foi uma falha fundamental, porque ninguém conseguiu o resultado certo e todo mundo mexeu nos números”, disse ele. Em vez de simplesmente regurgitar a resposta “correta”, os alunos devem aprender por que os experimentos nem sempre funcionam. “A ciência é difícil”, disse ele, acrescentando que uma melhor compreensão de como a ciência realmente funciona pode ajudar as pessoas a contextualizar argumentos e evidências conflitantes.
“Você precisa ter alguma compreensão das principais ideias da ciência”, disse ele. “Mas também é preciso educar as pessoas para que reconheçam que serão confrontadas com um conhecimento científico que está além de qualquer tipo de compreensão que aprenderam na escola. E quando você se depara com isso, como você toma uma boa decisão?”
A desinformação muitas vezes beira o ridículo, mas, argumentam Osborne e Pimentel, a questão nunca foi tão séria.