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Texto 1 I have a dream that one day down in Alabama, with its vicious racists, with its governor having his lips dripping with the words of interposition and nullification; that one day right down in Alabama little black boys and black girls will be able to join hands with little white boys and white girls as sisters and brothers (Martin Luther King, 1963). (Adaptado de: https://kr.usembassy.gov/martin-luther-king-jr-dream-speech-1963/. Acesso em 26/05/2023.) Texto 2 [IMAGE 0] Considere os dois textos e assinale a alternativa correta.
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UNICAMP_2024_66
[ "a) O texto 2 apresenta uma consequência social advinda do \nfato de que o “sonho” mencionado no texto 1 tornou-se \nrealidade.", "b) Os textos 1 e 2 são complementares porque usam diferentes \nlinguagens para ilustrar a natureza velada do racismo.", "c) O texto 2 funciona como um indício de que aquilo que se \nalmejava em 1 ainda não se tornou realidade em todos os \ncontextos.", "d) Os textos 1 e 2 são contraditórios porque empregam diferentes recursos de linguagem para tratar do racismo." ]
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" 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Texto 1 Vivemos no limiar de uma transição, em que a automação ocu- pará cada vez mais espaços na sociedade. Neste novo cenário, há um componente atuando com desenvoltura entre nós. Suas ações e decisões, invisíveis e muitas vezes autônomas, estão cada vez mais presentes no dia a dia da vida contemporânea. Seu comportamento, no entanto, é opaco e pouco compreen- dido. Trata-se dos algoritmos. São eles que, muitas vezes, deci- dem se você é contratado ou demitido, se você vai ter acesso a um benefício social, se seu visto de imigração vai ser concedido ou negado, quais notícias você vai ver nas redes sociais, qual o melhor trajeto do trabalho para casa ou qual o parceiro mais apropriado para um relacionamento. (Adaptado de: MENDONÇA, R.F.; FIGUEIRAS, F.; ALMEIDA, V. Algoritmos controlam socie- dade e tomam decisões de vida ou morte. Folha de S. Paulo, 7 abr. 2021.) Texto 2 [IMAGE 0] (Quadrinhos com o personagem laranja e amarelo, que representa um algoritmo, da série criada por André Dahmer. Disponível em: https://diplomatique.org.br/novas-tirinhas- -de-andre-dahmer-transformam-algoritmo-em-personagem-intrometido/. Acesso em 28/07/2023.) A partir do texto 1, é possível afirmar que o texto 2 explora o fato de que os algoritmos
3
UNICAMP_2024_3
