Texto base/Livro/Artigo:
MARTINS FILHO, V; GERGES, N. R. C; FIALHO, F. A. P. Design Thinking, cognição e educação no século XXI. Revista Diálogo Educacional, v. 15, n. 45, p. 579-596, jul. 2015. Disponível em: https://periodicos.pucpr.br/dialogoeducacional/article/view/5029/14774 . Acesso: 18 set. 2022.
PIROLO, A. C. I. S. Processo da criatividade. Londrina: Editora e Distribuidora Educacional S.A, 2016. Disponível em: http://cm-kls-content.s3.amazonaws.com/201601/INTERATIVAS_2_0/PROCESSO_DA_CRIATIVIDADE/U1/LIVRO_UNICO.pdf . Acesso: 18 set. 2022.
OLIVEIRA, A. B. F; LIMA, A. I. B. Vigotski e os processos criativos de professores ante a realidade atual. Educação & Realidade, v. 42, n. 4, p. 1399-1419, 2017. Disponível em: https://www.scielo.br/j/edreal/a/T38MhGkwn35JLT33Zhct4Cr/?format=pdf&lang=pt . Acesso: 18 set. 2022.
Materiais complementares:
BRASIL. Base Nacional Comum Curricular. Educação é a Base. Ensino Médio. Brasília: MEC, 2018. Disponível em: http://basenacionalcomum.mec.gov.br/images/historico/BNCC_EnsinoMedio_embaixa_site_110518.pdf . Acesso: 22 nov. 2021.
BRASIL. Base Nacional Comum Curricular. Cadernos de práticas. Ensino Médio. Disponível em: http://basenacionalcomum.mec.gov.br/implementacao/praticas/caderno-de-praticas/ensino-medio/ . Acesso: 22 nov. 2021.
BRASIL. Guia de implementação do Novo Ensino Médio. Brasília: MEC/CONSED, 2018. Disponível em: https://anec.org.br/wp-content/uploads/2021/04/Guia-de-implantacao-do-Novo-Ensino-Medio.pdf . Acesso: 22 nov. 2021.
BRASIL. Referenciais Curriculares para a Elaboração dos Itinerários Formativos. Disponível em: https://seduc.pi.gov.br/chaodaescola/wp-content/uploads/2020/03/REFERENCIAIS-CURRICULARES-ITINER%C3%81RIOS-FORMATIVOS-GEUSELIA-E-DINIZ.pdf . Acesso: 22 nov. 2021.
BRASIL. Resolução nº 3, de 21 de novembro de 2018. Atualiza as Diretrizes Curriculares Nacionais para o Ensino Médio. Brasília: CNE/MEC, 2018. Disponível em: http://portal.mec.gov.br/docman/novembro-2018-pdf/102481-rceb003-18/file . Acesso: 22 nov. 2021.
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te2X6ZuKEZsI3E82fz5GyXRxEgXTlno9FT/Jkur39u+IEm0ui4v5rIVoA9RZWl4NToKbpVliPNk3U318d5njYNzCHToxun68cGt9vSJU220R3XIIvP0iQazEAF7XZtQDycnNkXokT/hfiNvGhwfB1Rjc73cOb0F+RRBG4xp2u9ryfwM0safjs1uli969eirgc0fYNI95WH/sfcMFvmfItOTbtmeGv6bfT6Tx6gbP0Vuue17TSntIPcW05TSv0IpTWMUmpt//fTqvtoxcO/oZmNfFzTT7cWn6JfLa+kpX98hvbPSqs4MCuVTl19Dc0p6RBlZ1Q7LEvT/ItFRTw5VvcIQHWcZmDdszkNL83r/7k8ki+ESQu8KVMMiHTHRt8oj6ww7nGJccDAyzV/keLa7C/JI37hLL9TudNUwHknjwfk40ZvNjd61w/vjZr9N+NsTw+drq2j7mefo4HX36CWuf9E54aG5FkrUA7o4AwtXL68vRWqdxe+KvzbbKZVDY/Kqs4qxe+VZ+V5FgcKHn22yKMFrDM4onxb34E0pV2gfLNdXnxBfN6j9xriin9PX/Bn8qxxrXE+5MgcKYsM9xB8xeHn4/o7oetHP6YTHSHhEWBH3+BpOt4eFIuJ1Xk0emuwT3gNmIHG7h0cotFz56jl6uldsvjYEE7aejFXLuTy5AZkqgFPwG2k50WvtIZ7hea/TR4Z8ORyGuvaZiBf6mNWVw2Li4YkM1L1OfwlQMdeL1MigMugNwfLyUFWtz0zPDkv8/VBV2pOxDioQiaYOf1QS6eYkK7YeUisIzZm/3eL9cO1e4/S7mOnRCMfaw9R09E2qtp9mAqbOF8N59vC+bYeECtfsTLk7Nlz43P6uw2sGt5vb3Q0YNWuI2I90IHmDuEtgKU2wyOGX4zyjRFroeXx0PCIWMmCrwST2lv2H6fynYdpZHQ03OgZVTGWGr8bYW90zOyr9R2DojEHuOG76dCpDuGgBPGChkbDNvEXsedEGx1tCwpnJLhr4GXgepBZpsOOI2+ZhL3R4UQEp6N1LFLeZNGypnpnWHSoUAXw+kKEC3gNDG5ZRW/W7TEckWp28DW7RF6UgXyq0edUdkZ6+3c7lAbjq+imzh/+WASqANciEgf8YBDAAk5GcETqYq6HGDnNjRnqH6IgE4JcdLUcEfmQH9EM4LwEhyT4TRqNPgHD17sF6eXBpqGiRaLR4bEF2dzc2R2OJmKsPhyg7v5BIUIgXnoHTovf8ADoOFBHHd39orFPBXuE5xg8yNCRHrpx1tnZZV3RviDvdizfXLgBjYdGL+COFOv0IGbg3wjRAg0GfosQJ3AcRaOXs3YDUQMPgH0lL1NRWYnIu7Fhn3BaQoeMjvTQrLQklzvB7LfSlZ9NvfmP0vCODTQyfFr4NkKDgcfu9sPNtGXfcdHotXuPiU41mL+IusqeFtcODLAI4v+j54jOMKEjbZ5+bUjeJj6EHcY0QAHUsB7wBgKsE2OgEbHHuP2/spgRcP6mJz8ifqtBjZm8/v8V58xQ5+yDJ7FowHwt3wdWUYXwAMpEdnj0Gsf0c7VPRBpcUrAgSzRmz+FGIWYgStDQgqS6ODQ6Jo471z8UdT2opehx0ZEm3Oh4aPvQGVZINVL0ZP0y6uHc+q1RjT4j8KfiN16WeZSpRrQ3mEyyly/9P+J6xE6xN44x0jSsmQBGyuY8qCsaPh48+qqocgF7Y7UVP047WTXEAKeYxYfSRhCjC46kWDyAxu6peIpObtCFE6q9DFBw48OiIz2/Rjc1nKani2PxIuTDztJnWi2E5kZBXgf7h3ndk8Gtp8VvnFMufIBodN06yY48noARVg7lqAAJsaDpS8Q1dtgbq6W9g4aga7OeDl0d3rxHWruonkVJCauJkPOQ1XW1FeJr6CyMLCy30KaFoiNNuNHBSeM1umpsPIg7+9fCfS5mo3NZ5gYGUJZZjCA/uF39Ntt9xJehWyekIXJUHcLufZKw9MYOjz9bnLPD3lgKMGSN7NlLA2+spu6HH6XgHXdS53XXU/Dzl1H3F79M3ZdearnOTnCnBpqnXWtMLowHPExUo4OrzY0uG0XJSu+if5tYo/M9lLk4Rb9b5A87k7KYMV/v1Ogiv94vfovpuvE43cG2/mRx0zzEd7A0GHNusHIxtdOuyKcmMWPDgT/NrO6rSa/qvjO1qveHlutsNFyxhHZdmv4+een4QIPYV7gZ8tawGGrZ3xUNoQCO1fQ3BPcpWBod4kW+MAWcRwgGAC/QkNvS4KUbHbV74afFeZxD56lgBBYg1wK5ABgv1cneb4aTTH+hpEmsvV9fVGwJy9axYVEkok0ctOdnvWRuaDOFCvUzMltiMBZy4UE7xQo2b86gpcKe7J9ZuBrAeXtHOmuJsfoNDY6GQ1lu//fEOTNn4ti+YBdp6kXhXiBxvXwhZm9iVT68BNx6nmCA1CV/Lc8a0PRN4jo7VpY0rFaBD0qK1nNj+avkqYTQV5J7zqnR5emJIWXRVcaEAD8M/pvhCaxzpcsAUAqIlaqCQgGwXcPFGZizzJDRKAtcaZa5mr5X5LUD16gXg2vwZam6eHONSBUKiByHMsyEaEZmaHrI8T4KL5VvFw2/fGP9J2VSwhitWkzdBYuot2Ch+N9ZoNPGjRuNh0/iwuD1un3hMCGKXiyNHeMwiSnAys0N8yfzhSRxnpheQu/NrOm7DxMjOPZsav779KqeFsSTQZw9eBEgBoHwJKjsJngFw0Mgs6Z/G2cXk8AZFd3L51QP3I7fSSRx0SC9uj9DMHJVr2BaX3nfx5E+Z8uQMKGb50dAdma3nxd56oZaUIavuPW6ufXDItgGDw3GZtf0fhXpSSTxloEl9atqMQwIbkSzizvEOG9e4xkL49opEWYXJDbXGBTOG77y4NPmc/O3nWPmfwdFHE7inQXfhlMfv3WnaeWAJCzfEOdLO34UFQ7YgRJmdklwA86oaP+8r3rsz7EIynKeP4i5/HGJCibx9gIRjzGMh93Dm/vOXPWnVXb+lXk9kpnECjxGellXk9N5J5oos4epPCgMcZalOibCh4jzSbxN8D35EUHvVLCuPGhf2ahIuZ2nlwUbnM7HokkzO6i8+w/pq+hP7AH0IueD5KvsrhGVPx948/5XGhgNSWUmSK9YwKIQNSVroRzDYOnJeUDmtGKm/z+FNVnl12KEEfMt/LQwfoo8eqVMNSbGwvcajzBnk/0NcZ2mv+Scx0SY7rjd5LjsDuyLnNf3ydRoqOVaIM1vja2K6RNMWShS+fAb7SDafjEMFuMjbcl2UUdVhplET5PzsszpjHSiP8ncMtTGA8xjTpRR09eygOg9voqub/nKu4475YlFPJA9mVrW8cnMip55rItP7NqavuOZ5R3/xoPgS9Mre0445WGGP5ZRO5DYZKEdHn1juKHAQN7AIy4XRZYJ3HXX/3Fp2bPkUQSwnqvrBLNnRYKmGKGFznDZMg+/ULf+a3nWABZwqo9EvfzUXGOC0IzpJe8Nv1i3JciJNbBtWuBa414oT06pm6Hmwbw5CyP5/NELMAH7PKBaEifI9MHZ4Q3cFc5nX5iKwIxIV5OyCnAR8AZeDftggGJNjprzCKbWr5dnXK4bln6QP5rj4fMgtz/a+f0bdb0f/cYeEqGnneksVoY9DQl7x8F4+ZwJuzz6ars/nVnV/bN528Yc88SjOw7LMUJ5sM3pvKLbuW7igRKFN6cv3DCav0Kmjg/MhOMaSCS3HjNOuSt9wfssEsgdiGxuh4VLOJfGUhsLmzAviDyYkFWMCSAmbrgM2yIrM0TwSiUxbWuAzFCRREFOi7GcYGZ2e4hXM7SsOeE6RDG7flqk4wO/8ynnQEFatrFgC2SfUlRtjvLVqu1YED2qLMdj2l+MiC6JqSJICg9Iy4PbnM6PR+elxkjylXf//vaj9GexomcrwjJ68WDjAWqEUlns0iYerGrAcZkaG57AM6b8htMToJgdLw9LNkWaeknihRrbnQFhlSUOsyM2sVjWKfLFZnYVrxgE9UjN/eLeoHkro9tC03PC18RjdiwLVW0aLdnbRTrqaF+1aIYa8KINvNkyFEE2Is7KdKbxgIjm6qNDGyv4KkKnnZjGTJxHhEqPNWgdj6aC2fFBGvXtkpFTYhOrWZHwArGg+aeF1YcJMTvr1qrRNd3YjykePDKSoSB/RL0wM/ssPV2mcv6cjkj+QKFIu1DMjggAPuzkwoQQ9wgSqOVNkzkj0AJyZSqTO/C6TI0GdnVUbarpVr05UWYPq3b80aT4vybS3MJ1SaZz+ePBnX17uB7KbWp+2cAnMXnjxDCgtKpe0hrP0tf2j02bvn3sitnMtLOrejAgdMwfi2Ize7dYI2LOG4vmsERHnb3VfYtSq/vJw2W6twyL//a8CZsmw1KEKXWxEWx8PGDHSzVgNKSYEQw8FpR6gmvMztgL6D1h9cS8RBmAOhCWkIFNYV1VbQ/qBBX8XFDCakx0TFUnQDdW9QGzxkLYIZIZTe3+qaB0dlyPII1OEG5jkkk9OcZ+ZgYuiXzwTIg3Gw9WlcfoIREZ2c4oiv7wxCbqvOu7NLx1Gw0WFlH/iy9TT+5iCt3/e+q850fUNnc+tc5ModbrbqTWK6+mtsu/TO2f+Rx1ffZzFPrc56j7ssuo/YqvU/O06+jIjTPp+LU3Nu/0zjladNfPaavvG3Q89StihfCplM9S8PLLqZuvwbUdXEbbZV+kVr629ZrrqPXmmdSW5qOOu75HwV//L3Vn+anvuWU0sG6DWOI9WLyZdnkyKK2611L/tLIu6+YcsRBuGEne3E5uTKs3FZZUY6Wxwiz9M2EJBJqNjyb3ZnmWX+wjf8UvNSKh8VGlLrT65ZkHqLGY2O4+bF+jb0aqDFwgKCeiLtnhzX0kkk9up+CEu6TLs4I3dzh8nXdx9EAaS9kj5UYbCzwBw5cSH403cLlMNQABYm5Pb+CIPBNBytL3W94VfntzI+4lWCXuzW0Kn8dYSEVVBdLLg2PzGkfJiR7XVxkxBYRjNNGqsq30fGEdPbOphp7YUEVPbqimJzdW07MFtbS8uJ7PN4mFBli7VL3HWCS890SbCKSMhWJYMoOVHohqjd/tT/xaMPuxp/5A24+0iFXb8JPfsGUPvVa5jVZurhf3e5rvh3s9wfTUxhp6rqCOns2vFXVCOQi+fPAWD/lYxTLXnz/k6PAm8ZCad8giPeyk6dG+oFr2DULPVV2mmfBSIblnPfRPMrcVFtOjP45qEOgKl6kFYg+iU2TAIBB6kViAeqHyxadoFQ17o0C/d3xeTkNb3PyQNRKUgtM1YeJzgnlzoqN624FeAe9J9TRmQhrqoC2MVsVYFx/EtL8TLVm0MszsarE0FnEMDA2L1ZCIbY8V72DULfuOUeXuw2LtLxbgYY0vFuVh0wKsDd7MHwBW2mCFDSKJV+05Svse+DbtvC+DGvLuF5HGsRoHC/2Qr2LXYbHmDGHeIx9Mn7Gynssw6nMuwuwzNEqtP22pP3/IF+H2RUm8bWCGKDF3/WbCbhtgdkDstlG3i1ZX76DVVdsFI0MCI6YGYmlU7DxMNczA9QeOi1gZ+0+2CwY9FewVS4QR5ARRCbCOD5IdEr7v9IhYOtzW3S+WFmOBJXamxHkweuWuI+LjwcpWrGLFh2Pc31g4L1ZKMeMrZlfbpyjyVXV/Uz5mEklAZw/931gDVMXskOxY345gApCsg8NGjBIl6RVhz1cs0wMD4jzil2ApX0//kOgJsIAV6VBvEIYDgQewkjj8IYBxFXE52IDJWr4RI6V/6LTY4AmqEdZYOjF70ncmCUekV3Y7mvLMzH74VCcdZJVlH6sUiIYE6Y34MNj0BLo2pDoWCEP9KN9xSEhkSHzo71BroJ4gohIYeevhZtEjIGYB/mNRcfGOI7R5+2GxWRZ6CURYgt4PCY9YNIjOtI2vw0JkxKSB+oSoTVjb6sTsmA+Qj5dEEiaQ65Ioz0ImsxoDhgXzlmw/wAx5UATOAIG5oauD0cHwYHysgAeD4kNAnAexwz2T2NENzM6SHR8L/jey/t66+Unqb3iDBupfpabd+8IfD3Z4Q7nYMQgfAD4i3BuDWNQFm5SJnsTG7AlPKiXx7kR6Sfsn4FarGP2b5a3U+8D3ROQYY4CKiGBGVDDzYNWqZkTUGKXKmAkqiLLGqG0MQb0780WgFOwqP3jqgFGGrWyQ+d6qPuYBKpg9GWEsicRBdElPQVYTlktjV0IwO4AQSVA5MFgs3soSniUrVBWhdkC6M0ESQyILyb5PSfUTwvoCi82OI82CuSHREYMQ0h2qyYHt1czsxhLtAzXrhGSvFmoRS3Qut4x7ENwL98S9UQfURUV1A7MjTAec1ORTJJFEfLSsXfD+0erHw7EBOpf/jrqW/p4GD1bSQPsRagt20+GOPtrfGmK9uT2st8PsKBhUqhxhnZ31daga2BsV1hRYcMCcYPBN9XsFs+bzudL6reFgEsfLVlCwKEcc95YsocqDbdSX/wiFNj5M7Ye3iwBB0NVh6TnZEQoPUI9fPyOxneITAaaoM58x/EXmvRC7p8AkBvxIkG++LR/iICifE+QxO3aZ4dFfMPLx/dz+O2SqAZSJc9gBwT7JhfyYhBH0mJEPBLu9pneI6fWEwXWzx0lwCpWrgBlJ3FPdHxNmuEZN+GiBHS5P7myZOxpot7nLrfdzIo9//HkST6DTlH98PyWgY+Oi5xSTj0uscvSzft1f/zr1b19PZ1idgOXEbo2BhQXWG5geESoSgU6RDmvMsfagiOcGK42IVLjxEVE2mDxUtSxyr7InI78LdAoiEFN+FrVsLaITHd3hAWrCAZgSQVreP4TdAVQkk1hQL9juW+PJ+qlIVwSmmJX1KXk2ArdubCQpprX91okQNcEFxlIRWRTCLghgbjH9j1jRS5kRe8IuCCBMsqT4H5RXOQOzrSK/Xhu+Fv9VODU74Mqs2geBuT36A/wb939VuAKYJ3swA4yoNHYoNw0jrxGyx61ncRmLubxX+DnW8v/fydyxgbzqXvH2eFTo2Jg9q7soRjQvSd35C8XEz9qKBnq9bAutKW9g1WY35bM6AQkOaQ7rCQalkPgHmttFSE1MBGEDZkxEKZ296UgbtbPa0lL4GAUHRqij73SY2RMnndY3SP1+qpkdvuhhZueXEg+xmN2dkyYY2GCe58IvxL59iojZx+lg2rTH/lWmGlDMbi8bUMwe82OkSyx+P5q+X56wQm1ooZ7To88LXxPLB8ad/V/h9tECR2WqFWbfHsM/JeLoBqi6jRfUazyo+FOiLg5b+NrBknq9M0NFaPDwFjkoPCukMxgYE0YwSSJkNZgclhOoL9CnMeGkJp6gY0O3h4oDqQ+d/WhTsSgXH9G6xkP8O/a2wE7UuQFxDI0tDaac2efofxPeiGlcZo/BkHi5Ygpcpmv+leGXkrp4VKQBygcdzK62JVaIy+ySWfCxxcKMwAfCO/Wid0hfYA3uhml35a6AFUYKcENGmiB9iUyN4Po/flT0VMb52PvUaYEHw+XgPmYonx/US+0SpnEPJOJ7BZ7lNrGqdLGgwgqCEmJ22/7Vdure9AjlbzMYGQwNNWQf6+wnWHJ39vbT4GljQgj683gYZmps7qQxGhTqCMof2rGOuooCUfeNRwjmWdC41zJAlY9z/pjPTIKXgAY8X2aHZIeOCmBraCURVcQ8LeeGC8bsgKqfUKMesqlCkuG8eWbvQgNKnUF98fGbkTCzw4VafkxwyjIj7ODGz25slxFiJu9mgmfkIJcb25XZjAkze2H2GieGUtT26+/Qyc9dTicvvYxOfuaLdPLyK+jUldOo+arpg81XXXOqedq1dS3Tr3v1+I0zcpf/b87O49fekLH5v3/m+faGI6dvh59KRYjSGs+Sa2zsA1ceHrszpeEMXbOVaKAwskf5RKmzJId6v/p1Cl11DZ2+6RZ4VkY8EqcCsdQTMxD2UTGFJ2AdICtmB1PMfPQTMtUAHJVE2XwtPB9FuMmJMrs8F4/ZtcCdsm5MOZHtBQEch8+NQ6p3UjCrMfGY3a23hMtw64/KVANTpcZ4eZyg7jEes79Wu4eeL26iNUVlgonMITadqK8kl1o3ZCXmOjsOaNeq941UPuZ4n/EIViNZzIWBJv2yQd4cZ9/w1DyDYfDi03Srvo1QoDjnxOyAVy4ACXsC8v94A9Sbsqwr+MPM7vAhAN6cMqNcJrsK4Q68GD6n6bHDX6iPEuTWN8lUK7Oj/k4Ifwy4B6twdoSZfZyeaTxYdPY4FiTghbKt967ecsASpPHZ4q2UX5RP3QURySusIAX+F+VlU4rezTk9nSZGToQ6C+RyrQsJTfdbXhoGXDg2WxvMIVXN8MqBHxhtdl70XqLArKzPi/OiLDB7wCfPGDCrIFru38pUA+pDAKl6ibqqj4dJuNs+YI0FqS28NHxPMByZFpbboTYGBOEatbrIvJBDnRP3V8/CJOqUG3sBfKRHjE1p/JHfteD98gpnePTqyDV6mUwdH4ENG/70xbKtx14q32Zh/mWl2+mZwkbnVehTCLONPx4NV/LLfztwK6stiJGCaAMXA7CYGwss1LI6867GbwVwf6hy6v72+MXvJKzc3PgdSP2VmxuGZdIFxbJN1f/yYvGWvheLa2ll8RZaVtxAz7GK9UzxNtHb4DdUrueLG2lV5U5alt8Q2d8viSTeaVhVuYNeKGkk7mEEQyMW9pqGg/RSmehthlYU1R9cXrRl9Yrixgef3lAePVmRRBJvFzLLhv7eVxH8Tnp5SETsyqwdbPCVdX0rvTD01na5SSQxVfBV9v57Zm3/esSIxHFGVU/23MZREXYaXpS+8mAQ6SrmC6INcH5Kr+27C+neglP/ObdpeFlqfqt1UXISSVwMmF5S8l5m5udE0NGqngNIS61ou2L+1nNhV2FFdmYPU6XYmGDMV35KqCSZdYNjyMO9QXx/jiSSeKuQWTdQC8kNhs2o7C1GWkZF6Fdztpy2MrOkmMwuCR9IWmnntciTWTvQLtK2jWHh9CtISyKJtxzplb0vIqaiYNLyIHbeEG6VLImXiRX9JgY203jMDsKHMrusXcQBMe/ggZVHGbV9v0J6EklccPhKTvyLkuRh5qwfFvZuX0nHvRnVfZZzdkqE2UE4n1rW8UXktYTaY3Uns6ZvCHs34VwSSVwQ+CpCP8JqfTNTijWrJe1/mVba+6/jMTAoUWYHiSCqRJeklYWmsUpjOYfxQUZ58EpRsSQuDqgFLHP5P1yE36lIr+4twiZhZoYD+cqC2TiPfY7s55xoIswOYibvQ35feWin/ZxQcaq6E9oaN4kLDITPw1S9iMK16Asy9Z2HjOqeajujgeZvNxY1+8q6ipRePR5NlNmhtsyuCP4M60rnOXxQ+AB9ld06ykzibQLC98G/Bp6XTquw3inIqO6usjOYoMoeMO6c9F30vrkO4Tdi0YSZnUmFxJhd2rXC6bxg+PKQ1XU0ibcOWG4Hn5h3MnxlnQ/E2gEP+5OKPBWhA07nY9FkmB3EzPwYrou1gdicukGaXdJ5DfJMCWYs+IBLC/yWu+dKlycn6NL0VqbVLm/OLTKHM7w5t/I1xeFrvLmPu7RHrJ6KdviekCt0mDyBn8nUaGiB/xF50pYscF0uI+t6/NeEr02EcK0CfjvlMZMncK/MbUBdk5a3QETTjQXf45F8iHys4MXGD/qtYdL0Hxv30X/qStVvjLneNR48eTNd3sA6LqdLkCdnBbfVpfLs+GCJ/sVYtnIQbOmYTHIKqhSPJsvsSrrz9TFDa+NDmLHhwMQby4xLF7yPGTQo3GnDLqMmQgB/J3hyfir0VacItYY78IDwDnSCx98fzgt33tgRCIzQ1+ZFHJq+LHxtIoTnUjC7B8cizd8gcxuAuy3S8T/94diuHuHldmhH/4dkKl+vzxQuwGgne1vBHRjlgryBO+UVsZHi94r7mN2MFSl345kL/0Hmjo1YEhSEc8jjK+9a6XQ+Hk2W2TNYd/dV9czxVfd8xLC9O+fLrBuKHY98PMxa+BmxYsbcYGBgWBigj+IlpGQLc6gFHr3U8uLAROIaGzOhLHtsdsBjWsljkPMudOgpcN68KknTV4n7oGxV1/BmZUwqDUyB68wrgsLMzvmRR+ST5QgdnM+7dWPHDwV1DfzQY328QJjZ0WamHsDrvyXMnPiP+oi24vtZmBbtmbNTXhUNd0C3+M2jPqIc3Nf0LlDurKyvyKui4asILseuc5Zd6EzEA9KNyJchZjid88QiZvatuDaztr/Z6fw4JFwR4JLgcE5SN9+ja+JRe+EPjsYSjQRmyTntmmVbdZS25J+iulm3Xw83rlg0oT8tzxjwBB4VL1w1PhjJDuzHhHPqg0E5s3I+L89G4AlsE+fNzO7U7YsXLsuB770VkUUaYATkM/cUdqh1swphZuf/9nNm4DlVPmyjozA78IUIk9o2QNByZhltiHOStOzl8mwE7kBGuAx8IN6cIss9tNzvhp8NJD7wGL3luxJQM1TjpC0R28iPC0g2c6O6s34pz1gxi/VqsxTSAtblaZDkIl0vD6/cMTO0ggg6hHN8z3hQdQLjpCewQZfTvWJBMft4dYjF7KncM6q20AJCeEXBm2vszKHuY/+gsSpMnfcG3pCpVtyc/clwXUFu216sAEveLvMWi3b65pGI7oyNvJzyxCO+TuxXdNv+iW8rCZpdFvyZr/rER76xN/713Dutwn0Sgjk+DJgtUbj9r4cbM3XxoEx1hjcnsu2JnVHcujzH6gzUBpXPvpYyzOz8EuMhdfGYyJcoszv1NrGQKLOrj9bO7NhWJszs+l6ZGg1VN5Ev8JRM5Tbw/yScPl4dNP3xSF7bB317yfjbLTKz9iJvPL05HvH1k9LZFfnKgq2JXK/GFQkBEaRUoyCMWqIwqyf2kHV2zHj47yIfFF+HDW4VFLOjPMA6uIts1eIJVIr08Zhd08+IfAkzO7r5BJEosyv9287sNy7563A7ePRI3Bw7NL+hsgkybSCGMBsqXfNHPoJYUPVFfcyhA1lPL3diHAuVB/9wz4axP53bMOx8fhw6X2YPD44rgo1O5210H/KOC29OZEMsxFxMFEo3BlO6H7TGVHGCYi4RQ8V/mUyNMLvqVdzZJolkYirs5STSppjZLQNUEAaoeDY92tNUXTNZZp+Z94kws2u6NayHGZr/zvBYCMJBQQkCUb5pV+tYUD2MGA/pkbiTmBF1YJgwZdbAyavz8rSKnhucXAcSofNl9jn1pwnbzeOjczpvpozq3sQsMyrql3gBgcT955XUQIPe1TD+4muVHy8xNTuybtbO7IB6SaJO2UY0Lk2uoJ9yZpd5w8Qfo1A1TDtCK0yG2c2m1MSZ/avhwEoWZpdjAZxDKI/x4PEbKp0g/W6R5itp/5d4+6CCBIOuYkarCC52Op8InS+zi/1SK4OZvrLuT4/nYZnwFjNmmzo28k0UYhtIvgbXp/NLHA9gUuTHyzbbf52YfUbg78JqkmAseg/XzQidN+VqDEvLSGSAj7hSFv2HCInndgj9kSizh+vOZZuRKLOn6ulh6xRIQVnM8DHZ91d1gqqHocYY8Xjgh+7EMGZSW7nz7077uUTp/JkdZYTE9olY1OF03kwZVcHIVuixoOlHw40Kxk0UinlB7sD3ZKozfIGPx4wbGWZ2GxNjm0hVvkffxoO73xvXj8PsF3KAqlQ3fJjxQmYoCWwfD8w0RUaOL9kj21ZqeqlM5WeT0t5IH1/lVO8I71VZdXzlXf1OzKJIqxsirWFYDBTSavrOYcfr2fCPSXBXakWxmH0iO2XzffegjMydRN6aAVE37HDtVAbfL/Z+oQru7HvCDQgJ4DapGPFgxCaU1y2O/eIAd3ZJOC9iGJqhBRpFup3ZARWQFOdSZGTd8ZhdMXGizD6elDbDm2N8SJC6KfqXZWo0lBqGOphhNj3GG6Cq64W6on9OpkIwlRvXMo1Xb082Qmgbec29pmWBhI3ufaWJTl01nVqmXTPWPO3avn1aOtXc+h3a+P3/oRd+7acljzxPf3xsHf3ihVr69vqDNL+4la8Liu1eZjaO0qyGM+Ht1r1VfYLZM5tGaTZ/MClbRmjFIwto9f330IytRLc0nRXM6+MPaW5JO92Rf5zuXdVE9z9VSIGsF+n53+bR2h8tONs6bXrRztm30pGbU+jktTdQ65XT6NWfP0xpNtUmo6onsa3ZIYFUw6Bbn/5sxJ8jFlJsEbG0nBx5xopbsj4bVpXw8rz6VfKMAS1wQpxzYvaURR8Lv3ilnthVAzsuJLN7ArXiGqM+1TLVCvPg0hMokKkGrMzuHB/S7X8sfA/kNUPsBi4FgKDcSnnGCuwsrp7PIOlzRHTJXGZIM5MoctcPU8eXvkIj+/bT6apqGli9lnqffpa6H11EXb+4jzru/Da1etKo9aZbqHXaNdT61a9R2+cuo47Pfo6CTGJr9i99WQRAPX7dTXTwZvfYqauv2br+R/dT9a3fpT2zMujUvH+glls/TR1f+Tp1f/7zYgv4Tr4WW8K38b1br5pGrdffRK2zNGq/9XbqvPcnFPrDg9T72FLqX/UqDW0uoZHde6jz61fS/M340CL1T9gEqfm/bWFc0VD6A1F+Kt7AP7u8f/yoPOLjvN7wNZB23sUFlu3PtezvCyYWeXR8ENFxzNUMqhOzA2brDChhZhe9VOxBXCLMbsySRmZdIWUVs+Jj0nJT5RkDNy7863C5+MChvpkxe1FkBtUbiGZ2j740fB7t4bSBgUc3ekJFqXl7LS4J7tyUsLoF8i6OCLz5tV0fMG8aZqaZPMjruuwLNHbO2KQLxH+MuNMJYGx0lM4NDNDoqVM0vGMnDZWU0sArr1H5g37qX/ECDRVspua0v6GTno/Rub5+OjcyIq9MDOdkbHagnT+Ku1fvttQfjmryMceHR3/ZwvAgSFVllsNLhNS3+4SoQZMiSB6RHw0elnBo9Oh9/gGxawWfj6eeqJ5B5IvDnIBiNnx8WvaXZGo0zB8hejb1nOIZYX7k83gGuEmY4cnpCdcF7QXSAkE+Pm2Rum6HmIup2bNsbTwgrkWIaqXng1DOLP9t8qpopC4xerlwfm4fUXcuw1y+XYD4qrs+BTXGvN+/Ivc+oq7PXxZm9qHhM/R84RZ6tqCWntpYTU9sqKYnmZ7eVCPSV25uoDeqtou9krDxwJZ9x8Wepdj/qKWzR2zsC7xU2iT+n2Vqdn+ETnk/RrtbgmKjMWxWgC0osYnBS6WNtLyI75dfS0+a7vcMHy/j9Ordh8MfH5j9h/nHLPW/be8EJpcAb87cqAYzEywwTkjNa7J2ryYSzJf7mswZDU16PcZjYgQTVQPcWD2AgpnZMWMZC2Fmj0O4p1P04dQlBywfoJkgILTcfJnTitSsGTHbFgSpjnsi8Op4wH5V6lnthDp48ya+jX/ftGsFs2OLmNZQH/Xx/zNnz4YlqhNwDlvJYOdq7Jl06FSnYPqDzPSAYvbTXMQp7aPUwpL9eGhA7K00cHp43A0NsIcS9mrCJggoH+i87kbifnFqgmp68i7jl4J9fXZz40HytjGtYbpH5ojG9AV/ydJsIV+zlxkN17B+q/9ano2N2U/8jvPe75r9ZPzNvrw58C+/35X62P2ODmAKKEfsT5SL/Y2sG46ZMXupzBeHZvO9FsRw+Jrx4MdZLfO7PH6jjTR9B9dxYVwrjSfg5jbhdoQqoh8U1wnidk7NXcJtbo1NPz7ew23+G74eFi2Ug5nXhyw+9GZAssN3HSEw7DRz27mwGnOOSe0/CkbGFjPY3v1Ia5fY4hGb+mJLSGwCjK0bsQPeurpdcpuZ3WLbGezasb+5nV4uaxIMu3nfKWr2fpz1/o/R6q1H6c3aXWJHPWNLGmOHD2xdY/QOHWIreGxEBkYflXuiohwAkv37a/dZ6j8vuR9qEmYYOvugRddVZNbZ+1miY0tG7GWKbSCxPykYElu1b2LGXs+Mjc3FwLDY7rGI03EeW0WCYbcfbhbXd/YOCMkO6X+wuY2aGpqorqyUag62iA9lc/hD2U1rqneEy4Nqg48Fe6Jie3djH9U2sUGZYvbz0tmTeBcA1hhbiAxFZmaHurCeJTQk9WrWy1czI0Jyg9HB8IYkPiw2+8V+S7uPtQr15WRHN3V094mtH6EKYQMypcYMnB6hHtbju/gDQPnoJcQHxR8GPhBs+is+gG0HxN5J6CGM++/gD2En12eX+AAAJ2afkENYEu8O3LrT2c5uZnaoLCXbD1AFMx+Y0JDWLbT3RJtgauxHii0goaejF8BgVu2Fqgjqj5nZcWw+r/JAb8fH0dHTR838ERxt66L9/BHsPHJKDGKxuTAGssbue0dEWU7MnlHTF3uvnyTenfCVhwbMTKLIzOzQkyGhQ/1DgpnBlGdYbzaTecPf8Ka/zLjGpr+D4mPAf6XGnAr2CKkOxlZlqmtFOUz2e4gysZEwX9PFA9p2rlMsZufncp74SOLdi/Ty4PNmJlFkZnbzABUkmJsZb4gZFIzazRId1hQw8ImOkFBJsOnvbh68Qi1pPHBC9AboBdQAFSoP0rG1+y5We8Q27XweejjUmvbufgrxxwGTJRgcjI77muthHqBGMXtZMFM+YhJJGEBcRe7yLYwCsg9QYS+HOgHrCywkYNIGZlYwbQ2rFtjdGuoFVB2oGCWsa8MyA+sKrDEYeGKAC2YHo2LgWcDphXy+eNtB2rzjKJXyddDTUQ6sMbDwoHzcB4NS7JyN8YD4MLg++LCcmB3+NwiuJB8xiSQiwGDOzOggywCVJTaYE4SBIgarGKDCWoJBIywxsJ7gN9JgTcHO1sifz4NLWFPA9GDUl1mNgUQu4jR8BJsaD1Bn3es0WP8K7Wsoi5TJ5WEgGilzF60X5e4W5cJMGWuAmlnTF985K4l3L3wVXZVmRgfZB6iQ0hikgsFgfYEErth5OCyFIdkh4WEahDSG2gKCVG46eFJI5mPtQXoJagyXCauNoH2HqL9mBfXXv0Y9DaupZt+JcE+BckVvwYT7ocfA/VEPWGmqYgxQZ5eHxp/QSeLdCSMmizUwErwWg5cZ7gLQmU8xw4Pp20KSeHAIwiARg9cO1tmht4Mw8AxT34AYmEL/RjnKGoM0UBfOFfhpoHENdZc9QZ19Q6IMlIdyUb66l7o36gFyGqAmTY5JjIv0im6x2wXIU9FH+yufp5Nf+KoxQB0bE6qHeXAIMltKxKBVkNUiE6aRUXFNlOlx9Bx1rn+IOvMXURfTGb6PYY2xlm2/N8yYyrXAzOy+0i7nEAtJJKGQWtL1d+lVPdt85cGmJzeXhkIVeWFmxwAVKggGhJgowtQ9bOCwvrQKaSslvEmyQ2rDSgPToiIwuGL2cPrQCHVtfMTY0HcDM33/aVGOkOhcLsrHfWChwX1xf9QD9cFvoP3q6fTDV7ftzqwd3CEfJ4kkxgHRJeXlT398pGIJdVUsDjM7GC2/AZaTfWLGFPqy0N2ZhO5u0tsx6aN0dqGvs14Oyw0sOGBWYXrkMnccbTHMkodPUTDf2Da+e9OjVL2/mWpM+rrS1Uv4Xrgv7o/BLiw5GDsAndfeQCenTbNG8UoiifEw2vC8IWXB7JcZzA79uIiZCwwGEyIsIcIqU7fbaj2RlhOkC0sM54XFBb4yYNQ9J9oMawyXiePNnJ7fdCi8TXt3/kJaW7eX1lduofVl1bSGy3pTWXY4n7DCcJmGyXIffwyRAeq9m08ldfUkEkcw31+jGK9rcw61//Z7NLC3hE6f2E6hrnY62dlLB9t7aV9zp5gIstja9xxlaazs7AelnT1iYwejbj3ULCQ7dHB8EGDcTU0HqKMgIO4ZYmbfsmOn+B9iKb933x46saOSfz9CfcU67T7RSQeaO8SkFVQZqDlAxzXX086Zmf8pH+P8Mef5yIIGTV8rU6OBMG4qn0e3RiKb/4K5jF0yNRoqH7ZqMQNBU9X18AM3A7ES4VOuCH74yGcs4xt1eXLyhatyotD8x8P3As1/Kb7gQB7z/RGWDoTf3pw+V2reYzFdbQFNP2G5nxOhPdLTI3FnnACX4rnLjfxzV5Drih8n5ubdvilrdu9mg+miKVuoGpC8vYWLaKjhVRrZW8z6w0EaGB4VLgHQ09EDgAkPtxoTUFBdoMY0HDguPogDLR1hyY6PA6pOI38ArZufMO6zaRG1HN5NQb4fjnu3r6eeiqfE704+N9LXRef6O2j0zAgPmM+GB6hCjbnhhqlTY7x5ppgj2X+QqdFQkboE+Z+TqQbU6nYQFkvE8kNXCynAqGZ4As+Er7fHRtT844erFmte84bkFfFhCUCE/2Kl0w3ybDTM94lF4sOLsZBDbU0Tj+ItaFHA0knjAzfa2LyMMB7GaiXDJUChzUuov+EN6q97hc6MjEhLjPRpOWMQBqPClYAHoRhwNnd1i/8YoMK6c1xKZvjbdNW+ZJSdn02Dx7cJxhbHhTr/B+G+2dTZtE58EF3rH6SW0AD3NMYAdcqZXcVDB2n+2MGTtMCGSL7A/8hUA+olRMg5vJ5idqx2MkPLxoIN45ym75epBsyr5z2BLVzf3zH9gfOVhMtTBKkfDwjXjVVCuL+by1DXaf7YYaM13VhhhQ9K05/k3/fzx57Nvw85rCCKDsPtCTwfOa+/xv+NBSNazhJux8VczlruJUTU53Gh7mcw+/joLMh+SjFybDKke6hAUv4iGih7jKW14c8Cqwls6WDw08PRHo3DzPwW0+PoWPhc744N4ft0hpnbgeRAFvff3LRbDFyBC8DsneGX4Q6I7eYdgQCkKp/m/61MNRBhdlYr+D+kpqZbFykDYWZnFcAMlKfK9gasGwNofiOOjCBmdDu0wONhKQ0CE8aCiq2IemCRNZgex/EWd3v0PpEHeWcEPiBTI0hd3By+N3oJt3+uPGPAE3jOOI/lg/oPZOrkoJg9kZ4A6GX9PIqxbNRYupbWVTbS6vJ6eqNsC62raqRNWw+JgSIsJbCcYPYUagv8Z6BXw4oD9QbOXHD7Vcw+1sOqy4ZF1Lq3Rkj+rl0ljveMRVBzqmprxAzuBWd2RB+IBS2wyZTPmdkRZUC9EKgLdihm9+rdMsWAmdmhLplhZnZNXyhTrfDmrA3nQV1ujIrXbkCpMJouYu9H6sOM6Al8XaTZEWZ2/kAR8sMJqUvOiTzq/maEmZ3JqzuHIUkU8drWCedqlzoylaIgS/HDJ08J/3VM+8O8CEaDRQWWEVhmzCuVMDAtZ6kLvRwD2F3HTgmPRqgsQrKfHRGqCsqt37mX9jWWO943HrXsqRG9ydvL7P5FpnwxJLv+PDNScSRfjlXKKuby6D0yxYDb/73wNVHMrv/IdO55mRoNc1gJjz9XpkbgDWSIc6LXkWtWPf6IPq05xDYHNL1dnIf6gwXhThAxG2XvgtAb3txIGBJ8oOoensD57XionjFRZh+pfMyRocK04SEeDJKYtcT6TyywwOTRCVZfMBCFlSX8AZiW1sF5q4B/46OA5D98qktYY0a4rOAmYyLp4OblVFFTFR6UJkr9u/J5kGos/L4AzH4s/DLiMrvuN+WLIdkDRmQyFS4CDKIFrhVpQOSjsDP7HeGy7czu1r9lOrdGpkZDMz+HHj3hhghlOGdWAWbpnxG6uD3dDE0/Kc6DmdNsu5SYoZ5ZDHgDPpmK+kfGBh69hsszNh1z63lMAR7cW+PTx4O6x1Qxe7DsCToV6hdWFwxCoY6Yp/IxGIW+jkkjLKo2mP+YmBCCjR3S/s3ancJUCWYfPkth/bu1+DGqbtrOvyfG7J0Vz/Og94JJdqyaNxoxYWbnl2VGhImbxLE766fhvOkmJrqQzO7xLw/n0/ztMtUArEPhD1JvlKkGFANBp9ZyNZkaQaLM7pEh80Q5+o9lqo3ZHWgiceOnmtmPNBYJpoUNHQuuYVKElIZzmHIDANPHDrARwUt1e8X/riLDzNm54WGiYdbtJfMnSs3FTwr/d+DtY3aTGpOiW/dzsjM7kJYX2UZFyzZ8eFRMxwvC7PrScD67RQcB/ZEOhrXHmPHo9ZHr/NFb7yTM7GpwLvT/b8hUG7PriJGvwmpw+zD5nkp8SeVUMnvnxoWCoRTA0IjehSheZ44do+GGRhrclE99K1+gnkAOdf92AQXvvoc603zUcdMM6rx6GgW/9GUKfeYz1P+Vr9Pxq6+lzv+8lHoe/0XkPusXWu6ZCHXXLDMqxOhiZj8wffrfycc5f6DLVy8DEjkWPDyoC+fTb5WpBiLMvlumuFwpC94fHlCJKGB0CZ+X20PamB1RsVTZdmbHhxU5F4/ZjSjBgnjsYIbSdQ1G7GQ1A9G5DPIEjAEoyMkqo2JUJqzGQHXLjewJ64apVJbv0bNk6uQwlcwerFxMJy/9Ip249DL+/wU6+fkvU8sVV1LzldNGWq6a3nPy6mv2NU+/tqB52rVPvf7TP27fP8v7g+6vfeW6+5ZXvfbtugGaWxE0ApnWDwsJkbqLhPvwIzW7J6ynmyn0wu+p56tXUogZvfO6G6d2sQY2+Q2/jMCbMjUamBlFHhHNinVdM8LMHjguUwy4/bApq3Pbw2XYmd1jyWcboFpMj6tlajQUQ6N+3sWRGWbs/oG0SPnxyR6WW1ljwOy+rH+RqVZMz/vLcCQz+wfjtezhGpCpk8NErDFvFpc+NVAkJ3Fi0SZmyuIABSvyqKucqSy3TV4+LjIqu6/NqAhl+ypCQsJl1vSf9FUEH7i1qvUzo1WPO98vMRIDP0pPj70n52QBKa1iNXpzYm8QpmZJnWI1xmJ2IHWxERQVebAJgpHPOttpNT1aw29bTY/lMtWKFH22YEbkwX3M0PTD4esN64sxqWMhoV7IPIEBeaUBM7PPyr5aplrhCciPGGTbU9VsenT7rTsIThSJMvuy4i3fXLm5kZ4r3ko7CldSb0F8daKTqb+UJcIUoSM/e5vTfRKhzoLs85MI8YAt0xUjpy3GC7UG+ATc+o1hq4U97joQj9lRPl4OzhtqBN/HPoNqYnbNb3cXMEv2SMB+BYSnU/WHBEddzVASH/dEiGcnmM2DdquMmdlnOtjisUW7+tCcBpsWZmcpfz5QzA4TbjysbThEK4rrw/R8cRPtLXw+JtOPVtskxHli1apVfzKejd+JeriX6doUZ/fiqYAnEJkFFLZw/QFXytKPiVDKmp4TZmbYkGc5BBGNMLtzz+DO+kG49wDZmR26rDoX5S6gPxo+5+HB4qysT7lmPfRhluZf5jLXhBlAXGvbPkfTvxs+Z5f4ZsAurtQQUIrclwjQ9CGRJj5Ubhe1TY3bn8bnToYZHc/kWRS92ZcnYNpZJHCMrzFMjx49wB9yLg+YX+Ue500+N144lEvCH/V4zJ71cvWfv1jWdPKlsm1hhl9e3EDLihvpYOHT1FMQUW/gO0PMnPLSKUNr/sKvDpUvtjDzeDTVH11MmDcqAIGxQeFjlppa4FmZ2wr1EmBdiIXUxZENh+2Mhx2z1TkwkBkYbKpzIDFmwMRNuKdhRoMHYu46eUUECC+t8sCXJh7CJkiQHlFlwmlMYHjVLorJQbg2ZZFXXmGFxzTJFo+c5gbMsDiC8f94O28rPLep+iurKnaIsNNmpsf/o4VP0NnKPGp+3RSIf4rRvnHhN/pLch0Z25Hys+O/pKlE2pJVQlKiMdVLhRqQmjcq9uOPhViuu2ZAGioXVXs+Ta8Mu7uCocxQDl+QnKpOIBwb+U+IjcDsADPgPqLcZziffrs84wy3/2y4Dma338znjPYQbSI/NBCOoZ5586I/MjOwybEqNx5hUiweYN2as8zIOxEXX2BlSeMPVm/ZH2Z40DJm+pfKd4ZklguGtk2L/hgqiuMEZqViedlbB/hWgzk9/g/JlLcf2BwhfekHDTXiyY9EbZZwIYEP5667eGzD91VqTKIuthcTVm6uf+212r1mpu+Qpy4oQgVZ+fBo7Gb1CSoUxg59BY+K/0gHo2Ohx6n83JPPlDZN3SRSEu9uLFhQ8t6XyrYeeqV6Nz1TUP1ZmXxB8XxR445XSuroheI68ZE9z2OHZ4u3Mm0T/5/jATTSlm9uJK5bbPUgiSQmg2X5NV+VPy84lhdtWW/qTeLS8uL6xHbDSyKJixHPFdXc+mJpE4FeLt9Or9bsptX1B+i1mj3YX2mMKbSiqK5qeVH9E8zssbd9SSKJix1Z1dV/vrK4Ln1ZyZbPrF3bENnyL4kk3i3wFrf/c3pD6IPyMIx5FT0fzqjq/WZmdf/6jMqeQUTvxeYKt+4iSi8P9aVVhf4B+TKrQj/CroDzQduJ5NY6nZk1vU9m1g7cNCOwIWoxtK+o61MgeZhEEkkkkcRkkFnT/Y++yuDPM6r66jJrByGAR3wVPd+RpwUyqvv+O6Om/wQE+JwtQ5Re2S1CPJoJ1/rKg0El2DMqQ/dA6Dvl5Y6BsK3U/G1jfN1AaUZpZ3gR0e0l3R/i+z2NziCjurc/o7p/NXcg82/Mb3VezplEEkkk8W7G9AUl72WN+Q4WpnWZNf1Ck+bfBM06o7K7Lq34lBDKgK+scz4L8b7528S5KOFsp4kIdjtl1vQJjT+jpm/r7OLW8O7/aaWdbi63BxtOIrg3tH8u73RG7cBrGbX9kRWlSSSRRBLvJmTUDMzMrBncDA15LgtIs6CFxgyBPmvd8Q8jb/qqXe/LKO9eOq/prBD46eVBiwCOR+cj2MPE90M9M+sGB2eXdYW9pWZvbrs+s2ZgUOzcIOuE7bRR//SqntGMqp7nUktarUuWkkgiiST+f0JmVe83WBCelOYMmwANCnMKC8/u2eWtYZeE2eUdj87fzoK+qseWPzGaEsGuiIU36jhny+CQt7jlJlFBhq+04yfzWPDDlGO/BjZ8jC54JFI6u7zrLXO1SCKJJJK4YGChOoOF2wmYK+IJZ5hdfCUdS+VlrtmlHRlz6obGhIbOQt/pmkRoSgW7IhbwGD3w8xz3lLT+I8r1lBz9EJ/bA/NMVH5JeBbDbNNT5Mtv/TSuSyKJJByA+LiewC9d3jxjhaaitKUPurTA98Wy7STeWtxecvTPWCNfOq9x1PA6iWM6gU2dtfTTs8uCYk16OtGf+Mo786Gln49AV3RBBLsk2PihjfOoIhzIzVfesUCYYiqdr1GEDoAF/YCvLPjf8tIkkkgC8Pr/0+XN7RMLO9Xq49lPYMFnm8u76CqZK4m3CqlVrX+dUd1TBS+V9IrxBaewTVd2t82p6f8bXJ9R0f557hAGpAvilNCFFOyCuNMSgrwiVDVjwwHhKplW1jV7bsMZ2Nmj81soSJnVfWKy2FcROr+Yb0kk8f8DEHsd0QxU8CSsnPfkbXNpjxjx05N465Ba1vFJTHYKM4OjAIsmTEayMNvjqx4ToQ7Syru9EIaTtaXHogsu2CWpTspX3vdxcZ/y9iszavrOQXA75bcT7PPCXFXdc+GimiWRxMUMt/8xV9pSBPUNuVIfC7k8Oa+4bvxp0p34rcaCBfQe1jpXGRq6s8Byonlbz5KvrKt8AdF7UE56WfcdSJtqYQt6qwQ7KBMjjcru3nnyXr7izn/njqrPmCdwvsZOGdwRoNNLL+2MvUfZxQaEz4FNdNaSDwvC70QCcU0GiIFkvg8CgCWRxP9vwL4gCEcFPsf/u96iOYW0ks5vzKk/LXy9nQRULIJQZaG+964GEhX1lYfuhiliPJv0ZOmtFOwgCHHWvgczy3tFoDlfdc9X+HjMyWMmJpUb7pWs8Z9KK+24eMI+zXrkX1mL+iMPk4+LAHeI3BgOArgkEvBOBb1DZEsE1tN058iX8XAzD709OTrfq80IoMf3wn9Eq7TfR5wTUTSDfK9lrpn+xPfxVvBkXy2C/2U+aw22l8HH2Nvc43eOUBkLWvaXRN3mPBcpS7RFYA+rRNbOyMOaqnnv86mkdH4mBAH0+O+VdzOg6VsjQQ/Pg1A29iaPFffZrbeLPJZrlqE+g670vE/IXIkDmzgh6GJ0eSEhBJ2g+e809lp/zOAfO4GHxX7sKI//I5Al0sUmpTl9fM9tLm/eYj72umbc47xN92Rxw8MfdIn41nm7BT+LbypGEEvUS8T5zhlyeXM3ct1iB9qcKNJ30ft8FaFqw648sclNCD1fZXd/WKOt6r5ujhCEU2t+MdNbLdhBc+uHcc+j6SXtf4l7ppd13SG8ZSZ6T84vvIXKO3+Pct4WuLP+hZmuxJXBDGeOVZ0oiTjZ2W5ZWnykg8kDqwRziw/LobxESHwg/JF6c9a7vAlG3tUCl4qQxOiwosrkDxwdhzs7Q+YeH3Me+Vsur9nyHJgA1ALRAUnRGRkd09STCqfs8d8s72ZAC7w6JfdEGdj5YkGMEZpb3y2EkuUa7vCwHeJktNAU/2/DmxgoEm3sPxJTsKdmzxKhpM3hpCdDaEs8r3H/Da6bHxIecZOC8PDheofDek+C8DzojLx5B1zaoi/IkieOjLLQNBbOYzCbzKkbmhBBmAptvaJL7PbAmuy/sEAfgdugU/6ponlbz0EDHvTUdIuXwMLyx0YIgtOO+aeKvrEbAjlUBXOVeN6KYPZte43QB075Y9OgKCu9qmfXrApjwdZbAmza6809GPURgSD8oD1oLAgRJhv7lGL7eGMbmgdYQ3qK/9fxB43z7ZZNwpzgy/pzzr9RMKn9XmBe0TmIHfPW8b2wo979LJge5OM1XH6PqIujQGYyYumvGdc9LnXJX3O+Y3E7FLQF9r5KBPNYyGC7fLNQE23msBeX5l/MwrdcPs9LnCeX/y9hwi4nxvY+SBcC2lQfIai4Xbw52IpUbQX0kEvL4Wu5DGz87NXXulJz+B1lXynvZgCbWoh2NZUn2lBsfqfKUvdeKMtcLN61pr/MtFbUN21xI6fFnhfyZK+J6kAg2LVA3aSiS2PTa3T8lvJE51Ia0yw3m0dPmn7awiPGs3Zy+lL+/wCnqWflttRfYzpi8Dm3UawOwajHNrHhR6LwZD0g+MCpTNFO3HloehXfHxuLcJ34u0LHj516cN7MT2Yy3uUx14zAxDdMnF879oHpq3b9ZUoDvX9i1PJ+bfXev1LmFwAeJEjDOedrpoZuzW/9CzlBK0KEp6+iP0EayCn/VNGN+dv+Ahr79BIKazIpa1tEfZzyxyej/W7d9hbFpdEC/yOYVnkmCNINxktdvFeYLaYKKYGbhMCyC2YcY18HfMiJABqpd3G7oQ2ayhFlifIHWAB9TuaOxs3Zn+RnPBkR7Hh2/Yzx39QORodWPG5Hkb7qfdyOOyz1Ma5dK3NMDDAFRQliCHq9w5UeY+f8ePAGFkWVJwRLgh1XotD8a41yTffBfd3cKUwGHv93Ygj2cm5z5w2AUrO/yO9iyMJj2GZYC2wXSsV4wL6BqYvbHIUqBDTesTvgkbmdAf7yBlqi+FONAry5ixOal4I51BtoELxkLkeVJd5pzh0yd3zMrgjdPqfhzKusda6aDGXWDeHaB1xEQrjCHXDeVpQXcsw/lZRR3f+Krzz4tLeuWQzJM6p7buD6vOKrvPD35ud7JaN28CVfaVBEsYf3kK+862VfRc8rzvnHo9Arc+qHX+JRx8RtyIkC23TZPxzBfMyQ9r26zxeaXxPlWjoQJjCnk2abCLRsw13OXB4IQlAL9LvcOc4