[ "a) definem o que é melhor ou mais apropriado para cada pessoa.", "b) são opacos porque aleatoriamente expõem às pessoas produtos para compra.", "c) se servem dos nossos dados para nos oferecer continuamente produtos a serem consumidos.", "d) controlam a vida humana para aperfeiçoar as nossas tomadas de decisão." ]
[ 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h0jxl4q+G98ttqtpc3VrE+0vK0qgg8D73HavbvB3xC0rxbawGOSKG6kBzB5yk5GO2c9/St7WdDsNdsJbS9gjkSQYyyKxH5g14N4x+FOoeE9Rl8RaBdOUhYSLBFEykcnIylAH0XRXi3w/+Ma3MtroOs2rQXSExtNLNjkYxkNzXssE0dzAk0Lq8bjKspBB/EUASUUUUAFFFFABRRRQAVjeLDjwrqRzj9ya2ayPFKeZ4X1Fc4zCaAOK+F4JluGJznzP5rXplecfDNfLknj9DJz+K16PQBFdDNrKP9g/yry/4RKF1HXsH/lqP5mvUbgZtpR/sH+VeS/BzzBrXiEN08z/2Y0AevUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFRTXEMC7pZUQf7TAUAS0Vy+pePtD0sfvrgMeeFkT+rVjx/F/w45P+sGP+mkf/wAVQB6BRXBf8Lc8OZ6yf9/I/wD4qtC2+I2gXQBWfGfWSP8A+KoA62iqFnrNhfDMNzGf+Br/AENXwQehzQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXi1+Q/xoCt2MH/AKAa9prwzWfMHxsjK9Mwf+gUAe50UUUAFVtRGdMuh/0yb+VWarahzpt1/wBcm/lQB518OgF1OcDruH/oLV6dXknw38weI7hT93K/+gNXrdABRRRQAUUUUAcV8VNYm0XwJqM8CsZDFgYJGPmUdvrXO/Bzw5Donhy51W6x5kkxfc6gbQoK9TXpWq6Zb6vp8tlcrmKQYPAPcHv9K8w+LviT+wdDPhmwiAkvrc7SrYK5cdh+PagDjdfjuvip8QLa3icx2Fs0ccnVwQRuPqO1e5eHfCuneGbYwWK4Utu+6o/kB61zPwl8Kjw94Z8yUlrieVmJZMEYJA7Zr0KgAooooAKKKKACiikY4Un0FAHnXxC+I0+gava+F9FsPtmt6hF+6YudsJY4BZV+Y8BjxjoK59PgTPq4Nx4p8W6leXnRfJclUHYZk3E9j2qH4H28evapr3ie9BlvRPDFGz4YoBEQcMcnkN69q7zxdrHjDT9Strfw5pVjdQSR5kluRMdj5PHyDGMYpgU/h14N1zwUNQsLzV01HTnkR7Zn3+Yp2neMEkAZx0981zXjjxDqvi3xrH4C8PXItbdkUXuoxSMSu4eZgbDj7qEc9d2OBzWZZ+KPGdv8TZNM1i8s5Et7OSS4jsnm8ofuJHXhm4PAPI9Kvfs52SDwjqepOd88995ZZhkgIi456/xmgCh4j+BdhoXhyfV9E1rUI9R02GS5V32/vCvzdVAIOAQOT2ro/DXxRB+EU3inVY0e6tmljMKS481ww2gbiT/Gmev8hXdeLJUg8Ha3K5AVLCcnJ/6ZtXhPgLwDP4z+Ct1bxXYt7g300lvvUlG4h4PfrGRkZ60AdBYeFPFfxStR4h1bxFdaFbzkxx6dZiUAKvykkMwAJIz0Na/hnwJ4u8G+LbRbXxCdT0KQ7rhbx5Q6cMCFUEr3B5P8qq2vhb4n6ppS6bda5p2mW6Ao01s1z5xDHJPJUEjpXL+MvB+vfDa0tvEVv40v9Qe3kWRoLh3USYdABw5yPm59qAPRvEFj8Q9V1u9tdMvdKsNLKoI52NwJR8oLEFSFznP4V5d4B8KeIPiPa6hPeeNtWto7aZYWjWWSQOCoPd+P1r6B0PU31jQob+SHyWlD5TOcYYj+leW/s9f8gbXv+vxP/RYoA7TwX4Qt/hx4bv4TqU97F5jXTyTALtAQAgc+i5614t4X8dT6h8YNO8S6hby29lqswtowZDsQrF5fU8EbnBPpmu8+OnjI6Voy+F7e3eW51eE7nRuY0Dr0A5O4Bh/jzXnmueIY9R8Bx+HtI8Fa1CtrueG7eHmMmQSMSFT/AGcZBFAH1DWB44Z08BeIHjkeN106dldGwykRk5BrN+GXjF/G/g9NUnhSG4Sd4ZURtwBByMZ5+6w61peOf+RA8Rf9g24/9FtSA8R+Hnw/17xt4Ot7+bxrqNlZGSSNbWJnbIDc5y4HJ9qseIPDPiH4QXNnr+ma5fappUUgku7aZ5EHDKuDtJU539/TvXc/AX/kldn/ANfE3/odUfjx4hW18MxeG4ojLdaxhY9pyV2yxnp1OeR0pgcv8Xdfv9V1Lwbd6NqFzYxXzSImyZlw4lVcttPPNdE/wr8cXQ/0j4jXiZ4IiMx/nLXF/FPS73w/N4D02MRyT27zGIkHDOZ1YA8ZxyvTnrXcXug/FbxHbSrLq2kaWGXbi2lukb6/59aAOv8AAHhG+8HaPcWd/rk+rySz+aJZQw2DaBtGWPpn8a62s7Q7S9sdHgttRulurtN2+Zd2GyxI+8SehA69q0aQBRRRQAVHPBHcwPDKisjqVIIB4NSUUAeKeKvg5PFqy614fvRDLCocR+WRll/3BT9A+LNxo13HpHiGzlMzOMT7yAAef4z7ivaK5vxZ4L07xbYPbXX7pzGUEiIpIzj1HtQBtWGoW2p2wntZUkjJIyrA4/I1ar5za31z4MamggLX2mSMJHL7xgDg9ML/ABV7f4W8U2XivS/ttoQAHKFd4JyPoaAN2iiigAooooAKKKKACuJ+JzEeF7kdjA+f0rtq4X4qKx8I3hXqLd/6UAS/CpVXwLAF6edJ/wChV2tcD8HS5+H8Bfr58v8AOu+oAKKKKAPMvGwH/Cb6Tk/xx/8AoQr02vJ/iL5n/Cc6Hs6eYmf++1r1igAooooAKKKKAI55lt7eSZ/uxqWP4V8yeItQn+KPxNs7W3Dx2YEcbDJcdCx6ZHavYPiz4hOieFLiNOZJ4iB82P4lH9axfgp4NOi6DJfXmGuZbhiuUxgAbepGfWgD0/TrGPTrGO1iACpnoMdST/WrVFFABRRRQAUUUUAFFFFABXmV54N1mb472XilPs/9mxW3lnO/d/q2X+7tzk+vSvTaMj1oA8f1Pwh4p8LfEq/8YeHzBqMF8CslpMZQy7sZHyKQQCi4P6d6XU9B+IXxCU2mp3VnoOlSACVLY3BlZR1UhtqkHPf0r1+jIoA4uw+HVlpfw3u/CNpcsDcwSRyXhjUMzuOWIHXsMZ6ADNcd4fsviB8PbGTw5p1jYatYxSs1tdSCcYDc4IVSAM5OAep617LRQB49/wAK18TeM9at9X8YazFHZiZZjpNqJHi+U8AiQ4Gec/KevvXW+NfAFr4k8Bf8I5YmGzNuEa0bywFRk6cAcAgkcev4V2lFAHj2ky/ErQ9Bj8KwaZYTNbobaHUma52hOgbhew6YI7elbngT4ay6DrM3ibW78X2u3QcyEKSkW/bwrNljgAjORwcYr0WigArx/W/AfiDw58SJ/HPhk210twT51hKJFJLrh/uKcjIDZPfrnHPsFFAHjmveHfHHxOt003V4tM0XTFcSkqk8k25cjowVTncfyqLwXF4n+HniSHwNJpbapolxKXTUoopVEYcZyxwVGNpyPfrXtFFAHjEnhvxl4I8davq/h63s9RsdSkklEUqzZQyMGOQgxwV6+hqQ+A/Fvj3WrbU/FuoW9npkUySHS7cSsrbOmVk+UZyQTg/TmvY6KAPPPih4Vu9T+GqaDoVvH+6khVY9p+VE9Ain27Y61zei+HvipHoVlpsN7o1nb28CRRlmulcKowM4wM17PRQB5p4e8GeN7LWpL/WvE8V3A1vJGbRJJmQsykKfmbHB56Vd+HXhTVPDt5r01+1vsvNSuLiMR7s4cpjqB/dNd9RQBwnjz4bWnitf7QsJxpuuQlXhvIowGLLnAZgN3fqDxgelW/AFt4qsdLey8SS20/2aRoop1MpklUbcMxfrn5uR7V2FFABRRRQAUUUUAFFFFABSMoZSrAEEYIPelooA8l+JPwltdciutW0xxBf8SYWIckZ7qM+lcd8OfiBqHhXxFF4R1pWeGN2iWRpGGCSMcMfrX0XXkPxm8BxajpNx4hsyUvoCjkLGOQoPcDPpQB61bzpc28c8ZBSRQykHPBqSvH/gv45S/wBLt/Dl2uLy38xdxfkhSOxOe9ewUAFFFFABRRRQAVk+JzjwzqBH/PE1rVkeKQT4X1EDr5JoA5f4cqu2Vv4iXz+a139eafDHzBcXIfpmTH5rXpdADZDiJz7GvJfhBcebr/iJduMSf+zGvWpOY2+hryX4QhR4g8R7f+en/s5oA9cooooAKKKKACiiigAooooAKKKKACiiqWqapbaRZNdXThY1BPLAZwCe59qALckiRRl3YKoGSScV5n4n+M+kaHJ5NrGt1L8wI81OoyOzV5z4x+JmoePb2PRdDtZLdAzI0iyMSdx2g/J9c13Pgf4LWWhobrVLhb6aUI+14VO08Ej5gT1oA5bUPiL408WxLHZaGLaIfxxmbnP0HvWRD8LvF2uzb7zULqEehEpHP1HvX0rBawWyBIYY41HZFA/lU1AHhmn/ALO8BIlvvEF0zDHyrGP611A+DGjCML9sm47+Un+Fel0UAeaH4L6MUK/bZ+e/lJ/hWLd/s86XctuTXr2L2WNa9looA8Dvf2frm0UNY+JLtj6bCD+hqGHwH4w0P/UX13cj/a87t9BX0FRQB4bDqPjyxO4aa0m318/nH4Vop8UfFlr/AMhDw1DGg/i/ej+Yr2Go5YIZ12yxI49GUGgDz3SvjDod65juitvIMcean9WFd1YanaalHvtZkkH+ywP8jXNeIvhxouuwBUghtJBn54oE7g+3vXmt18DNc0uMzaZ4suDgk+WA69Of4T7UAe90V4bpHxR1TwpINO1/TZHQkYuGdh0wp+/9Ca9j0nWLLWrUXFnKrrgE4YHGRnsTQBfooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvEPEVx9n+MUGFB3GD/ANBr2+vD/EaL/wALhgLHvD/6DQB7hRRRQAVBecWNx/1zb+VT1Be/8eNx/wBc2/lQB5Z8P7sv4vuYdgAGzn/tm9etV5N8P1QeLrgjGfl/9AevWaACiiigAooooAZLIsMLyMcKqkmvA9DspfHXxOtNZlz5GnyIhQguD8hPuK7f4xeKf7D8KXVpDn7TcQ/KQ+CPnUdjn1qx8JNAbRfDEksp3SXMxbJXBGPloA78AKMAAD0FLRRQAUUUUAFFFFABQeRiiigD58s9YvPgf4uvNOvbF77RNR8qb7VEpUphSpxnCk7iM89Mc81t6j8bZddZtJ8H+H726urhTEtzLnbEzDriPcTgZPUdK9meNJUKSIrqeqsMg0kUMUC7Yo0jXrhFAFAHA/Dv4bnwj4cv7XULpLvUdQZvOnVc7V2lVAJGTwSefX8/N/C/iS5+COq3XhnX7KW6srmRblLu3BAGUwcB8A8hQeR0P0r6JpkkMUy7ZY0cejKDQB4TrPinWPjFKmh+HdPurHQ5GWO7vpw5zlgx+5leNhGCec9q7LxPoWqeEfhhJY+EJGH2FWl4DCV/3oc7fLx23D6fjXoqIsahUUKo6ADAp1AHitp+0TpjaYv2nQr46odw+zQlShOfl5J3cjH8NV4dA8SfGDW9O1rXrQaJpGnuALF0kLzDdluHAU5KgZx09cV7d9nh8zzPJj8z+9tGfzqSgBhVUiIVQAAeAK8c/Z6Ei6Lr3mQyx5u0I3rjP7sf5/GvZqKAPEvh/bTePfiZqPjPU4prWTTfJitrZkO35onU8t0wTu47mvbGUMpVgCCMEHvS0UAeIeALO58FfFvVfC1nHPLpk/kuZXQqEIgZs8fLyePwr03x9IIvh74icqxH9nTjCjnlCP610VIQGBBAIPBBoA+avht8UNQ0LwlbeHdG8M3Op33nORKCxjUu2RkKpJ4znp0r0Dwx8O9S1XxTD418X3SnU4nBt7KFW8qMKpUZ8wFs5+bjHPPfj0bU7+y8P6Nd6jOEitrWJpnC7VzgZwM4GT0HuawfAXj218d6fd3ENjPYzWsojkgmYFhkZDcdjz27GgDzL9oK8Fl4n8ITmJ5PIZ5dq/xYeM4Hvx+taP8AwvfU7gf6B4B1Ob0O9jz+EZr2d4Y5GVnjRmQ5UsoJB9qfQBxXgDxfrvipL19Y8NzaOsLIIvMDgyZBz95R0wOnr+fa0UUAFFFFABRRRQAUUUUAVNT0+DVNOuLOdEZZo2jyyg4yMZ5r5sVr/wCDXjSFBvu7CQrI2/cg5BU+38VfT1cp488GW/jLQZ7N5BFN5ZEcmwMQcg/X+GgDd0nVLfWLBbu2YFGJHDA4IPtV6vnf4deKLrwBrKeGNXVniuJg4ndiu0FT2bHevoaORJYw6MGU9CDmgB1FFFABRRRQAVxfxPbZ4Nv2xnFs5/lXaVxnxOAPgzUcn/l2k/pQBR+DM/2j4fQtjGLiUfrXoNeefBYKPh5Dt6faJf516HQAUUUUAeU/Ei58jxpoIC53SJ/6GterV5T8SAh8Z6DuxnzE/wDQ1r1agAooooAKCQASeAKKw/F2prpPhfULk/eWByvOO2P60AeK/ES/Pi74n2OhwH/R9kYLA7uT83QZH8Ne/WVsLS0SBei57Y6nNeB/A/QZtW1F/Ek7lvLn2gMCeiEdT9a+hKACiiigDxjxd478VaZ8YE0DRLeC6V4U8uCXzSpJRiSQp7denRfxq1faN8VYoH1k6tpjywKZPsEDXRWTb/DtzyT6VmX/APydTp//AF7j/wBJ5K9vZgqlmIAAySe1MDzjwR8TLnxh4O1rUG0+K21TTI3YwliY2Owsh/vAcYP049qHw08deIPEvgHX9YuLaC4vLNpBaxRCQmRhGGCkEseSR09TXPeAHj1e78f6xavttjaxKqjoxFvID04rT/Zv/wCRI1P/ALCJ/wDRaUAO0WP4ra/ZSXfnabpqTzyMsN59qWWMbjxjPT09q5nxPfePtK8TWPh1fEcFxql4yYis5p8Rht3LfPuGAuTx0Ir1X4jeOE8IaIy2sYudXuisNpbBuSz5AYqDuI+U9O+BWd8NPBbWKN4r1giXXdV33MgaP/ULJtIQFvm4Ax17ke9AHHa/488Z+GPGHh7w/FBDfXLafB5qOZj58rBgx65PI7gnj8uhbxJ8Ub2B1h8PaTbFlIBlS5yv5KOa4v4q61Lo/wAdtG1CCwlvJbO2hZbePO6Y7pDgYB9fTtXUwfE/x5qID2Xw/mhjZwAbhZzxnviMUAX/ABF4j8ReGvg3d6hrTwRa27mGJrcyALufj7xDA4z09qxfBfjD4i+JPDFmlhpdhhlZBqN8bgh8MQWyBz6fe7Guq+Jck958FdSuL+3SK6eyikliwSI5CyZAyM8Ekc815d8MfiDrt3pVj4F0iLS7OZYpBHe3srjdlix2hcfN83HPagDr/wDhLvG/hXx5o+ja/wD2TeQalLFGTambKCRiMjeccbT2r2McjNeb+FvhWdM8Ur4q13WJNV1ghuGXMUZPTaXJbgZA5HWvSKQHKePPG0HgrQmuxAbu+kdYra1Vhukds7eOuOD0BNcGfDHj/wAe2KeIZfEb6AZ4xJb6bbmdQoH3d/zDBPcgehqnYWz+Kf2l76e5c/Z9GQtFGfmBKKqjrkD5pC3Fe3/aIPtH2fzo/Oxu8vcN2PXHWmB5j8MvG1/caveeCdc2y6rpfmp9qDsfPVGUAnedxJ3E59BWx4Q8X6hrfjDxFpN1FAIbC7mjiZN2SqFAM5JH8R6Yrz/w7/pP7UusyRDCRJJvx7Rqp/Wug+HH/JTvGf8A1/XX/oUVAHU/FHXb3w38PdR1TT2VbmIxhS27gNIqnoQc4PrXM63421mw+BWn+JoBG2oSpB5jHfgZbBPDZ7Dv3rU+OH/JJtX/AN6H/wBGpXFeJpNn7LemLtJ3xWy5Hb95nn8qANbQvHXxI1fRbK5tfDmnNHLCpWeVbjD8fe4B6/U103hC48d3PiO4l8RwabDpzQkqluJwwf5cY38Yxn3rz3wZ8TPFdv4W0rSdJ8DXV1Fb2yxpdsJSkmB94bYzx+Nev+DtV1nWdBF3rumrp14ZXXyFDj5QeDhwDzQBZ8UX9zpXhTVtQs4xJc21pLLEpzgsqkjOOfyryHwh8SviFremSvaaBZ3YS4eMzutwQp4O043dM+v4V6v41n+zeBdfmKM+3T5/lXqfkNeB/DX4iazoGjXWnaR4Ru9Vae+kn85N+1CwUbTtQ8jA/OgD0/SNQ+JF/wCJ9OfU7HTLXTN379YVuA23Df3gFz06+1Q6r421i1+OmmeFoxb/ANnTwhmzv3HKOx/ixnI9K1PBvirxfrusvDrXhpdMsfKLrIyyht3y4HzKAep9OlcTrv8AydNon/Xsv/oqSgD3Korm4jtbWa4lIEcSM7EnGABk1LXlPxw8V22neF38PLN5d5qTRIzBwPLhLHcxGc4+Qj05pAc/4L8fahrfx41GykvJTpspuIbe385jH+76ELu25IQngdzXu1fLOoa/4V0bw54Zk0iWWTWtGlt5ndBEFmwzNIpZW3clyPoBmvozwjr8XifwnpusxLtFzCGZdwO1xwwz9QabAxvih4qvvB3g5tW0+GKWVbmJGEu7AUnnoR6Y/Gtzwtq7a94U0rVnVVku7WOV1Q5AYqMgfjmqXxA0hdc8A63YNwXtHdDtz8yDcv6qK4HwV4vHh34G3tw6o11oTz2YRnxvkD/J3yBmRRjrxSA3PEfxKnsPiRpfg7SrKO5uJ5oRdSOSfLRslsBTkELhuRj+dbnxG16Tw38PtX1KJwlwkPlxHdtw7kKCDkHIznjniub+E/hvzYJPHOoNu1TWzLPs28RRuwKqCfm6KMc4wa474i+MLG9+Ltho2oyGPR9IlinucupEsiKz42sdvO9VOeeDTA7L4I+KLnxF4PlOoXUk99HdyhjLIWO35WHUk4+etj4qeI9R8LeCJdS0sRG4+0RR5l3YAZv9kg+nf1ryHSvGGjWPx2ttS0SV10vUwltPCxREjZgEyNrbcZRDz6n2r0j44usvwxeRGDI11bsrA5BBbrQB2fhS+utT8I6Pf3vl/abmzimk8vO3LKDxnnvWxWF4J/5EPw9/2Dbf/wBFrW7SAKjuIEubaWCQApIpVgRngipKKAPmvxx4cu/APxDXxNaZNi08bEBSgG7qMgAdvWvePCOuReIfDNlqERH7yMBhuBwR171U+IGiJr3gzUbRsAiIupK55ANeQfBvxFLo3iuXwjKpZPOmCsWIx93HH4UAfQ1FFFABRRRQAVl+Izt8OX59IWrUrM8RDPh2/wA/88TQBw/w2u/N1K8i2gbTJ/Na9LrzP4bBBqt7jr+8/mtemUAMmOIZD/sn+VeQ/BvH/CQ+IyCDl/8A2c16Z4jujaaLcSr12N/6Ca8l+A6u+o69Ox+8w/nmgD2+iiigAooooAKKKKACiiigAoopCQqknoOaAM3XNds9AsGurtwFAYgbgCcAnufavm/xB4j1j4ua2llp8UltZQsQcl2B3NjtkdDTPiJr03izxymlzsY7SCZlG1iSQZSvckdK+hPCHhjTPDelrHpynbIqksyqCcKP7oFAGf4H+HuneDrPEYWW4cKXcxqMEAdOM9RXZUUUAFFFFAEUtzBblBNNHGXOFDuBuPoM9aezon3mVfqcV4N+0Xp/n6l4WlMzqJXkg2j+HlPmHvz+grYX9nfRGH+keINZlPs6AfqpoA9fiuIbhS0M0cig4JRgQD+FEU8M4JhlSQA4JRgcH8K43w54A03wL4W1ex0+4uZkukeR2nK7h8mMDAFcN+zWgHh3XJP4mu0B/BP/AK9AHt9IzKiM7sFVRkknAApa81+M/iz+wPC8elwQtNd6yJbSNVbkKUKk4HJ5de1AHf6fqVjqluZ7C9t7uIHBeCVXAOM4yCeeRVuvE/gLNLol34i8I36Kl1bXHnqeRvwfLYgHBIyq9u9e2UAFFFFAGP4g8N6f4ks/s1/EGUZwdikjII7g+teKat4H8RfDu4GpaVqPn2eSzQqJAcKd2PlwOgxX0HTJYkmiaNwCrAggj1oA5rwV4wt/FmmmVE8ueNV8xNwJBIHvnrmuor568U6Dqvw08SJrGjv5trdylpkwwwA+7Hy4HT1r2vwz4jt/E2lJe26lAQu5SQcEqD2+tAG1RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4R4pI/4XHbc/xQfyr3evnDWGlvvjlEq9Fe39f7maAPo8dKKQDApaACoL3/AI8Lj/rm38qnqjrLlNEvnHUQOf0NAHlnw8x/wmtzhgeE/wDRb17DXhnwhWWbxNc3Lfdyo7/883r3OgAooooAKQkKpJ6AZpazde1CLTdEvLmU4CwsRyBnj/69AHifixD40+MOm2C/LahEVj94dC3uO1e820C20Cwp91c4/PNeRfBfTjfwXesz/wCsW42rxngJjqfrXsJIAJPQUAZniHxBYeGdGudU1CQLDAhcqGUM/QYXJAJyR+deYw/F3xPrscl34b8Fzy2EfBkuBIzORyQNike3U1maBYn4w/EA+KL0pFpWjPFFFZkeYJTtLnOcr94jOO3vzXrOteLdB8NsItS1K0tpdm8QvOiMR6gMRTAx/hz8QYfH+mXc4sXsbq0kCTQNIH4YZUg8HkA9QOneuo1a/XStHvtRddy2tvJOVzjO1ScZ7dK43wx8UPDHiLxANK0q3mS5n5MhSIK5CE8lWJOAuKwPjHr013qGleA7IkS60US4kVjmNDKmDgH0V85HT8aQHSfC7x7P4/0K7v7mzhtJbe5MOyKQtkbQQeenU/lT/FHxT8O+EtTl07UDO9zGiuUiMZ+90GC4OfwrgYfI+FPxdstMs0D6PrwhXO4KY3G9OwCn5mBPtXtD6Vp0t6bySwtXuiADM0Kl8Dp82M96APJD+0JZ3crRaR4W1W+l4CKCMkn2Xd7/AJV13hHxzqOraHq2q+I9Dk0OGwOQJiy7125Jy4X/ACa534Q8eKfGQAAG+z4H/XJqp/GG6utd8YeHPAtvOYYNSAa6YMfumQY4BwceWx5FMCxafFTxV4rW4u/CHhqE6fbja0l+srNI+MkL5YI9sZPUetdD8N/iUnjiC6hvLEadqVs4VrdpM7wwJBUHDdAc8f8A1u2sbG306zS0tY1jhTO1VUADJyeBx1NeIeJY/wCzv2nNFmtwN9xbK7KBjJ8uRO3sooA9E8b/ABK0fwO8UF3HNdXsyb47a3KFzyAMgsCM59D0NcW3x4vLORZtV8C6pZ2BIBnZjwOh+8ig8kdxXFfDTxnoemarqmveKzPJrG+MxFthIUIV4Mjbs4PY+ldrf/H3QLuGSCPwzqV/bMMSCRIyhHuMsDQB65pmpWusadFfWUiyW8udrKwIOCQeQSOoNW65fwH4x0nxpoLX2k272sUUpia3cIGQ9c4UnAOf511FIBrukcbSSMqIoJZmOAAO5NeRaj8b5rjVXsvCvhe71lIwPMnRiVyRnA8sP2z36irHxv8AFFxp+kWvhizhDT68Gg8wk/IN6DoOTncRXb+C/Ctv4N8MwaPbsJPLZ3eUIFLlmJycegwPwoA5bwh8XrXxE97a6jpFxpWo2iGRoJXB3KEZ+N2052r6dxXO2H7R+jTQu15oWoRShsIkDpICPqSuD17V7BLZ2MMk981tbpMyfvZzGoYqAerdcAE9a+ePhB468P8AhLQNWGqtmWS6WSNU8vcV2AcBmHemB2Vp8fLPUdZsLCy8M6my3UywmSQhSu4gZAAOevqK1/HHxbg8EeMrDRbnTTNazQCaa5WYBkBLDAUjB+73I61J4b+Mfh3xP4kt9DsLS+WefOySRYwmQrMejk9Frzz4r3NjoXx20HVrxGe3WCGedcKchXccA4HQDqaAOnf49JcAvpPg3Wr2JR80hG0A/wDAQ1df8PfiLY/ECxu5ra0ls5rV1SWGV1b7wJUgjnHB6gdK5MfF3UfErCx8HeFr2QzZjF9dowhhY9z5Ybjr3HNdF8L/AIev4C0m7S7u0u9QvJA80kY+UBchQCRk8E9fX80Ba+IPh/TtR0+LXNQln2aEkl6turKI5yu19r5ByCYwPxNc38O5bf4jahB4+uEew1Kxkeza2tZB5UqhDhnBGScSkDnsKpfF7WJdX8SaL4As2Zf7TZDdurH5EMikcD0CMTkdCPeodJuIPhj8Wx4atIQ+leIPIeJ8gGFgrpjAAXlsZx2PrTA9H8beLYfBfhu41ia1e6EIXESMF3ZdV6np970q/wCH9ah8Q6Hb6pboyRT7tqsQSNrFe30rhvjp/wAk1vv+2f8A6Ojrn/g1rUnhu+uvAeqt/pImE1m+cBg0ZdgAxBwNvYdSaAPbDwK4TwJ8SovGz6sE0qW1Gn+WSfMD7wysfQYPyn8xVf4reNl8OaN/Y1pHJLq+rRNDahD9wkqmTg7s/McYB5Fcd+z/AKfLpcniqzmZTJG1tkrnHKSHv9aAO3+H3xOt/H89/Hb6Tc2i2hQb5HDBtwY84HH3T69RUnj34nab4FlhtHtJr7UbiPfDbwso74G7nIzzjAPQ15/8ALtbDw54svHGVtzHKQTjhY2P9KufBnTJPFmoX3j3WJPMvvtAggXG4Lsi2k5bJ5DjoeooAmi+OWo6dfW0PiXwbeabDcMAsxdlwM4Jw6qDgkd+9ezAgjI6VBdWNpfIqXlrBcKpBCzRhwDkHv7gH8KzfF2vR+GfCmpau+0m2gZ0UkDc/RR1H8RFIDlNR+Jstn8XLPwUlhC0EwQSXLSkMrMhbgYx6V6LXy9p/g2+i8BQfEdr1zq9ncG78mfdl0jkRQCfvfwMevQjpzX0T4X8QQeKfD1trFsmyKfeApYMRtYr1H0pgbFFFFIDzn4qeAo/FGjz3kLiO8ghwh2A5wwPYZ7Gs/4M+J5b7R5tLveJ4JyFJY8hgW7nNerEZGD0r528Sh/Avxc0uWI5tZjG8g+722+woA+iaKhtbmO8t1niOUbOPwOKmoAKKKKACuJ+KWP+EK1EE4/0aT+ldtXl/wAbLp4PC7xJ/wAtYJB191oAtfBEY+HcQzn/AEmX+dejV518FLdrf4exKx5NxIf1r0WgAooooA8j+J2P+E38P8jPmJ/6MWvXK8M+JjyXHxO0OJeiSRf+hKa9zoAKKKKACvJfjZqTRWlnpqdbpSp56ZdB0r1rpXz74iun8WfFq1sl/wBXbmHn73Ubvf0oA9X+Hnh4eGvCsdkGyTK8hO3HU/8A1q6ukVQqgDtS0AFFFFAHz94q1uy8P/tJQanfybba3tlLkFQeYHAHJAzkjv3rS1r4m33xE3+FfB+k3Ahv0Nvcahcq22EMOv7stgYDdT+FeqX/AIQ0DVNVXU77SbK4uwAPMlto3Jx0ySpP61rw28NtGI4Io4oxyFjUKPyFMDh9H8IWnw/+GGraclx52Le5nmuGULuJQ/yAA5NedfB3xNbeFPhH4j1eZRKbS8LiHcAXJRFUc+pI/wDr17+6JJGySKrIwwysMgj0NUB4f0ddNm05NKskspv9ZAtugRj6lcYPQdu1IDwzwfrfhy+8WS/ELxHrVvHqMryC2043EZ+zx42rne2QQN3TA5B9q7fXPjh4Y0qxM1pu1CXeqiKGaPOCeTwx6D2/Kuvh8FeF4Fwnh7Svxsov/iasJ4W8PRyLImg6WrqQVZbOMEH1BxQB4N4z8VWX/C3/AAf4mnV4rR9OtrtkJG5FbzGwckDPI713k3x98IwlgIdQkx/dEWD/AORK7m+8JaDqWpwaheaVZz3ECCNGkt0bCjOByM4GTV2HRtLtgBBptnEB02QKv8hTA8s8VePtM8bfBnxNe2MFzbxRkQf6QFG5g8fTBPXeKr+DPA+m+OPgdo9pORb3SGRobyJFMiMssmASRnGSeARXsE1hZ3No9pPawS2z8PC8YZG+oPBp1ra29lbJbWkEUEEYwkcSBVUewHApAeMWfi7XPhJeQ+HfElrJqWhR8QapCr7wGJKKxc7eMEbQeOMdK9c0LWrTxFolrq1iWNtcqWTcRngkEHBIzkHvVm+sbXU7KWzvYI57eVdrxyoGUj3B4osbG202yhs7OCOC3hXakcaBVUewHAoA8Kstcg8E/tEa0mqjyrTUshJ3IRU8wRuGJbA25UjPrWf8U7zw/B4ui8U+G9ae48Q74SsNrJHJE+AVxlGDg4Az19O/HvuraJpuuWjW2pWVvdRHHE0SvgjuNwPv+dVtI8KaFoWG07SbK3kBJEsduiPz7qBTA8m+BmpWF5qerXOoThPEd3cTvJDJtU7SYyQATvPI/n6Uzwv4q0zwx8XvFdnq8otfPu7iRZZXVEwxQjJYjqFNel6j8P8ARdS8YWXieRHjv7VlYeWqBZCucFvlyTz69hWlrXhXRPEODqemWlw4xiSSBHbAzgZYHjk0gPJPiV8Q9O8ZWL+B/D8E17eX00KC5jKvEAHDEgoWJxgZ46Z9KvfEDSpdA/Zyg0u4cGeCK1R+CPm3qSOeeOfyr1TSdB0rQ7dYdN0+2tlXP+phVCc+u0CpNW0mx1vT3sNRt47i2cgtHIiuCQcjhgR2oA8f8H/GXwxoHgnR9NulvHuLa0SOTyxERkD3cH9K6fw18ZtB8VeKLfQrCyv1mnVissix7BtUsc4Y9hXY2fhrQ7CKOO20iwiEahVKWyKePoK0I7aCE5igjQ9MqgFAGX4vdY/Beuu7BVGnzkkn/pm1eI/C74maB4Q8N6haai07SyajLMqw+WcqQoB+Zx/dNfQVxbxXdtLbTxrJDKhR0dQQykYIIPBFZNj4P8O6epFvomnKS5fcLWMHJ+i0AcKnx98LTXtvaw2epyPNKsQIWLA3HGeHrjfFHiCwsf2htG1u5k8uzSxjlcsygqGifAOTgH5h3719ARWNpDjyrWCPb02xgYrLv/COgapqq6nfaTZXN0FC75raNyQOmSVJ/WgDip/jz4Tju1t44r6YtIE3p5RXnvnzOlc74NsU+IvxW1LxjeRwvpto0lpb2sqeZu