Lw8Cbbv5g1IcHAa/xsZaVyh/dGYuGhbK8uSGX12HDHgVHwY4P2L9I5pgYvP60qI95qgU73jtGBlOJWIIdOwpPBp6su6N2NJuMYBfvV9/vmh/4gMw1PrC3vOj4bfwK/jUUAmeTo2fR3/N76jXel+k6dBTY+AmjxYlipv+rXN6w5ZkEyW9Vy/bJnM7wlXXdaywWmqRNurKH5jaOEAvS+SgPvu6+smBfZk3iniLnQ2+Hjd1MciVqPu4N8O9nJuIWaics6Mqo6R3ylfddKoucOrj1HzgKRZGmf0vmmhqk8pARe8VjM1nzvfCRunn4fj7w8AcY+zmcBQqEgltvCgtiCHItMCJMUh79evkRmsrj3zDNaNnflSVEw6PXWoSasKdOco96TMZqfu5gTB/y+Qh2t/+XUW1kCPYXZI6pwVQLdrHJMLe9uaMdT7Bjs2LhQmlvO+Y/ty7W0CQMj/8aHhmetdwfZHQUJ8VGZnZ49M1RbSDy+08Iz67JQizkyhm28ES4bNQlhqkLkRTtAbomSkKIVgRrZZGu9PKQf6LukedDb7dgR8fGWjY6Ng3395W0/wu3xyjcGh3zJ0B4Jq5/KLWka+L2tFgQblX6wajhpsGQ9TLX1MGj/yZq4kh8LMyo5zMRpODRy6IEFzoRTQ+KCWE77IJdaT5qB3AtDxrSSNRHJExWgVdFHjtgK50qwZ6qf5nLmzrBrvl/GN0+ME/oO5isy/jdgT9wJ5fLbZHHFOB7Ps1ts57P/UiWFhse//KpFexZMwSfTESwz8z7BNe/XQpzg9COmm503BOFm99h1Kg2XCer1u7NvomF75ilvhGtOrZSkCgw12Sfm0LHJ0yZtt3rgbSqzv9gYTSSwRqik3BJiFh4QmP1VXQJbQ+Ld1jI9kPrdMx/AehtF+xMwi+9LFiK+wPcrk+fj9YOEgu8yoJTJ3BT9KtET+9oFsl5WOaaOsA7xC5YBLMHdvAHev5btnr0P0R7HMgPChq4HbEEe4o/U+bgjzT3o3ztyUgeSWkQiIGjcrvXCN5pgn0iZGj3y2RpseHhzsB+nwsi2AMVb5lg9+oprlRbHQS/QCnS75a5DGDyM0rw4t48Gpyln3/k19QcZ48f3BMxdSwgusRXHtostHUHoZIowaODhWrrXQ0ktvtKr+r+pVx+/5bRxSDY0ZH5KkKnM6oHvog6ZJZ13SRMKufp5onOgYX7z1HmecOjzxTujFGCXQimx2SuqYMWqIzS5AzBvlMszjhfeFnTtJdvDMUHWYBHT6ImItgVtOzXouzd+Fi9efyx5nxF5kKbWp/xohfs/MwQODBbRNMAnxvi//BOGuRrx94ewe5gihGT0oFVMkc0plqwa9k3cFuds9RBacnegNUlNsW/KFq7x725nW/JPf8dpL3+W/je1hEB6pImRl+pMpeB9PLQD+dvO0cZk7WrSxIbZZQFs0WZq+h9LGAbDdOMc/4LQReDYAdhEdbs8tCvUQdPSfeHuE6HRBgCh7yJkhj5VPYM+qr7z59B3Nn/xQwxGtXzG/a65iht9HwB75Ao4cj3Ts1j4eX/msw1ecAN0y5Q4nUcsU0xznMLKdnfEOctHSH/hvD25qSJPMJkMUWC3Ru4nIXxFNrYHeZTIIDc+gqZY2oA98EowS7aoXBSq4a9+nejJk/FXEcg9twA7OienLYpE+yewM+ihLXxLkLMWyKkSBhYfORkKhFtwufOF3DVdOw49FExt6CAyIws2A+cr9CBbRnRHWeXB7+NctNL2j/BwmzgrTTDgC4WwY578ihoC+oAcBs/iY7PKe9EyPDTD03O08IO+Ik7uVEZTHh+E5p2wD1MCFGzYGQSw2p/gcw1OWh6ekRAmwjP4Q04h2qIEuxMqIvXH3tEJLwdcjqs8xJSuMM9ESsep0ywT7lXTLazYA+8KHNMDdw5dzgKQaw/mJU18X2ENX+OtR24vUUHG8fe7+QVowQ73uFEcBMrOJh0tS/WE+s99N/JXBF4FsMjps9yb5CY7wm0uVIWfUzmnDg8/n/ksgYsnT1IdHS20VRGWfdsuSzeUZDEI61uiOaWdNAvVtbQA88U02+eKR5a+4MF3uA///Pf/+zlLT+7oyJI80vbaU5Zp8ifVt1HHha8KfXDNLPxLNMozWo4w8cj5OaOBeXhvJc7g1TOi/xpXK/ZgnqwilWQvR5mSkSwZ5QHyVNzmm5pIErZMkruuhG+T3QHZNyvR9wbdUirBvVRKtfPWzNAnrpBrvNprvuweAY8yy1NeK4z5N1GfI/+U1cdGBM9+vzC5p/fztfeVthMd607QD98dbtot/ufLqL7nyqkH7y+k7z8HlB+RpwVvnP5Xvx8R9Qq1/OCe+GnWZuwhktVZAi8bVOquXv0V4wPwnYvIQBzSicVbwarQ53mCgSz+50nOYEbln6QP7QDhp1UXjOeYFdw+1dYhI0x6unj9GxLPSBIsfBoMngr/NiN+m2UOaYG8H7ChLWZp7xMBj/9TOZKDNC8tYCtLAg1FpzxFsE5Cna8I33MlbLwyzLX+BDL/3OYR2xKgyFIY69PEGYvBz4Hn3pyOmO64MYDHAA8OdwWtg5G+Ofrx1zaU9YQDywknjXcG50FiRNB+HyjqJm2pt9GfV/9KrVdfxO1XnM9tV49ndqumk7tX7uK2i7/CrV+7jJqY+pg6vz8ZdTFFGTqvuwy6mEKXX45dX71Cmr/+lV06upr6OQ1N9Cx62fQ4Ztm0YFZqbQjbR7Vzfs2ld35I8r/3n20+t7f08v3LaTnFyymx//4LAWyXqKHF69lwVhE9y2vontf2Urf23iU7th0NPSrp4supUsvfd/c0o4fzcHEIwvoTO5g5m1uo9kV/fTKA7+gM7e8l3pSP0JD7j+n8nvn0B+XbKDchSvpyQeepOX/m0Ov/vwhWnfPb6norp9T5e3fp4Y5d9JuTyYdnKHRkZtm0vHrbqLm6ddR61XTqP2Kr1PXl79C3V/8ovFsn/88BS/7AvVccSV1c3t0cXu0ffbzok1av/glav3KFdTKz9067Rpqve5Gar/ueur/0uXivugsnNpdkTFv0ZP4cvd4AJN58roMpjMxjCKDQQtc7rxoz5KJ4xIWfuujNDoQBKJIz8WqRrH+IS5gN09dfFQs27eXhXK07PjxasRwPXDc8tyJCnbAzRq16FBMpiy7WQtt5+ZR0WQQS7BjZW/mBLVOIJZgdwfWyxxTB83/v9HvmN+vGOlkJ7YfAQJheXN2RwlV8Qy2CUs74gl2nEsEHv3Xor72dwqzEFZajwdNv8+Rz1UZnpwyrssnZe7YwCpXT06+Y1lQiDR9l+vGhdaFjLcfpT/LqAjtnjtBMww00sWPLqcuFlxd9/6EEsUY6OxZOjc8TOcGB+lsXx+NtrfTmaPHaGT3Hjpd30BD5RU0uCmfBl5/g/pWvEC9TzxFPYEcCj30CAV/s4C6fvYL6rj7Hmq//U5qz5hDbW4Ptc2YSW033Ext3LmgY2n72pXU+fWrKXjFVRS67HJq4d9dn/8CdbBgbf/i5dT+ZRaosz5HLbd+mlrm/hO1zPsHOpX2JWrTZlP73Fup41vfps57fkRdv/wVhe7/PXU/uoh68pZQ3zPPUv9LL9PAmrU0WFhEp6uqaXjrNhrZt59GT56ks8Egnevvp3NDQ3TuzBkaO3fOePAEgDZov/Jq0WncvWaP0N6d2h4Ec4yvrPNB+RqnBgjcZTBcNAOBIFQMTQWTahVMi/m32U0Oy9xXcfpO/iAG+MNocc181Dnok0faq+3DVUX4eMU5vZ4Fj266x5Octs+41qEjEumLQ66UBGz2ToLdMJ0krmFD+GBZt134hMtDe+VMbuWplj0/ShCj80N9Z2VFJmwTBdrOXp7R/m38zA+Y2tggt1/n9Dx+n7mCxLvVVzMhtEAd80kTdxb/LEuPhuZf6Tg6Ax9BWHpzVjIfuIV5BsJLCLCsz/K9fsLn9xrvwnyt7PghMMcD5mww8WwR7Hy9Idx/I5QUjERxT/xPyfkPbm+f8ZzMt6i3XaBDyKfm8ajMFqohHvA8WNgm+EO3lgdCumG6OyA6i3DbM88jtg5GJ068hTZEekqMDm7euuMf9pWHgohRIkwVCdLMplFavHCFIdh/eK8QYEJoj+Ev0emRUSpo3Ef5jXupdPtBqtx1mGr3HaPGgydo+5EW2nO8lQ40d9DR1i462dFNrcFe6uztp+6BIeofGqbhkTM0MjpKo9wJnJVlTxYjTCu27Kf6tm4jQaLvxYfoZMqHhGA/4f4IDbyaLc844xw/G+pyZvQsjZwZpaHhM9Q3eJpCfYPU3t1Hp7p66Hh7iA6f6qR9J9tp19FTtO1wM9XvP041e45S+c5DtHnbAVpft5u2HWo2CuUyVZuN7D9A7az5hwV7nfBddyTE2+H3dn52aSfcvuDPmKGWCmZLiyGsEiFcj1WcLmPlcUy4c37BTDoa/RFPgPABig9x8UnXrIXXyJLHB1zP4O1h/vhFPfy5Mkfi8PhfdBRiRjtUyFwTQ4r/O46CXWjt2V+SuRIHzGCGEDl/MjrV4y6fbeLQDqziTV0yHPO+eHdofzyTILwLu2LBx4jA6M3Zl7B9PF4QMNGG5nvK+zrmBW+xspOa28pCeqYsfeKYuXAWd8gnRMeE+9vvkxDxdWhHfC8w9cQDvDXSK4J3+cpCP2BBcXeidPO2s9998we/fbX7q19jwf7jsGA3Y5QF4NDwCPWy8Av2DVB7qI9ahPAL0qEWFn4n2mknC7+tUvhV7zkSFn4FDXtp/ZbdtKZ6B71asY1eKm2kFcX1tLxoCz1fWEfP5tfS05tq6KmNkvg3jkGPr6ukoq37ZS3QyZzh65tEp6IQ5MrW//471O79mBDsHWl/TWUP/4weL9nB5dXSM1zOswW14l7Li+pp5eYGWlXWRK9XbqO1tTtpY/0eKmzaJzqtCnRae49S4wHutPhZdnOntf9kBx3hTutER4hOodPq6adQ/6DotFCfc2MRTd4s2DumX0vHrrtpcMHTxfezYP+eU9uD0qt6f5hZ0WV4YlwoeBZ8iBn6XmbuGmaqESG4wJhgrjRoL+YPgwkdAQQj8mSKsLfLZUnjAyFgvTn38f32iLJQBoSa/T7QUqAFoy6peVheXcjXiIVgE4ZXvyoqbO/8F/nDQ4c0CSDejj0srgrbOxlvEAT3Qn3M5WVyfecsg/lkhsyVOLAQaSrC9oLmLOf3i2Bs4wh2hZsf+CQ/z6P8jk+IdxqLj3CMdAhTjExS8/bw+0gsdpAZmv5NwYPgIfCMKBf/RZnWe1ruK/nOmzPI2vIa/j91YXIVUgPz+Z5l/E2dE7zsxOc4RjraWtQ3bzt/h99NOIgaJuAyKoMzfZW9WkZFyJ0oXbtjdGbht37yVPcVV1LXjwzBDkBwQyNdx7S2ZietZsH8RtV2eoP/43hd3S4WirspnwV3YdN+IcSVcIRgr9t7jBpYQELT3X0MArI9LCBRdgcLyO7+IRo4zVo9a82jZ88JTToenAQ70Pvkr+jkrA9S6+xPsub+YepbvUQI2TNcJq7pG4po482dPXSsTXVIbUaHdOikoY2zUK/abXRKpdsPUDF3KhitbGLhj87pzdpdtKZGtgMTOiukgfDs0P4BQ7BfR8evu7H/4by135lZPzzLqe0FVfV5M6qDiQ8JpxoIpIQhrKILtTFA+D5PfkQs3b5Qm3kk8fYA7xcroBUfTecR41Tjrrv+jxCI+A9bNHhJ3S9C4wcGu5BA/VQ74P/5ruuYV3H8w76KYDdcHeEVkyjN2nqOlixcaTHFADCpQFs2hPUhqmaBB2224cBxFoTNwjyxlwUjBCQE5cnObmoNQaMdCJthoOUbppizwhwDwWcmCHRFEMADp0eESQTXd/YOiDqgXJhE2lgoI9/LrG03sSA+d26MDnNHcbSrn1ofvJ36lvyE+vi63ke+Sd0vPkpD/Bjm8i33Rl1MhHsPcl2VOaaju19o5yc6ukVnBFPTnuNttONIi7j3FmmSgVlKjEy2HhAdAsoCzKaY76/dS6lx3gnWHKRXhIrka0wiiSSSiOD2EmPydKI+7JbJU5ONHUK5jQV1FwvYiKA+I4QkbNOwmSvCcTRFBCeuQXkoo5fLEuYcCE9pyw4LT5MGDW0fArSWNX8Iz/3N7aKcl1ljR8cCG3k1C9fq3YepkTubhsMtrMmfpB3H22nPyQ7adxKdTgcdRaejbP/SjAIBjpHCEDodk7B3eg7zc6pnHR4ZtXUEfTwC6RN1sgv2u1fvHn/yFNEzk0giiSSckF7e/fxE3R1jCXZoxDCP2AUbCIJQadiwu0NYQmiiIzBs74awPsiCFQIWphhMtELbhcmjbt8xYfaAyUZpvaU7DlLJNsP8AZt3QeNe2tSwlzZs2SNMHk0stHFfaOww70DAbuRzhklojzAJwWxSJM1CJTzSKOMyK7hsaNO4FzqJLfu4E+BOA50HNHBo4ug0MPJAJ2DY0nuE2UZ0av1D1Mcd0iA/KwS6EPYOAv8st9WY0+TpOIIdq1p9lcHope9JJJFEEgDC62KXn4zKxOOYxBLs0K4PneoUmjQ8QzCRCEEIoQobNwQ0BCVMEjDTQEBDiEKYwnwD4WoIaWmnbtgjBPCGLbDb76J1tbuErR4EGzXs+TgPYR4W0Hy9IewP0F6uQ0RjPym0Y9wT580dAgQ8bOLGfXbTm1z+GtwD8wLyPjiH+kQ6g33iepSDupfxc+BZKndxh8DPhmdEZ4QOAR3Mdh4dYGQBUxTmDg5yG6FDgHCfiGDH6MpX3nViXkXPW7e7UhJJJPHOAkIK+MpDBydijnES7AA0bwhAaMz4LyZSTcJYTKYy4T9ICE8+D6GNiUazkIbAheA0a9LlOw8LwQxtWghOpU3vPyE6Dmj3SoDuOnZK2Lwh2F8y2diFKyKf2yk7nK0sdOHRokYFmBNA2VW7udMxjwy2HxB1wRyCdXRges5a7hDwbFWmZww/pzF5LJ5TXmOfPE1EsBtmmNDklqknkUQS7x5klAd/MZE4JrEEO2zShSyUlbdLGVP5DtZkWUCaBTKEJ4Qo7OFCo2WhCxs4tHsIZWj6Yc22pUNMhMJMc6wdZo9uauYOBEIbZhzYqjFpGuwbFCaQHkyGDpwW5h4IdSHYhVfMSVFHYbMfRL7TIi/s3TCfGGahPvEM6KBgY4d56Ghbl7i3GomgTqjbbnQOR1uEiyPqrkYk6GjEqARmI35ePLMyHZVxW6BdoOVjdAHt3mnyNJZgz6zugx/7mYyqnsSXRSeRRBLvUixY8B5sjiHiiNuEiRPFMsVgchCCEQISrokQlkEWmhCeSuhi8hDCFbZ25MfkKmzvIAjhyMQkJh2NCUpB5nNMSmhH0YhhywfB3o//ZndHeNxEKHLd0OgYH4/Qme4WOtN1nM4ND9Lw6Dk+Z8wPhOshKXJP416YVMVkL+zqmGTtHzI6F9F59A+KdkAHgnaBLR7eQPg/kclTEba3PLRAvrUkkkgiifjw1fZd6qsInklko414k6ewGceaQAWdAQmh7Ux2wamEJjoBdAZCaArBCc0bwtPoMOCF080CFJ0IhCg6FeQ5zWVAsGNUAEC4guBlA4HbzWV09/VTR9UK6q96nvrrX6P+La9Sf+1LNNC0hgYGBvj+xkpT1AV1UoLeqf5hks/q1AZG+5yb0OQpOt3ZZV2TWzyTRBJJvHvBAuT7wkMGS9dNQsVOtzSOUs6jVj92NXkKs0WYTnUKMwrMGPAggVkFBJOGMmvA5g2CeUMRvE4QdgAmGZg84P8OEw1MHzDXgGACAQk7+SEQzDknxUQlCGYReKxAEMMrRkyesiBVZhORD/n5eDv/byt/nvoqnqaBhtVCuA8w9dS+THv27aWdx1qFXR6eOqgT6gY3S1Vf9Qx4HnjLqOfDs+K5Bcm2MLcPzD2JTJ4i9HFmTd+Qr7xr6vc9TSKJJP7/h68i9L9wpzMLcjPNqhyg32w5SG0P/IhOXfZl6pQhBQDYppUbYX4jYsUYhMnQyRDs9ZiojE2GBw0INmszYWITwhjaddiPnbVl2P9RtspX2MTHWw/SobKXqHvTIxTavJh6Kp6l7pIl1JmfRbW1VbRp6yF5P+d6JkLm9gChnWBzR/2AWIIde6Vm1gyMzK7smXh8kCSSSCIJBV958KHb9pHYLGJu/bCgjPoR8lYNUGHx6zRcnkXtD/yQTn7hqxbBriZP4TkCjxZFOA4TBKr6HxauhvtgRGCbiMtT/yEg1X+D4EGjyJoGbxX4wQvBLjT2ZmEGwf0Mz5vIdRuaDtPu8jeoJ/8R6irwh6k7fyE11mymjVsPW+tiIlXvyLPYnk8+t7k9QCjLcfL0Fg/ds/EI+XjkNG/rWdH26RV9V8lXk0QSSSQxeaSvWvUn6at2vW/BAhIBjHbnPz5tcLPe3VesU1fF4ijBDlMMJg+htSO2SnNntzA1wFf7RHtIeLQgjIDyMlEmGmGesZlmhDmGCWYPaN3CPfHoKcMEI80wyvyiTC8wr8BtEV42IHim4D52U4xybVT5hDfLoRba37CZgpsWWgR7aOMjdKypmHYcazNMMTYzjNn0oswueC6ELcC98ax4bgQ+E+3AhHAHRvsYC5rMk6ed195AzdOvDe29+eZ/X0D0nhkbDpz/XqBJJJFEEmZolb3/nlI1sLl08+tHz5SyQFdCL4ZgP8f/1cRg9IShpFGDHCccTSQmUKWHCyYujclTY9IUqzrhXQO3xrDXiXRbRMwWRJLESlCcg2BXk6eYqIQ3ivJIwQQrrgn1n6bg8T3UlZ/FlB15zg0PU++uIho6c5brwXUZPUenz7IQZjLqaZtA5ecWxL+dVppGyGifqMnTq6fToRtnjf74zf27UupPL7+rgaY+sFYSSSTx7kZw48P/NVy08MRASU5E2CnB/rsf0Mn//CJ1fu9HQjAB/WeIDrf30LGOHtZMe6klCCHaJ4Qo3PwMb5RB4cECjxaL2yMLcLvXiSB1bCPkcySUIcuC8MR/u7sjhLTIJ6+Ba+VQdxt1FXLnBeEun7NzwyPUs3WNON99qJ5aC3KofeMiOrWB8xxqFC6Sp8+cEbFsTu2upJPly+lExYt08sBW6upHfBvubHrQ2XAbiM4m4iMPTR7au33y9Njs+XTfc6V58hVcPMBWZN68BS6vaTMGUNrjC1yeHK/MlTimP/tnLi3wfVfaEmt5Pi5P88cOxavl3GbkMV0DQj20nBtkrsTh1VOiyhN1ihPz3BP476hr0DYe/Rdij8xY0LJncd5v8j1vtZAWmO/y+O8QoX+9ObI8/u/2f8/YAML/1bjlThU8/kyjHU3PZSbxzIFrZe6JIU3/V26jO6OeXTx/Np7/XsuzYxs9N85n3+TyPPaP5x3xEHvcYjPpNH5P9ueaKIE/vPxuzjeiKZ7JE/il4B17+R7/dy5INNP2/EX+c7VPUNAs0BXlM20OULByCXWVBqhz/UNMfxSCsG1jFp3KD9DR/MdpZ/5zVJv/EpUXr6PSijIqq99GZdv2UvmOA1S59zhV72+m2n3HhWkEghceLjC37DpmmDtgloGZBuYNeLhgwRCEIYQjOgxo50LjNnUWET/5YaE5Q4CbFyhFNH8jr3CVHBymULCLgqWPU+emReHnDPLvtopldPzQburkZw4WRLT50IaHaH/tJtpyqI2OlKyg0KaIfT606VE6UvCEsShp5xEq3XmUSpiKtx005hya9okQBvbJU2GKmTY92HPVlyK7jV8swK49iBVt3ygAcawnva9nToW43lyesYvR0zJHNLzYBd92DUhtQuHO9sicicGT/YC1DtjQ4HHEPI+99aBHfyKqDri3Rw+6vI/G3lXIoz8v4307k7k8QUjPNQjlq3j33rxhV9riVya0m894wFaDngDikDvUQxLimWv6CbHz0ESRmn2deB6xqYXpmcPPDrLdT5zDs/M1iFGOZ8d/7+JdnO68SXk8ePwF4t3a7zNREjzvP//oqkSXcJ34G7DVCc+o6Y3n3ZmZ0fVm1qeChfqp0+WLw4Lq/IkFImvCfdXLqb/hdeqvW0X9NS/S6dqVtLO2mN6oQWAuIxQBBJ4Rr92YhDVWsR4QQlDEYtl9WIYDRjiBY9SATuFAJEAXXBKV/RsjBWjk8IoRIQXGxriT6BLn0HHAbg57feOhZmo6cJRay56z2NmD+dnUVphHjVsqqb2YOzGTNh/i3yeKWHhXllJngW4R+up3ZWUJHah4jXqKAtRdmE2nKpZTadNO2tR4QDwjVuSaJ0+Vjf3kDTf8q3wdFw/E3qh6lyHATEwoBBwLx8nAE4gh2P3ZMkc0vP5fRV1jJghOLc4O9nZoWb+NEuz4sDw5V8sc0dD0x6MEu7gmsM/lefZDMlc0sP1gVN11vpYFJoSW2sgCG01gMxF88BBqTkIPhHeB6zz6+YeY0PQqq4DRxzitP+reqJfmXyyvShzQ9FGmfaciHIvNU+Szi+eXG16gXez5w8T1Ejsr5e4TGz0nAk3f5Mg7SFP3NtdBbS6j6oN3Dpq7DDz2gix18hCCXS+LEuxGHd+Uuc4fXQWBK3qKc871FAfCQmpKiQVlqDiPeqtYwNe/SoNMHTWvUgVr8KU7DouYMCoeC7xVIPzgFihisdRhcwrEYpHBufgYni8IzIW88EBB4C/EdFFBxaxhe40gYAjbi04CpAKBFfC1m7iMQ6UrqTv/UUudg/mL6HDpCjpV9DgL7IhgN5+3pxmkUzePAIR5R6YFNz5KQe7QjvHI43hHt1ih6zR5elEKdo//H5kJOx0Fu5Y9udWwWmC9+KjN5YGpNf9vZY5oeLJ/FvUhCI3PdCz2GvWvlFfEhztnrvVjl4Jd80+TOaKBfTPtAsK45kBck4lH/521Q+B74Vm07O/KHHZc4pq58B+4nb7Pz7hDCBonQSc0Wn4v8UxY8SA2nza9B7SfWw+4bsn6rMuTe9ZyT6FF8/0mOlrQApfy8/dZ+Ee8R71a5ojGrQv/wuXOm8F5XhbPiB351bVmQqeg+V8dd6cqb+BZIaDD18r2hzloIphxz59OmZkEz2apE5P4BqZok/G+8sDHO/OzO/tLck3CaTLE2mpRDnWwhttetFhovK0FuXQq36CW/Bxq2RSgE8VP0fGdVdTCwg2TmfCiEbsUneoUGjU8UKCBQ9NWAbqM4FxHhKYrBLPcsQjaPVwXIeQh7KH9v1G1QwT4gn1ceMWwZg7TTHFVNRWUV9CGmm20sYk1ZxboohPZdpT2l78e5fIYfqaotEnQpkUULFlCZ/qDLNCNVbrmydN3pmAXTJnYzvN2TEawa/5vWwV7DjTLHC4raDEjGHmOjGubhh3XLKSFhiw27I69GAz1swt24zj+/qaa//dRmj6O3RPQuLXAg4aWbiojXBa3ZUrgZzJnYnDnXMfv9FxYeIvnD/S4UgN/J8579BXRggedUWDnhEwF7uz/4rKsgl2YdgLHXDMeTGyLvZmPXsb17BXXmesDEnyj73KlLH2/zB0NT+C5KMEu+E9/+/Y28OirotoXnaw78JjMcX7ozPfff652qbNASpSgkUNDbTlC7X3DFBoYpj5Mjo6cFXFXzrAwO8MKqiDpPRKLoGnDG2ZgyNhoA7Z0aLgIAKY6ANjgYY83wgIbuxTBRAPhD40dJhnYsIUp5kgbjXWfFHbzYH4WhTYtpN7CLDq1t44aj7TSVj5/pCna5XFqiTuITY9S26EddLILW+5ZJ0/fsYIdwnYy0PRl0UIDH2g8wa6nG0KbP0pxfwhK7DzPGiS0VrP2DmGVunjM5V6UIq+OhrNg7+Fr/03miEZswV4pczjDrf/BUbBrgUdkjsSQsug/+DkHpBCOEJ4dQs+dfZ3MGR/T/R/i9jxhEZR4H27/vTKH8d41nYWpU4cex2RmBzYP1/z9DoL9sMv7x4/KXIlB01+LUghAosPjjigWogQ7rmFt3xPQZY63HrEEu6YvlTnOD8FN/lfOVD3uIIwSJ5gxjpa/JCYJYVZBZEeEv4WmDa0bvufwRxc7FbFgxmQoBDVs4YjdgslMBNGCJ0s8jxhF8KRB3BhMmsIDRQh+FpaYaIXQxyQrOggRtpeF/wgrx8eqXqXgRtNEJ/8eOFxLfSPnqOfkXqFVW1wep5jQRrsq3+TRwiHRPniOd4RgN2zswSkW7NEToRMW7Lh/oESc82RfzfWLaJ+K8MFDq3eCln2DpbxEBPss/22TEuwp+jejPmJDQK2TORKHx38NP6vVTKLK0wIFMld8eDFiMtXHaPsq1+U2bw/sim821YDQiQhe0K+XueLjqoc+zO/A2omg7l7xP3Zbx4I7u1aOymzlcb20RV+Quaxw67+Leo70Z/D/IZnjrYfXvyhqBDaVgp2FzrqRyscchVEihAnDThaIVTVVtKHxoGESqd0l4pHDLILY5GJzDGEXNyZHVXhfYzNrI5Sv2KruSIvQtrHgB8IfPunwOTd2JjotFkIhqiKEdhQJd0bs1IQAYMZvs1dM95Ft1LkRWrkhvDs3PkqhmuU8ojhLQz3t1FXIz2OaJJ1qwmrWoyXLaUP9XqrYaV15elEL9jsf+SsWGDvlJGGE3m7BLn7rTWGb54zAP7PAce6APIHtUUN1t37jhAW723/HpAS7W/9WDMG+RuaYGDx6cVQ9DGHb6vJlfUrmcoZb/4VF6xUdRM4Ip39O5jADk3zRghS8AGHtWRB7wljhetbKNf1klGDHhCpcIScKuEiKZ5fvTRD/Rh292c6T5xgx2QW7mryOmjwFcV4IXRDaat4L6Dim1hUZo56LWbB3sebbUfcqnejqFSsvoZVDO4edG94r2GYOAhyCXC2p38TCDROjahMO/MekKCZMYTNHPuSH2yDMK4jjjtWi8GSBDR4rPqGdQ0vHxtXQ2uHqKPZZZYEOOzaiO74IwX7IEOxDnccMjTyslXOHtGkhHT+4k46dPEmdMi3q+aaIYOppL3+WjrQGhcvmO2bydH7gA/wR7H5LBLvb/yuZIxrjCXYAu93Dy8MuRCH0UvP6XLMWfkbmZC06+6Z3sGB/1PEZPf62sI3cCfBQSV3CIxuTUBSavr5Q5oiGO3AFt8moIYxN9xOCUn9F5oqNKRfsrJV79EGrOUoKdvjEO8FRsDOhHoI37MRlmynjWc4bSNz8lAguasEuBeVw1zESc4FyQnBKwWWOsXZ7bniYzg0M0NnubhptaaEzBw/R8PYddLqmlgY3l9DAuvXUv+oV6nvueep77HEKLcyixj8spCMPPEx9/hzqfWopda3n+kIzN9e/UKeBHQUULM4zCf2pJ4wQuqueF5OmcL+Mmjyddm1387U3/7t8LRcP0h/+IDPbHmfBHrhT5poYYtnYIThjwVmwN7rS0/9E5ogA3jr2jyZshw4Y/u5CQAROhydehaB4pwj2wOtR9RA2e71SLMhxQmr2JzlfuxBc6hp4m2j+na70vE8IH3UnSl/K7z+wOKojFsKU07w58T1LplqwY70CnsHcOaE8UEpgusxlhZNgB38I99Wsj1jIm/tR1yyul5jPWPRv3D7/7vLkXiN+TyUuZsHeWZhF3RuX0uCbSqguo94lj1E3C9XQ7x+grvt+TZ333Esdd36bOud/gzrT0qnT7aGuW1Ko66ZbKHT9zdR9zQ3Uc/W11Pv1adT/1Stp4Ctfp74vXE6hz19GwSuupPavXUUtV3ydNdrrqWVWGh292U37Z2i03ZNJtXO+RWW330ObvvtLWvOTB+iVnz18erfbl9c67ZpfvP7TB1c99HQRPZK3hnIXrqAlv3uKGlbmUd/mCye841FnYTYFNwSob/kK6n/1dRrcmE+nK6uo/401NHjDDBbs19UThr4XIzS9NOrDxjHshJOBR9/sLNgDM2SOaNgFOwQFzAE3s8ByAlZtpuYNWQQZSNxXn+e6ceFfsMA6xRqskZ6IYNd4qD8ZwQ63xakS7GnZ/8TX2UxOUsi6A9+TuaKBd2ivO0jZzOOREMS260A4pwW6xerkWLjhkb/le7dOncbuMBGK59L06pgrQj16IFqwP41n98scbz00/1PRdZpCwR4sWFQ+XLHEURiNR8GyPGp/6Id0yueh1m/Npba7b6O2H99JbffdRW0L7qb2B39IQf/PqT33l2Pt99z2veavTftC8/XX/9vR6dM/cfiGGz7YkpLy/obLL49+GUR/xvRPTFHax1XHxi7V6of/J61uaNvs2oGxubuI5oF2EvYEHfDUdP8j8mVUd997K6dhr1D8T99KdFfZyaGWgtxzPQ5+6ReaeritOl95MNg8/bpXm6dfW8D/G1quvrapc/p1Lx+ddt3klmu/VfBkZ0V/TCxk4WZmn3AbD/CS8OYOWV0Uhc32sOsGHh3EwqxsX5Rg9wSOu2Y++gmZIxpG+IIKV7qt7mmi7nP4gy80yuQ0CHav3h1X2EzWK8bR3VF0MBtljgRBl3BZ5eE6m8vS9JKY/twe/0NRQgQ2ZpRjtzHHImiXZi1ZEe7t1jfJO0XDyd3R6CjGWBP+rMyVGFKyvmn4tJvqobR1rJCOBUevGAhR/3KZ463HhfCKySsp+cvlRVuOrtt2jFZvrqCthS9SR4FOvQULLSspEyK4ORZJwm9p6sBS/IFS1pBLckfaN2XNlre+YJi+oOS98zd0fQDREXGcvoveN2PDgQ+IkyZ05eupg2WLDfdM+7NcQMKoqCPfv1pW450FscgkZ0R+kCZGBGNm/0bmSgxu/+vOQi6GfVTBk/0Li0BLRLAraNk/NgSbWTCxxugJjEaO+VyaME3EXqDkKNi5Tt5AQ1zf7lh+7J5AmcwxPtwP/g3X8ZijUPcE6l3pC94nc1qBxUt4Lovpgn9jpAL7+USAOQ37/UF4lhT9bpnLiliCHXVI0RMPSw3lIsq8xuXAHRM++fEQS7C747hIXmg4CXYca4HJdTYIy7ussK7htZo9tKK4PkzPFTfR80xvFpXQrsLlQsBPStAz9WzOIYwCWjcu/Lm87UWFrnz/HaPVj1M3OiOH+l8IGqt9gjoLsn4qq/DOg5bzc2k+sBI+dC2wzXXLODZIT+DrrKU3R9nqDVvnKpkrNuwrT5UZIFGXuVmP/Ctf0xk2vURRIoI98D9Rgl1co+93zVoSO46K23+/o2DHRO94QICztLwtUUIAZKy8dHbnBNL1/8vPFe0pJDo5/zMyV+LQcmZxh8odoqmTAAkzVmDA5V74aZkzAm0hVp72Rgn2VKbxBLv2yN/ytXniWuMeETLeQzNr6vG9gABP4JloIYo2SGDy147L7/o/0uRzfmZTTX8pqk7imfSJu8ACy0sarlhVuaPxjbp9tKpyp0W4K1rOBEG/rLiRNhYV0v7CZ6m7IIt6ChbFFfTQgs/VLMUk5OSCQ72FaC7840eDhfqeUfjwI7iZw/NMFUFbb9+4qFTe+p0Ld84d4oOwa+4gfHwGo0ILDrEQDArBC80Y6fYPExobhvjxPGHM8AYesQhVJUxS9Yiny3i4lLVab6DIsYNSgj0ljn+2x8+an01AG4J9r5hkjAUEAbN3CIL4npp+ls/3yvZi0nuYzohODO0W1dZ8jTCL5O0eV6gJU5Ptvka79fCzCJPlhOHR1zg+C+pqmGSsAg/+7jjvxDOC9EEmg1/wX3m84BnNdnlFaG+QOzvxYGBevSR6pKEbbWE3OYFwb3R+6j+eDYTnFooIt1/Koo/J0icOmMy8Dm6kKF/T18pck8fzayv+78rixsALmxtPv7FlP71Q0hhD0DfQs8Vbxf+iok10uPApIeRBSnhBIw0VZm9oWbsg9tLeixBtGx/19JXmnh6EDfwCCPg+I1RDqK0w++KL3DhZaIHfsmAZFkwuBIVNg4tF+LghVMU1uQ8Jm3GisEd3FFpfHmuP2bGDdsVCStaDhtZqqhueQYw+9HSZKxqa/mSUYBeaKAvjeCMWaMeOgj0BQgcIAYe29uax4M/9n4TilaToP3bswAxNNSBzTRwefaaj1h5pv2/KnAaMIGBxBPs4hLkYCFW0QWrueu48nPzt48M8l3K+hE5FC+wR8WwmCwh2j14ZVSeU7fFvd13x4z+XOacGL5Q2ai+WNtW9ztr8KzG0eZAS9C8Ub6G68k10rGjpgf41v/obWcw7Eu2bsu85XbFYmJHswvl8aBghjvP9UxPY52KE1/+fzOjf5w/3KcGsmn6ImZQ1rxymQBun1bGW/BL//w0LwS/LqyYOD48WZj95P5cpKfd+Fpb3c9mxw+XGgzfgYeFuKo8J5cWzO2s53xZ5zNekLr6fn/k+4SoXC1pgkSt1yVrOl8/t0MT3buD/9UytXAbaSRK3GTxIvP4G/v8Gl/0o583gj338hUBmYDEWTGepj1nrijZDfWedh5IBW747cG902Uyi/fRvca5Ih22sF1jHz7qG89TyszQxbXEhcJpX8IiN9D1Mm7nTfoyf/SeutJz/kCVNDugEEeMdz22v72TIeMbbZemTA+ZjtJz7ouqENtX07ybUcU8Wz71Z9KkVxQ1ZrMUPCm2+tMlRyIPWNByiFYVb3r6AOlOIzkL/MzAnBScxuQozlZ2GK/IoVJC1VRafRBJJJHHxYPnm+lkvlm2rfL12L71StSss1Fez0F9eVD/5od1FiB2bnv2P9sLcY8HSpXSi8DE6WvgEHSp8mvYVPku7C5fRjsKV1FT4EtUXvkK1ha9RZdFqKit6k4qLNlBB0SYxL/Fm0WZaXVxGrxVX0stF1WM8Gurn9hp8Jr82sUBNSSSRRBJvJZ5dV/KJlcUNj6yq2jW6vLDu/I39FxGerK7+CHdUrauqdtOy4gZBMD1ZKXrUMh4hvMHyoi1jK4obY3tdJJFEEkkkcWHAgn0hzE9OAtqJVm5uEBPPEN4vlm2ll8q30arKHfRq9W7CCAejmnVbj9Gqqp30bH791G1rlkQSSSSRRGJ4elPF51+tgVDeJ4T1iqL60ZXF9QMsxNuXFW7ZvaJoSwmnvbyiuCF3eVHDb5dv3nI3dwa+FcV1054vaPzPlSUNH1uWv+0vVq2KEbcjiSSSSGLK4HL9P11xkYpK6/YxAAAAAElFTkSuQmCC)
Processos criativos, ensino e aprendizagem
- Aspectos gerais relacionados aos processos criativos.
- Bloqueadores e facilitadores da criatividade.
- Criatividade e o processo de ensino-aprendizagem.
Design Thinking e Educação
- Design Thinking: conceitos e aplicações.
- Design Thinking e inovação no mundo do trabalho.
- Design Thinking e o processo de ensino e aprendizagem.
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)
· Contextualizar e definir os conceitos de criatividade, pautando-se em suas relações com o comportamento humano e o mundo do trabalho.
· Reconhecer a importância e o potencial da criatividade no processo de ensino e aprendizagem.
· Diagnosticar e elaborar estratégias de desenvolvimento do potencial inovador no mundo do trabalho.
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NkBRZzpvZWNdK+6ibaX2OujAf31zZHzDCtJtx9mAsorkFMvcGKeTlDkpsx9wgLwov5VYB83qALLDYzxaiRnU7TZezAutgYvxhn1W8XLqzA9B/VLbbHtQPjsHAnidErUPrBID5GqfCfmrnCJ7fRjQfNqIr4BzW9XtjEh9+YbfEn6Te6hItYoNfSyU+ylPPRAM2odHTjRnP0zjre7oTUzCX8O8MP4msnRt1SdOumeU5IDX3bkjaScmj2fKAvGhZCJ+fCQfgwNw7CyAWQaVf8t3b1coE1zUzCDQQ1OkkyugPikGtYv7EzmlBiIgYIYYkHTOiXkz5Uf6AW/D/hygpNFwv0pTsj1l10LoFJxAOZiwtytpmZVHtJpwkXEnJxvyTm6SXC8LEfjszwMTN2e8Q/3lcL/o9waQWEJpV9F8Sbzzhm94ib/RvJ94I93OEe/rR0ZR8ZsXFAxA97f/kteNjwx8x44cUKyjFxBGVY2s2+EewZaniIE+KLZ3MifHZ/y5zk8hXiwcNBmgTFrC1BTV8mXDngwYNP3Lu4jX6Z0zTIbKQxMyoZq8j3YAW1hhstwgoCUsNC8KBJzX8roUm5wHZKgWUCLMyd3CMcU8MOscDKTImpdMODP7RkLE3fKVzFIpBxlrtBAmvB/7b6CznvFmzuQxl1J/ekVCFndYEoEJxW+gCBcZ+I3ZoEgmTcIVxEoQUXW92J3cLjQU4tBLXg877r0z4emaUFWnfbSIzI1ECQxTPVuFfYuENLfynqhzEldLew6RvkrDbJ1KzYXT/6Ci1ozgEC5U4hUoDNZxD/Zm5o6+ymqtr6IePk1XXxq8RiRRcEENo0Wj02taes8rb1sCqxcgoD7CCcUY1r+oM52rRDrmFlpsfHBlDSqh89Zko+g9zECdT0xb5h+leEFpJmjcKlFZrY2wjkAi72SFYRmV8LN6zkRtjxkJJuRNyDiDMmJ6uI7otkEjubxUNKcHvELb6HREpwgzUc5dyCRNCCByL+8O5Ok7XtsG+mlWKYK+L6AlkgS2rBhcKm/0ChKMNDYSChpY+yFNyqnQX3lV5a20O0r/HooHPboTbaXtlGX3uugVpamyE5nHaBRZVYVmkhbFxohcCiaszX19a2RNqwaNtKoYUb030jN5fVYl4lHkoNq03+TqSKKT8uJpWrH13NsADajLIqLIUcMy1RnXPzI2EXWHW3OQm7wDotZbHDH7Iu/dSMlcLGRIzA2naqU4GVhdIdf09bG1nVItCUAcMvbOJDLpcB+yuwKvFtQMTRLGRjC49A+i08jtIPCueB4ors91sKdc34o7AxEQiZU6gj1NcIG2d0hZvXhluaaPDYGMM2Zp79xiaqEXu0yyqx2oEErbm7soH2ME0rNSiINV4458jUqKYdtPFuaGTmlwtwrenW1LBD2OmkGQsjHxYJL4FtHdWPjiqhhKxeIdOp7Ti12iUF2Y7+COzw0H8IG3fITV4jDFmrvMkKLN+4X9FImh67IxQ6Y9QCzVWL2DAYAovaA9qZnExoQKQbqBm7ha8osNOi6t+tIO0LLM2QDPMoKjvU5gTScNjk6HlZdrSGOzY4zUnsD8PVB6h7+xvU3NEbY/fGplKqaTtKxxv382Myfv74PLr9f1+gZ14waMnGQ7SlvJmqW7vpyHFzbV48nDx1mh/GsKsqTK+VHKL017bT77OLadizr9G01buZi6hGH1SBTRXtUFAzrNVYdYMBWTL7jakRM+xWrAJtWWmH6jHamHb0R2DdOndUqJmI+zG+LmxMJCuwlszIKHs97VTdcIaOixDcYa8Sp6YPEzbusAssevT7AvTWq/4Rd21CdD1kX+E36i3h4Vvbvw2ougHdCnCOm0PZvp9PmOK76u+TfN9/Zly/+Z9jnzuVN25v99uLqC1Pp62LJ9A37sui7/9Wpx89mEH/+7c0equkhDrz0swZ5rYdNruKs2j1ph1UVLJlUFmwaTONmz5IAqsKWSBYIExNpGR+mS/CkfbYd0BmaHUvBAlLDyQ0kNi0QoUmNs+IMrbTSdMrIvbI2GgXxUMgFFbCQzyjpyhKoN2munHqdMJQj+pGM7DSDTUNF+IdFfd+/UkRkjPsnU5OyxftUHejAbFxSF+hVl/BkawGcaNxmbBNHins/dRwzC1vHb6LoJp3TPeJh9LCnd0Oa3X6xnJWTQ0XmetowdbibGra+JJFOOOxNm8qzSvaQQuLtsZwQeFWLnT94bKSUsrJ23iLeNW+QzOi7Vf+QYOThU0UWnCF5aODyACoOtqhtmFN5gibKOy9xCnGX4RNFH7DKtQp+oPCxorUzLmW0pxXU4PmgV522HuJMcyjAucvqPZq88ANmr7W4gff5eqx/yBsY+EPNlvc+/X/FTbuMA8WU/0k7t12Apa2WsJh5G1x/efChTPk7kCjs//Fkr7JNAP8aSNjCjX7em47Tpw+G1OV7TdZtbhNLIDnzBWaNQl25afR4vz1HfMLSix8ecPuXhHVcw9/MCf6MfFh052HGVQtzD+6EW3PqvDrTVZ37N4Ov3HM4iYgzh5WETDMTcqTJR9qCb0ufDvDr2+y+lO2tMLu9tA60g6aISXzG8I2PtR2O2fIuU0H4FRQ1a3bd1ThV9q9ydKtsLn2hX9x3EfNjQhHbvZj6WhjTNGnc/NEQBiqP8eq8YOlX/DdX7nBd09Zoe/O0lzfXWWDy1/UvLnvzekUdhDMeOzOm0SzC3dG1sZLzs8viR03PBfQjKXsI77GGcC/w1p4wB9Cr6npbuSM14RpLDR9TsQdOGJqrNsRWVF7EOdj2zEia5WpvTAQz9f2QzPhgPBTLM6djCWsZvAXngGThd+Yy58niaqmRCBkjdPIae7vaIdmWN8ZdBuGsj/Hn/6YsHEHZlpZ/CTBQGZy8Q+EfsO4j9eyUPBAmFE48wLQaOc1GABVfTV8/n3Epk2JoOm3WvyC6lHgEm6HPg+ElRUHqV2c23JqHXtJhp4io8t+anY8Ymn8RwNp5Lt+Mr30lrlEjlWLzTNYPXh4t2JTacvRPZUt1BfuBatM7qtqpf3VYZM1bZz7qlu53Z6qMB0viJ7jnwwhqO9NEdUCzaCfPb2EFq/Zztqx2xRupRXbKmh+YcnT4jU8eHh3IN5xO8mwta2Ds2VTATWM+Tw1jPostdZWc7vOjna65P+auIbtKNDHnn7b3GimPV+PEdSz2JdkmBBUzowSHkEPHjwI/LH0Ut9vKif7fl06acC8r2qS796KSb4H6hSzg5N8D+6/TTzNHTeGxGRxHWNTHcLUgwcPQ4mZq9Z/9cW3diyxH4l1Psmqz6+x/+tFFD148JCzZsunX9m0n3cMOe2pdN7I2rqL3tpB8/M3jxRR9eDh3Y2c/E2PY1LDnFXradKcHMfzCc81sR43e3kuL0ByCjYXiqh68PDuxvzCzY9JYZ0we7452fc8Y9arKyLCOr9gs3UKoQcP71Y4CaucdK/SHdald3Y//J9fu4dh9+MJqwcPDkhGWLHF6CWjsuhDo7P4eCp2N8T1p++eSVf8cRGNnvAm/Wneepqeu4dWb6+m/XXt9NaeOvL97hA9v+RtujOYS1f9aQl97t7Z9JExU8wwNJ3ePzKDPvPLGbTxQHRHC8ATVg8eHJCMsNaFe2nVtipuV9HQQq2d3XTs+DF2d4abSRw5fooONXfR9NXb6AATWN+dB4SNxFk6efIE3zmxprmNug8f5aZ/nL028izAE1YPHhyQjLDWt/XSm1urCCfI8m1Mw518vyW5NSm2Ja1qbueLz7FAfe2eCh6O79YD1NjWxrcshTu57Sn8IxwcUgo8Nmdd5FmAJ6wePDggWWFdyTSr3BGxjFHuz4R/uf0L7rHDxMb9lbS7uoU2lDUxTWy6hRv+zwh3chsZYMiFddTcz/qGpVk5aupnhW18wF2yfu+a80GLezd3Y8e+N0IcKq9N+GfTH2MyW5bagXDsz4VZMlD9qf7dYH9WX4m0kOhPWOphvMkAR3piZY1mbGbc7fPrK33+jGd9/kznhR52YN2sPQ6Ic7xlhEOFpIWVaVa5sRr+S+ui+zNhOxiYQfjwD2GtaAiLjdXMbV7U/ZzkdjB7qhr484ZcWHGkp7oTAIh1m4GM+Kdo3jzxU+bWmTa/WM3hhGFpV/I1l9KdehCxREraD/jCdzxfEsuvsJwNfnANeyySD2S0+lKzoqd0umH06PfxlSbyuXybzuzkVvFg71zpL+KfxWk0e3cnDEtz3oM3WSItIoCwKvFOhvF2sJQIsHRIzTzCv0PMAntBvEMyCGSeiYkDX5Su/024OHfoi7BC4CCAdi0pNSWqtbCDsFY2tfF7rokVd6aWFZuEM0EGhl6z2taxciIRXTb5lrAv5pa8xW2fpklf96UqC+HxXDuwZYvqJhlC6LX0eGdBvocLmHSPAuYh4x+FnTuw5Qxf7K48S1LTpwhXVgSCP3QVgGRo/yZqvJMi04zxkJq1nQuUo1+F2FA9GcSs85XUjwgX5w59rQZLwZRVYVV7grIajPYt7rFTIv65kMM/M4d/2MMfMOTCGskQMZlsk3DhDE2vs7k36bYnz7DxX7RkFCd3KaEvWNxAWJAh4Javv2QlvrRTiXWZKcHY9bISXIsIt7hOBuqex9hfSt1xw03zoNBAXFAg4DkQPsQ9pkDUxTsJO7iFH3tBp8YbVP1If7z2IWo4WjB25w6J1CnHLWGB8IfvizBAXMPMr88SvtyhBR+PhKPpnZZ0Q9zONQo2bfr9srVbaHHBWpqYhGZVtWkMmQBCKDcIzRrRqsycU7jj2pXxnGjWmzM/pQjAGkvmwHU8INNwt3oDz7zS3yhbhpO4ffwlFndOG2v7x0a3RAUhJCrQZvXrzzhqHPjDge1OUDUArpOBfD++cdiky3l8I89iz0d72g5skZI65XLfXWM/KEyi4EIg/I90iAPa9KPnWKvXarzdCgjUHLALBp5r319ZIhAq5wWEDAsFSiBrlePWPTeyWkfA+JK4c0cg42QkPE2fxGjdHcRpjy7gWqOy13kX/oHxjrl1dOvMSvruhEq6blwRFxZVUEEprGhrQhs6EYIHSs0KoZRmTu5BtH+BIRVWf8ZPIxpVM17niSg/NgRi9JL3CZdW8H2IWSaGO3RQWEpVFyEflfbxhMI6zCbQfr1S2MTCH1ocUxtwK9H7KqzYR0iGDaE1zawbt/n1cdw8GUAQLcKaoCCUsMS7n9oK76JW55HGw/WBzSlHvpAFJsJDumFbW/kM0O2cpXW7ajYcqqqhoWJ7cw1d+th2LiyqoIJSWFH1NauwJssj16jaRnt4IayHGk3NGo9wCwypsAbUqgwTVmhX9YP7DZfNyXTzXB0ILLSZ34huyI1EdMJ991k3knYSVvtm04naPn5jc9QtyDKlpqcK2ygitQDGZIRV3R9KC1ZzM03/bcQMRI0kWdiF1V1LWmGJdz+FVQ0D1NLjnF2TJDQ9OxKe7FDkZyYp7+gW34176zY4HZExWGxvaaDL4gkra7PK9ik/MqPK3IkfmpO3RxmhTQ/Umr3BhxrDvOqLXmPYwx3cSyIctGWBIRVWHJUhP66mv8gzuqVTJeS8BY3MADKhNONoxA8ysVNPMnplVUFEwsZg7HstbjT9hLBwR0xm1GPXD/cl02PIRDYH+LfQbxY2trYviz+qjMngfAkrNi5Xax/9FXg7VI2v6dHFJOr34QVn8JfCJoodFeFB2/zbicd7O5iwbuPCogoqKDUrhE62QVUNqbZFIYAQVt4zLMxgp7qHFoYZBBYYWmE1DkU/bnA8N1M/uNMwDLa2jAh0hilM2NxM+kHXPYYw7OifsCY+dEkLvhlxDzplyL5kei0Y3TTc/v5qdR+Md2SHHep3PVfCqhkHI/5BLVgjbPoP9Rwk/Acm/7uwQd54w/I8vxG7q+crW1r2O51pM1Duru2mHYfaaMX2MH36ia1cWJjUcNqFFYInhZOPlULDMi0phRj2uOfCytxx93XyDB3TLTQszGGPMIAh1qzYyFl8+ODD3Cw1K1qlhVCm2HbWx9aj0l4ev2HZKxh+HI6QGCphDYSujLSfQadqbl8yvao1sNuiCk05wAtEXJPFQIXVTt7xxYQFYd06zzk89bgLUOtDO9sN6mbmiJ8Kf/DzSfVfcPx00jDfVc+/4Ltq/PjB4Kfuml704z8vop/8aQFd9XAG/X76W/TAtGL6dUYB1YR7YoSVV3khhEK7QoNyQVWquhBWTIqQVWTYwx13y6vG0SEfYEiFVc0McnNm9OxJM25uG3OTfpBRZTUQwzyqH7/+BDdXMVTCijggw0o/8G+foZSssAYy/j0q+KjG2Y6cvHqstTrLe1UTTB6RGGxhVelWaOBdI+4cCt7+wJJngpuFaRQxcQ7+SdjE4vjRXnI+iKo/tB5cJXm8O0wfGJnJhSfSZhXaVAosBBO9v/iXvbs4zGrTgSoumNIcQovZSrDjfiHY0LTsHhhSYY1oEZaQw42rudnoJR+wCAw+vkSK/ouIudrBkqJjn9ionxR9gbCJYqiEFfvaqn4GolnVM2vc3KnCCuLdk8GAhVVnQsnCiJC9M4iw1DRSYaklsDQOGP0/3QFQO9lQqDk1d9SDukx3Z4RNLJrDbVRRVT1IxB7CseZNjfV06Z3TufA0tPfSW3vr+TVw+swZ6j5ygiqbu6l4Tz3NLthPf120ie4J5dPPnnmFvnT/HPrBE0vo1smr6M/zN9CUVbtp1bZq2l/bQR29x+nEqdMiJBOPzlozNMIKLSF3qEc7Uz3VLTUreqgVEkWOu2nBtoi5X3+OmwFacGbUnNvFnkjeH2FFNTwRRhmXcQ0n/TgJWbLCatFERgcft7RT062HIrsJih0DFdaYeLNvhTm4GDYJTHQeF7W+Dwq/oLDpH+Sh2zI+w7Mvjf0+6dfyPCPdIY85jUkDONnNqZOor2xu76bunaspXFsRY9fb22MK69nTdLK5lH5pFNHwB8fRA0+OpykrNlP+zhq+bjXcbS5zS4Suw8epvLGT1u9voDmF++jphRvpjrTVdMNTS7n9kAgrP8eVCQM+qL0HN8UYH/nYnGJGi8w8yHgYjJfw689a3bOMbke/hJUleiKk6L+OuOcMxfYgJyOsWuhhaziMaH/ZqWZEEAXdiAQHRJ+v3mBr+xvs/wbz175gPQsHdPo+oOoGxEl/TkCGPn6kd8A8sjeXere8Qr0lS6ilutRiR3SCPnjbTOpdPZ7vE9xRPJXaC0L8OvzmeDrV2xYRsP6S/eBVrGYMgyasfv0BXjXCx+SCox6TAKFRNAGOPUxJ+7KSUa3jn4Hg76JuGdFxZYddWJ1m8fRHWP1GV8Q9iDa3HclkelVr9JWavkGE4oz+TooYqLBqelXEf+S5SR6HYUdsT2/y5PnLDowT/vyFqfxIyO8/5XzUY5L86d1/HX/67VnUtW4O9eZPpmsfDfHjIP/z/gx64KkJlPNmMTWsUjf4jh4JGV45gUp3bKBChyMdB8Likq0UWvASZS9bzYV1QBum+Vm7Un5Mp8wTCEWnj/FMo/8tcq+l3SpcmVBn/IBO4amnq4NOkyLsA+uOiawAS7TUMN0ytKphHNu0eK4SDl854nDMYYQ6zuOJunca4lLR7xlMLFzppz/C6g/eYEkXMBCqFbZ9g1pwmGE6fJcIrafp4dviG7vhsbdbS2cd7KWBcPn2A9S+egIXwMNMYLM2H6K89YX8vic/jQpyl1C7IqQqcaLc6/mFtKBgM4RqUCnDZP/O1YtkoI6xOmUErnmFPdqE0j0SzQ7NuCZSpXZz05/phomENWZoIrhC2FiRSFi14HJbOHuEjTMw2K8KAWoAGEJyA05p65ewqvHuh7ACFiEDWbz72nb1h35ied+4QzIMfDqi8r6gpi8RtrFYU1o73X7YVH9YeXA/ta+ayAUQ/1Wlu9l/cufe4DS5xYVv831+nbh04z7Hc1kTsuQAvbRul/U0877CPK3N/JBOwgWomUVSC5YJ2yiwDlUVVieBiBFWh2fGaN/ZzvHC6hxkeOkOdFofK6G+h5OgWDI0ew/M/EkE+7exLzpQYe8ES6SJJSzC6vBNkwEEzawpRIm0CoS2ChfOUBf6azZNqRlvCht32NMnnoAXHmzK3oNhkYGyuon2V1QwATU1bPvqSVSxaz21506OEU4n9jCBzVqWR9OXr7Jwxmu5lLV0+TUiuuceagZ1y+iYm6t+cGgQLCK3A73FascC2p129HeJHM5c1Qz0Nk9n12t4plczPoj4yzNGnaBmHLuwahnfU9riyWswtVAB3Qo8gK+IUeIcr2BRYc/w6LiT5FM8RfogbAiDuTIodj6331jC3dnJC4PQYVbQvMLusWPES+y6jptrRrTfQa2O41ul6P8pbNyBw6zVZyGOt0+5RNhasa02PN3eizsg1ldTmxBYHANpF8p4bMjNPDW3YEvMIcvz8zcld1jtUEBNACdtAyDh1Q/uliHRZW+pvrJrmKnAhP9Ei8/5VDbFTTLEbg7XM63tjtjF52hDSqQEKyzh+Y0kxnYZoF1Uf8jEqfo3ha0V6C1WCwSnJoAT1HgnQ164hQLCtxWBzFdjCrl41Ayz5qbpj1jM4xVKKgLp11tqWyad8/v0fW1FJeETNHg8ThvrwnS0qG+CCnbmTaaFhayNWWg9XDmnYIvzMqKhhrrECXTShADWO6ru3OaWDp98qUVYkTExNKQiMPkKS+I5Cas6nBSPcINMk5rp3EZVQUxYIaDSL67vU7QwwlHDxuKGZMAzoyKAJvOErRXqkkIw2QyvxjsZ4rsE9B8L37FISf8RT0+n4RU7ccg1EMiwL1o/y82Tgb2wQWFhwcMHN/ruLVvvu+tAvuNp5gPhnaW533hq+6FTxWYbti/cl5/DBHSrRViXlZQml2iDDeyfhFOz5QnV8U7QHjUj6k7Tnfc8wqJr+0nnWvr3hK2J4RnfZdXlqP3I6bHP5MJqFDN7nIRezp6H3SjMk9DN09CrmNly9p9884H39Cpxw7vKPZiGpX+RZfCoHaf+c26XCLzTyPbO/tDrwtYKPo1ReY7Tu9tx9VhrvJMhvq86ucUNI6Z+hX1HTO44xQsEVMtBLlyhsyy+b/tSjRu5W5yAb3mOnsbNk4Gad0Dcq9hbtfdTXeFGam6oGVQ2NTdSx6Ht9IeXKulrT+7Yd2rDFEehdGNHXhrlF6ymJ+cX0ivrtnNhffV8CasHDxcC/v56xVfq6hsce3b7y/LqejFEk069+RNp6tyX9xxbPe7LR9dkxQhlPC6dlU6+m3W64tEcWlS8lV5as5OyVxRfKqLuwcO7C0MhrGB5bRO1rJvHha49n7VDC4yj4dy0bXaBdGI7Y870IBNUUXe/YTItWbMtol0XFm0tW5i/+YviFTx4eHdg3OraLx+s76A9lS194l6wyuS+6lbaXx2m/TVtEe6taqU91W3UUvKq60QIJ0KwZ07RyTdMCOqN6awavFOMteKsVfO81cXrdtPSjXvdVyh48PBOw4S8uq90dfc4D7/E4aHqWtq1v5Te3raTijeW0OoNW2jfk2NoD+OuZ++ljdt3U2lFJe2t7aQ/hVZ0nVifuM3awQQ1K0MR1FEzKfvNt2+al7f1BiagMVxQsPmmOcU7+r7rvAcPFyP6K6ySrW0dJg+foIYxn6OG275IjQ/8kFq7erl9RX0b+R4o29iw4r4PdxWG6k5umEYdBeocYZOdTFAnB5mgDheCiu76+OOBHjy8uzDn7abPD0RYJZt7T1DXmE9S44JJ1HP/N6m5s4fCbe00emYN+R45aFnt0p6b/qPW1eljmZAu78jXa4+vzaJxkxRBxYwQDBN48OBBwcPlL/juKZ3k+/UAec/+Sb6H25R/mDH+sfYF8SR3fDj903zQH4KKDaFvTPuBsPHgwcMFB0y3u2UO+VLS/cLEgwcPFyty8kpuWbxu99HXtx+iVzbt56twPLrw7X302tZyWr65jOblbXI+GMqDBw8ePLy7AcWK6cELijBleCvlFJTQ7JVrPTrxzTVMoZpLgzGXBEo2p2Bz7CaKHjx48ODh3Y15+Zsfx4RDKFbMZcJJsJPm5PADJuevWElLcgto8er8dy2XrGbvvyqf9JxFNH7GXL5V3IvFYhnEpgM0L7+k/7tQefDgwYOHdyZwvLpduU6cncOPWq9vaeX7j77bgZ3TsQfr89mzY5TrgI8l8ODBgwcP7zzEU651zS1cuaibfbsR6D12kkIrdtCTORspuGI7zSvaT8tLDtHaffW0s7KVDjZ08iM/Og/HHtXRF3QcPUN7G49T5zHzuU5AnA6z+LR2HaWqlm7aV9tOJQebKHdHNS1eV0ZTV+2m55Zspifnb+CnEUg/dgKnTp/2lKsHDx48eEgeg6FcgebOI/TR26YyhVNBR0+covbeYxTuPsYUWw/tqm5jCraBVmyuovnFB8h4fSf9fXEJPTJzDd1l5FFg3Bt0zdOv0HceXURfun8uffruGfQvt0+jj9w6hT58Sxb948gM+hjux2TRh0eFyPebDeR7uI4+eF8hff7X0+nrD+bQD/+0hG76+2v83K3fTi2ivzClOfHVbTQ9by8tWV9O+TtrafPBZiqt76TGjiPU1nOMuo+eoONMyX/n0Rfp8bnr+Hs4vZunXD148ODBQ58wWMoVJ8Z+/BfZ9MaWSn4P4ATYjfsqaf1e1nrdXUFFOw9SwfYyyt9WSrlbD9DqLftpFSOu85hZ/vZSKtxRRmv3VNDb+yuppLSK2rtxJBfRlrIqOn7iGL++JlRNvrvL6K655bTlQDkLk/mVYW6VYe5nYR5gYZZR4c4yemtXOa3bc4jHZ+P+KuroOcLDAq587CV+Ii3g9G6ecvXgwYMHD33CYCvXlVurmNkZfow6jmHH8eo4ch3Hre8Xx6zjuHVcwwyUR7eXCZbXt9KhxjBVNrXx+7buw0whVlJTWxeVN4TpZxnV9M2/VdFDS+qpviVMZcw9/CMcHAfPnyXDFdwP8+omHp/dlY2081ADNYS7eNyvfNxTrh48ePDgYRAxFMr1zJkzEUUpWVoXVapQdKryg/1B7sZUkFCCUMh72T8UdGtnL1eudeFO7qachXWwrokpYRkOe0a9SRmGfAb++XNE+DI+MGvq6OZxv+iVq994zDdqxjGfpidm6hT2b2z13Wj8o/DdP4xK+xB77i7fCITn8BwLjWO+EVOP+QLptwjfiTEs46e+1Cyc2esQHuPIbNi5H+sogYPNUjO3+gLsnf36FiuNzT5/cBc/ecHPjxittz7POMr+65jbfT5/CAdfLfIFQn9mYV3vG535KfGEwYE24Z9Z+OX8ndX3lAxksv9gLT8hcLCgpd/Bv6PT8+xE+uGgtr7CP/7z7L2azfg7hDvUhFz4jdkiNlHgBArNOOj6vQeDkLUUfbfv62M/IJ46cPDTNjLH+gJZ69l7HeGnWuB0C+wUhO28cK8SB8jBDuddwX7UjLMsTneJ0AaG0Us+wPLknqTKAMgVz0PBG4Tvdz4GXbluM5WrVGQHWauSU9xLJYsWplR8UvmZ9kIBMkUJf7jv6D1CG/ZVUgNruVY1t0cUKXcnCHeyVQxGlKoSNsJDqxj/sG9sFy3Xi71bGOcVy224ElGeWZXMSYrxgDOpcBRr7HlZDgyZgh4I3iZ8JwbO10qdYp5/5RQm3jcQzBKu3TFs8hX8jKpkziBLmiwsfvIlK6xw/G1qVg0ze9J37QvmsUb9wdix72VhH+LHATk9k5sH9/keWjmwSpEEKkdasNL1eTFk74yCWtNTRQjJYZj+TRbvU8nlkyEgl4v050RsFNB72LtUJP/+/aB5iuo68cD+AZUuLRRkeeyUOB8v9jnJEn41/Yjv5szPidAHBk1/lOd/p2c5Ed9DG+D3uJgwVN3CqoLDv6RUflCyVkVqKj9TUUb97a6ytlxhj5YtWsBmOFHFqSpcJ2XLny/igFZxY7tsuS6+yFuuej4v+JwytBMhpFpwsvDdP6QEX01aoYOoXWvBx4XvxBgx6XOsUO52LUzMAzT/Kly7g4ejdw2oUEqWULapWafZ9UPi6X2DpheKAjmWvGDSNwiXAwcqZOY3VKibJx67KUIoIpwyDMWcLFL168x3GszKTR9o5lHnfAK5cfveg0HkB01fJp7WNwSCN7E829MnGePfWKXNnpcR7J0HAziOXgsdjZEr5B378e8Rsjjxb2L8SoTyzsZQdQub3b9mtyz+oRA5uZnKqAIETaVrKk0QbuSYaz1TrhWNYaY0hfIUVP3zFjH75890oHyuqVzfAWOuvHtWL4+tgetnrfcKuUDo3czvZ0UofYMWutZ8nk2ANeOM5V4lV+j6OBFCYqDbVdNbeAvRNTzj/4Rrdwxj7+g3wo7hoDWLrl+/vonxDXa9kD1zPqdff5ndF7PrRvaeZ/nz0Pp2KrTsxPc1C9bRIhbJQdNXcH9OYZrKdb1wOTCga84p/cw438q/hZvS4d89OEGElBhaUPONmHaUfese81vqB9h/CQtrPftfye5xIPMyRvHdjSXM7JhrTwN6SzRjY8S9ZuSw/+UmjTeZ3/Xs/Taz/1Jm1ugbOb2X3d8vYmMFnu34veWz9VXR50Set5T9r+B+zQOB17D7DYx4JzyzjNmF+fuOmnHUl2JMFU9LDnwYI6vbNzJei5rFD/HmSiy0hz0zm8Xr974UfTj7v4bTn3EDu/+FL6CPZfFZwuKzj8XnDEuPxDKTDDT97Zg8AvnQggWsYjDClBXFThJx1vQ2fjJ+n/BI6U2+u0vH+EbsC/huKb3wOapc++GEnXN/t7CUfjVrJ/1q9i66Z/oWeijzVZo8Zx7VD9aYK29Rmq1StFDNliq6Z6MtVjdCYbb3HKENTLk2MOWKSU7oYlbdyK7eKNXniGvhR8YJ4TbLMdeLuVvYn/EtJjgnLa0NnslR0LBCxS2T81aLbohQksfoJe9jYe+yhIuCAIULugy5EnMoGHkhFswRoSTGqLSPs/BqXWvBGEMKhB4Urt0xbPwlzH2NYzimWbnvoSTHn68e+w++VOMO9o4HzO9nC89C1grkioi1Rn2+95gBJABOindTrqb5SuGy//AHP8bYHPM9uPI2tnI3KcaNXPk6KTiYpWae9aUM0Qkg6PZG93dMZRFkz0Y8A4PU8vEHF7l/b7QYQ2OEy3MDLX1J3HyFNEP3sD/0gPBxfpCi/y0mnsgXKBMCTMEDqLC6VtDYt9WCi7m7vmBXWe26Y4e7qKWx7qJgc2MtNTfUcLY01lC4qYbunFtDH310R/+U6zazW1i2KGUrM9KydGCk9Sr+ZZcv7jGxKdwVbblCQaLlKf06MeJfEHHg/0qrGGFEJjRd1MqVFQBc0SkFIS8wQi/77jA+ygrsNudWG5Rx6BQfE+sLUvRnYwQL95gkkZr+Xf4sp0KZC5qefMvr9inuShGEck2m+zWecjVb8D0s7p8UrvsGP2s1mfFwJ08b1opKZgJZ3MIe5qwlNVBowddjnwGFydJtWOgnwhXS+Q3XLkn+TkwBXpH9fuF68HDXnA+yPLvfXbmiAO/D2H08+NNfjKtch7PW4LnA8OwPs3euML+rQ1xkpcKtBX4ugVYxZMku4/iOmvGKcOXzpYZ+5tg7Iskrc/qtwnVyWLezZkNzuI3KK6svSrY0VNPEldV02WPbBzTmqio4KDTZYpS0tlij17yVKymUYBjdwvtEt3BDWIQZdWcNK0os0ZHhgFzRwy+jtVv4Ih5z9etTHJWdZrzE7TV9Uoy9JBeIYB53lwy09O/5AplnLK1kCJCmV/EJOalMUWv6aYu91V05n2GYDEaPfh/zZ20hq+Rx1+8RruMAE1eMnY7hmONFhwc08zcl/Rt8Jqx97EklCmp0WyaC3zDip5Xe99q+Ci30qGP4MAsYM4UrE4GJX2J2mKUc6176Gei4vRPiKVcU6LxgF62jgQIThVy/N29dPS1cDh1Q6UJXsls+hyylZh5nefjrwsf5w+gX/oXFtSmmosrzSOhozMHDmKXtNuEJlTnN6OpTxXZHRXjDseOnqCXccVHyeG8nZRS1MOW6jeqaBtAtLJSaVHTlDYrSg6Ljys5UvnIcFORjo2J8FvdYlxruMic0QbmiC9gyjircmYy2gnn4/PlmHOBP7T6Gm3fEUhwsj7B3v/AMLbp8tYzPMIE47Fr48y6aJJQUlKLT2C78B4z7uBt/1r8ysx7HZ3GzYDefCJEMoFw1fbdjocMLWRYPjO0kBFP69m7sSDis4NL0k74bJw2s4MI7BUJH4ipYnkbpKcKHMzQ9FL+w16cJl31HIPhDx14FFJRasInPSrXDrz/pWjiiRQK/w/WfC9eDA768g6U7Dp+2P3OwlWuKocf/3sbfhcuhg+ZQOY5Q5PMLZfmKFszl38UeTx7/4B+EqyhuNC5j7+fccwaaFcbkhzoOVLetO3v6FHV1dFxU7MR/ZwfRyU7KLG6hj/2RtVz7o1zFUhyuNGuFwoSyFAoQ5nxdal1U0UHxRhWf2RqVrU24x4QmLMWBcj3UhE0jFDeq8kQ4XIlH/UPB8rjIeAhljP+Lvlv45omfYpk0Vpkh0/qDfxKuWCEZih0jkeQ1SL2dKZpPCNfOSDGmx4Rhdu1sEy4gTOiGbncWJlEwasH/Ea7j41wq15uDXxOO+w9N/61jwSNpKsf5wrUzhkq5Il2whtfe4uDdjfguwYBwacV92e9ndvscFR2IpVJasNmnzYxVzAMBJm7ZK4zguVSuPG8bWez9vmola0GmGD/g1IL/7dPSruHfDxO3/MadvlTj98zNKPGE+EBYbj09oFmxeVW4Pr/w6884fitzedZa4SoWqHjHkwuEGdAfEa7j4KGDkz/6ZO32Tz5VufuyJys4L3+6quTyp6vXXfZ07drLL0B+9fnKyquC1fSDyYc4v/TXg/T1JzfTn7JfpSO9bVy5uEFVQPZuYVOJmooU/3LsVU5GMhVnC+8+li1QdNVK5Qc/cIP7cLfScmXKU65dPcCUt+nP3HBC9au2Wk0la3YHy3jhmRf9Uhy0hHhhwwodNcPygiH4S+HKLCSx2NtJwYDI4JqtW1AFxkZ4Yac8B8+EUh+u/1i4Mif8+PWdjl16oCmISXTlMlxsyjV1yuUsLJeKBaNZEdngI3Kf3DRUyjVFX21WuBzDNIcP3OBP/4ljizcSBo9v8hPVksGFoFxBPA95JC7hRpBXVhBvfbt4Qnyk6E/EfT7Ckr1C5xPDjetNmcY7KvEzv8EpPjQSDylYKuiQ/2QY/tAJ3zD9K8J1H3BT+veenlfUlJ23j4wV2y44pr2yicYvWkMvLFpr8qW1NGHxenph8Qb6+4K36K/zizj/Nr+Y//8q/Q163/B0+tbDC+nYiVNc+QBOytVUcOa4p1RodgUIxXcw0uI0FSGnuDaVq7IUpyEc8SfdQIlGW63m86BI0UUM//uY8sUzVYXLlWvbRb4URws+Lwo3hULAMeNTxXDjakdFDMKMt2qCPxWuo0idxJSG0RmjNLhCdhhzi7fmltdg9TThMj4uNuUKYLatWwXGLHQxoevcKlfNeMoxTJ6eeofvOpa+iRC365IR6Z0ySJOMgAtFufaHZvpHe3PiIWDMcVU6sldBSx8mXJ8f3Pj8ZSw+zpVGswxIPC6NFr/fOOk6bIK01oIlzGVys+pVVFTWbGwOt1NFVc1Fz6bGBlq2Zidd9svpVNXaw5UPAOV6Ce8WrubdwnuYQsN4KZQbFCmUYDlTbNgzuKalnRraOqm1s5s6enqp58gROnrsGJ08eYLOnoHCPsMIxSZJXLl29B7m11Fz5u7saTp9+iQdP3GcDh89Sl3MTVtXDzV3dFFdawdVNbcxhawqXLOlu6sSewt38tDQLfy/sy9G5apvjCmEuMLAetPM/xKuotD0F1wLE7Pw3yRcRoH1nvZuHS70+l7H2aJYK+o2TmcqiBXCZXycO+WauOadDLCcx6/XmZUU23NAc2w7fitxsJVrCjZwwHdi38seHi/Qkuy+HD0W46DVru+GQhPrOofr/yZ8DAwXgnI15aiWxQVrWBXyNbY7eZ4y//ewdK9mfmrYP7reDzOl6d5NqgItflflymhWUvu3IclgQQtucIwjzz+s/EkW2EDGXo6o5OmgTxSuk0dZZX1xRUM77SqruXB4kLG8wbwurWLX9bFuHFhe3UDz87bTpXdOp2pFuUIlXvXnpXT906/Qb6etodHpRXTDc6vpx8+soO8+8Sp97aEX6XP3zqbLmL9/vnUqXXLHNPrkXTPo35jZl387j77xYA4/+u1/nlxK/nGv092hPHp01lp6dnEJZby5kxatLaPZBfto8rJt9GTOBvrd1CIaM2kV3TB2GX2fKcdvPbyAvvrAfPrCfXPoM/fM4vHDEXg4qu4z98xkz5jLW9tQpD99aikNf24F3ann0cPZxSxOM2jphnL+HheNcvVP/leWuWNblOZ9O59cZMcV95ljaE6KBuRClH6ncI1CLpULUUBxw7txMk77hoW+LVxZwWcvuyxPgULEPr3JLEs5V8oVHJ52tXDcf2C7Rn/IOpNaJb5totbdYCrXmzM/xeLT7djiMHmKfZdO9t+THPUjvDXlHJb5fuaa3oEBs86xZto13c+RcuWKIPQ34XJokBL8i+vzwZGQR71IuD73wKTIW9zix9JC03vZtUNecaLezfKb+yYzSFtzDD+5ORkSLa1tG48eP0ktrPV6QbC9m8LVB6h30yI6XLKYs2fzEmqtKaeWjsPOfgQP9/bQ6i0H6fK7Z1FlfTMd3/YStb45jsJvvkDHSuYRnWatwaZddDJ/HNG6IJ1dG6TTxZOIdi1haso8Mi4+RKvUpuScyH6i7gcBjs9guCCVqxYaZioYW4GHwifFqPJdN+mfhEsrAsYVTAE4KwEUaKiJQ7HxQi5YZipExQ0KA834owgtFgH9z661cbRw+I5IrGKQCMkoV7eJOBYkoVz7KtBOwC5Dbu/Nvytr6SMu8ZBQuRqJ91KWwMEETq2/oaQZ98dEDPqHhEtxeJ5PolKVBM63ck1N+zZ7lnuFDOSVMuN3wse5g1+/3TU/DxWRtugh+UGy22sO078ZXLa5ZcXOZlq8sfICYBUtXF9F+4pfobNbF1Dv1mUmty2njoIM6i7Oorc3b6epq/fR3LzdNEdwbv4empW3h/6cs4k+MmY6ffOx5XSifif15E2itrxglKsnUXthBmMmu0+32IVXvkAdxVPpZEcDV1oXE2Yve/0Ca7nqEx1biDyDMmUSD1rocedChRVeXAkFf8oyeWpMNw4v4IOvi1CcgQlLvFC3KX0QhQgUbEr6z4Rrd8RTriDfoSmZWYZx1rnK+PgHuJxE08e6FtKmAj/D4vAd4dodcZUrCrok1yT7E4wlojWLfNIf2itzKrmSCJ32DeRQiISbSPCelMHZoSmRcu3vBLK+QAvOjJtW8p2xleG5QsD4Enuu+9ptWcnpD917Ukzyb6HPEjHpO65++9RPr1x/+tEvruq5/yu5R849C47c/5HXT/xGe3X3zJ2rp5/qyZ1IbbmmIgwzHilMZ4pWp4nLVtEvlm6hXyx5m/7ySgE15Wew1mg6b5HWvplGE+YvpPmvvkzd+UFqV5RoInbkTqb618fTvPnZNHbmizRuZs6FzVkLKD1nMeNLNGNFQVS5Yk/mgs25IlnPLTS92LFlws30N4Qrd6ALz6lmisyNjSewbERVrmgRY69W7PoUD3LrPCflCkIppuiJty0MjPsEK3jijGHyikXi8ajrx36cKTbnbRRlIaGlJzf26AQtmONaOCJ8s7KS3DpFbAnn1lrg5kns0IT9jJ3yBRhR9MH/Fq77jhSHMXiVZit9J5853h9AuWLogOche/hC0QyWco273STeUc8WLocOfLmTvtc1zSSRxwLGUuFr6IB004JxKrWodBgLheu+w29cFbMRjUouM7wMGyl89B17KmpCxw/3UHNtzXljS2011dY1UuXB/RQumkbtq5mSFQoQSrabKd1ja6ZSa3U5hXcXU/vK8RYl2ZmXRr32lmsf2JU3mSnsLHq1cD3NLdpJC4tweMCFTyjWV1irlSnZkwuKS2InDg01sL5Vw0kvDrVAFAoBVhtOBPO0GIfaqW7WLnnY7BpmESVkXCN8uyMQujLhUXE4kSURzsXewjwcVCb6sc0dno1v4la7x/cLZB5laZH8TOSB7i2MCUXodneLE68EBNOF6/7hhvGfZ/GMvyMV/6bB54WPvuG27EtZvmtybuHIgjd0t3A9MCTebjJxJXUwYO7StMM1LpKQKS7fxrTku077CKcd3ySRJrzcSWKGeTyg0uL2DNBM+zAvA/qDNaW108MdXVRRWX1BsLyGKdmyfdRaOIXaV02wKEEo3dbibKrZv5WaNy62KOHBILqWy/Jm0eyVa2nmyjU0Z+VbiblqLXh2bt6GiQuKSh7OKdj8h3NBplgfXbphXyBn1ZpPi6Q898DpF26zQJFpU4Ljhcv4wFrYRAIN8jD1Z4Wv+Bge+g/mx73wNWdAJp74cjNT/nwJUBxFoYXGCtfuwKk48XaJMd/tGebSfRkANrtPybjO58/K8Pkz2rkft8oDiOP1UHD3FfGOQIN5StD9yDlzjHyzq39eudAbBnTmrAR2LsI3cHoOiG8TyDrjS9W/L3wkDxwG76pcGfm31QdnLNSvr4z7vbE5Agp4O1GJwVZ/2JmLH71mfIf3BuAwg+HBm1i4N7NK1W3sO/zGl2I8xCqbT/qGGVeIp7pDC/7dfL84eUsS8YNsBDLe4HI8PPvfeCvYDdiBC9uTBnBSTsZ89owKn5bxPWFrIhC6zZRPl+ebM96TGIpJgNT0T7Nw4k22k896UfjoG7bVhqcfP03UHO64sIgJTfXV1MaUaZtNybblTqa2fJ3Ca2ZZzQeB6Fbuzk+jN15/+Uzm8oKj2ctXHctevjou5+etO5G9bNUT4pO+e4DCxa1rzhTOJ4XLxNCMgrgKFrvzYAOKZLv5+HiN3uuqFM0TdMpYeB8UPpzhZy2kc3WeK7qo0A2Gb4pwI2T3vBBjhUA8ZSrJv33mTq7Q+4PE57li6YNzJSDFZQxeEu8zWBNj+Mk6UIAuvQEg7x4O7uJKvy9A/om3axG+8WAdmxZIdJ4rS3OkfQxZXlJpdrcLomKBvCLyC65HsDyfYtwinhofUIKBjDW+W2ZHw0hI5g7xwHPc8jAqV/ybwi17B3+ola9hleByYrhv4YmwTbntX3e/HZBdxM/pWZKId38mrx1sbMvERJmejvYLk92Hqbepmo6snUZdqyfwbmInpTjY7M2fSFuLltG84t18bDMeMeaZU7BlK5+08m4Czhl1VIhMcFCopaZFd2dKBJyK47cdWSeJggGCGNCjuzAlArZRRAvJrRsWwqsFe/nG8PGApS2JupfRhZUIwyZfYb6DSzgDIb4ZCghsrM4VfR8ViQre8mStCRRiTs8yC7f9fEzSDqxn5d/b5R15mHrpoBWMQIrxl7jKHDTH59xnljshkPHvLK5nHfMjD5N97xSj70clxoBPdHM4B3mQyZUrS5sUwy8enDz8+rO+QOZpsyt4EPOv+c77+fGREpqxzr2iwZ7NK3eh5MuVRMB5rpreYSp6p2cymnn+EF9CmCx+9GbLL39S0Ln4RytbXvzRyqYLmt/N7Vn4SO6+Bb2FaVUn30ofciWLFizGclcX5NOcwh18fNONULALi7aeWViw5Urxad/54Dum6Id9Y+aaCkYlCp5b5zFB7ONuOTht5faFseHBrK/HnGGzbqyJvNUhfiDiOGY++YanXy98OAMzivGOcO8Uzu0LIHiJJ5NhDeuYOWZBjwIClQ8QggvljYKPK19WmNsJc9hHWrWMI+DWaGCF0TRWAFwlnjJwmMeOdfH0s78riHfwB4/FjHehFYnuczd/oJmOg7usBN2h+DZoYTk9E+RxZoVkXw7lT0n/EW+dQnE7hXnHi1DYc4Xr/gNjlijc4323wSDy72jeCo0e59cf+I0UlidXsIrcYZ4PeV5keTiSX6F8nRQwM4OdzM+QgduY7PiVNcmY7X47+65O8QfHsG+ENfVOhzsMBJgMeMci52dK8vQOPi58OOAP+z/9T4+XLw3MbqU7FoTp1nktNGZe84XP+a1024J2+mFmmHy/b6Kv/HkH7X0jm06tNSic66wcB4PteenUwRRsUcFKml24k3KYIl26djstXrONX6sKdvnmMpqfX9K/yRMe3n3AuBQ4OvMjfEbysCmX8HE+OX4mOYoRY0M4ZsuDhwsRGFoZkf5F34jQj1glawxTgL9lSvMZk6Fn2P2jfFOYQPAmVpH85oCOVryQMW51+Zd3HKg5Vl/fQIeqai5cVoN1VLdnA4WLs6k9N416i3RqXjOHRhnbyXd306rO3Elf6C0MVp7cMJUpWeta1sEkWrBn1+k0ee5Sel9KBv3rPdNpTt5mennttohyfXnjPnQN7ykuLh68Li8PHjx48HBx4O+vV3xlO1OudUy5Ou3Ze+GwliqgXHcUcgWnzgzuKgiyVqtOHYWhRU25oS80vZF2zeHijPauolDEzWAQXcNYS7tohk4fwtZ7NyvdHNdNop8/s5heXoMuYVPBvrSWtW4LNr+ZU1CSmr1i64fFJ/fgwYMHD+90QLlu2Vd9rLq2nsoOVV8ULK1q5P/16xdT26oXLAoQChUt167C0KB1EUulOneaTh/QmCIdpihV3N8wmW7+21J6dd12elGsN1WJNagvb9hLy7eU08Li7V2L3to5bWHRpsRT4D148ODBw8WJCXl1Xymvbz/W09tL4baOIWY7tfK9gNuopRUMU1NLKzU0NVNdQyPVsNZzTV0DVdc3UVVLOz85prIpzFnVHKa6xiZqbG6hZuYPfts7u6i0to0WL1pMJ4omU3ehMagTmzrymVJdG6RpmTq9b7hNqTK+R8uiq59eSss27qFXGRev28W4OwHhZhdTtAd5y3bBW1u+JZLCgwcPHjy8UwDlWlbXdqyruydmM/yhZDNTrpJNki1hauw+Sk3rV1FT4FLGy6hpxKeoOeVj1Hzvt6m56hA1d3Rz/61MWXd1dtBBplw/8lQz+X5VU9y1auK1vUX6Dto8g46syXJUmMlQKlXD0Ok9UKhQrIpS5TPttNBbrpvQe/DgwYOHdzeMwpovVdS3Hevt7aG29vbzzyPHqXVTPjXe8q/UnHoZNQc+YSrZB35IbXVV1MYqAdLtySMdtL0iTP/450byPXjQcuZn48rnL2vLTX+0q9BY254XDLN/3l1MJTPozKZsdj2Njq2bQoffyqTuohC15+vUyZQqTsuZkK6b46l2pYop2IGMvXy2pgcPHjx48OCIR6o+/w+Plu//ht5D3wl10beNzvPPjCN03bjdpD32On0no5f+cxbRlc+X00OPTKGfpNXQt0O99F/M3XdCnfTJ59rJ97+Mf+kk38MHfyveqk9oW2l8NLx68n9Ur0of9qunjW0+P19YbVOq2JEjo8nnT/O6cD148ODBg4c+4D18QXUg8wDv9oVSxWLo1KwjvuGTB3b0lwcPHjx48OCBAWeLDp94u7jz4MGDBw8eFPh8/x/Bxztk9ZtlngAAAABJRU5ErkJggg==)
Vídeo: Criatividade na prática: O que é ser criativo?
Link: https://www.youtube.com/watch?v=__0TXg2tvGo
Vídeo: Design Thinking: O que é e suas 5 etapas fundamentais
Link: https://www.youtube.com/watch?v=5xRSOltxXnU
Vídeo: Ensino Médio na BNCC: Processos Criativos
Link: https://www.youtube.com/watch?v=uDB5k1zZNB4
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)
Perdemos nossa capacidade de inovar e ser criativo quando envelhecemos?
Apesar de alguns estudos apontarem que pessoas mais velhas podem ser menos criativas, esse é um tema polêmico e que vem sendo, cada vez mais, desmistificado na teoria e na prática.
De acordo com Adam Grant em seu livro “Originais: como os inconformistas mudam o mundo” (Editora: Sextante, 272 páginas), existem dois estilos diferentes de inovadores:
- Inovador Conceitual: são como velocistas, que planejam e formulam previamente uma ideia inovadora e depois já partem para executá-la, tendendo a executar suas ações quando ainda são muito jovens. Esse tipo de inovação pode ser desenvolvida de forma rápida porque não demanda de várias décadas de pesquisa e investigação para o acúmulo de informações.
- Inovador Experimental: são como maratonistas, que por suas experiências avançam de maneira gradual, pois sabem que o percurso até o final da jornada criativa é longo. Procuram resolver os problemas por tentativa e erro, evoluindo a aprendendo durante a trajetória. Esse tipo de inovação leva mais tempo, pois exige décadas de habilidades e conhecimentos acumulados para se alcançar o ápice da criatividade.
Sendo assim, alguns tipos de inovações e criatividades podem ser percebidas em diferentes estágios na nossa idade maturacional, não sendo específico somente para pessoas mais jovens.
Quer saber mais sobre esse assunto?
Então veja o material disponível em: https://www.criatividadeiltda.com/perdemos-nossa-capacidade-de-inovar-e-ser-criativo-quando-envelhecemos
SINTETIZANDO
Nesta unidade você aprendeu sobre os aspectos gerais relacionados aos processos criativos, definindo-os e elencando os principais bloqueadores e facilitadores da criatividade. Além disso, foi possível estudar sobre a ferramenta de Design Thinking e suas aplicações para o mundo do trabalho e as relações existentes para o processo de ensino e aprendizagem.
FÓRUM I
Período de Habilitação:
04/10/2022 às 08:00
a
06/10/2022 às 23:59
Inicia em 07/10/2022 às 8h 0 e finaliza em 13/10/2022 às 23h 59