2KqqTnK9HLcd69lg0fTLWMR2+nWkKDoscCqPyAqW0sLOwWRbO1gt1kcyOIowm5j1Y46k+tAGfqPhrTL3Rb3To7K1gW5t5IdyQKNu5SM9PevMPhJrMmh+L9b+HkiLJFZz3E8M4J6bkAXHbqTx3r2eqsWmWEF7Lew2VtHdy/6ydIlDv06sBk9B+VAFojIwelfMl3YNd/tDy6Arf6FLrC3kkfZiEErAjoenpX03VFdG0xNVbVFsLVb9l2tciFRIR0+9jPQY60AYvjrWV8JfD7U7+BQrW9t5UCg7QGbCJ0x0JHT04rlfhD4asrzwmPEeqW9teahq9xNdu8sQcpubG0FgT/AAZ69zXpl3Z21/bPbXlvFcQPw0UqB1b6g8GltraCzto7a1hjggjG1I41Cqo9ABwKAOC+Lnh6yu/hfq/k28MD2qC5jaONVwUIPYdxkfjXnGp6+usfs0WDSfJJaXcNk2WzuMbcEf8AAcfr2r6FmgiuYHgniSWKRSrxuoZWB6gg9RVQ6JpRsBYf2ZZfYw28W/kL5YbOc7cYzmgDP8DOsngHw8yMGX+zrfkH/pmtb9MiijghSGGNI4kUKiIoCqB0AA6Cn0AFFFFADJYxNC8R6OpU/jXzV4qtm8H/ABzt79MtE8qP02/eB+npX0xXk3xw8PfafDE2sxHE9uYzjb2BPfr3oA9M0e9Go6PaXg6TRBuuau1558HNdGreBLKBh+9tgYm5z93H+Neh0AFFFFABWX4kwPDeoZ/54tWpXP8AjiUw+CdWkHUW7UAcd8MgP7XviDnmT+aV6jXkXwbSR5Li5Y8P5v8A6Eteu0Ac/wCMzjw3cH/Zb/0Bq88+BUJjTV3P8TLXd+P5RD4VuGPo3/oDVyfwWj26bfyf3mT+VAHqlFFFABRRRQAUUUUAFFFFABXOeNPEsXhnQprp1DO0b7FLAchSa6OvAvjRqR1zxJoejW5IVZishDZ6uF6CgDnfh54FuPH2uXOt6hI1tEjrIoVCdxLb+pHoa+mreBbaBIUztUADPsMVQ8P6NDoWkQ2UOMKqgkKBkhQO30rUoAKKKKACiiigDwf9oqG4lvPCuyYIjyyonXKvlPm6/Sr7/A7W9RD/ANrfEDUZ85woV2Az/vSGm/H6x1a+ufDB0zS7m88iaVyYYnkw2UwDtBxnFaMfiX4raiMR6BpNp/13iulP8qYHeWOjDQPBzaaLua6EFoY/NmPzHbGF/Dpn8a8w/Zs/5FnWv+vxf/QBXZeHbbxpFpmtyeJZLGcyW5+zQ2ZmJ3YbI+f1yAMV5F8MNQ8d+E9NvbHTfCU0n2icSNLeW06hTjGMKv40AfS5IUEkgAckntXzbJ4h8QeOviK+vaXoqXlvo8nkW64kePiYurkqrDJAGcY4rtdQPxIufDGurqVtZu1zbNHDFYi43ruSTPDDryo49q7X4e+GofC/g6xs0h8qeSGOW5BQKfNMahs8A9R35oA8a8eX3jLTdd0bxpq2k2MH2SVISlmJgXUN5uHLKOPlPf14r6JtbhLu0huYjmOaNZFIOcgjIrJ8YaV/bXhLVbEJvkltJljAGfnMbAdj69q5n4O2GuaZ4LNrrsbxSpMBAkgcMsQjQAYcDHQ9OKQHoNFFFABRRRQBXv7SO/sZ7aRVKyxsnIzjII/rXh3gbXT4N8b3+iXYzbyYSNi23kSFOhwOgr3mvA/jx4eezn0rXLPcz+e+8KvTB39QKAPfAcjIornfBevDxB4fhudu1kVFb5s87Af610VABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXz9p8PmfG+U9cNb/wDos19AOcIx9BXhfhhBP8ZrqXPQwf8AopqAPdaKKKACs7X/APkXtR/693/ka0azPER2+G9SPpbP/I0AeZfBuIhZnx/y0/8AZWr2CvLPg0gbRZJQf+WxH6GvU6ACiiigArxv47620On22kQ58y4XBIbpl07CvZCcDJrwnW7dfF3xigs2O2KERHP3v4S3/stAHpvw/wBDGg+ForbduLyO54x3x/SuivYWuLC4gU7WkiZAfQkYqWNBGgRegp1AHiX7OtzDbaLrGlzSJHdreLII2YBmDRjoDz/Ca7zxrb+EtOil8R6/Y2FxcWkBKLPHEXkC5wq7xk8tjr3rH8ZfB3TfFOuLrVrqVxpN+FC77WNcEjgNxg5xxnPpVLRvgXpNnqMeoaxq99rNxGwI+0qhQgdAQwYkfjTAyfhrAdVuNX+Jmq28NgqZENpCmxFWKEqzZbsd3buDWN4Y8Dj4y3GoeM9du7nT/NmWCCGzPZEAY5cHgnHTvur3DxFoNv4j8OXuizySQwXcfls8WNy85yM8dqr+D/C1r4N8N2+iWc808MLOwkmxuJZix6ADvQB5N4q+BGlaT4W1DU9L1TUnvrKBriPz2VgdnzEfKoOcA4weuK9E+GHiyXxl4Kg1S5REuRLJFKqMSAQ3HUk/dI611V9aJf6fc2cjMqXETRMV6gMCDj8653wH4EsfAOkT6fY3M9ws8xmd5guc4AxwBxxSA474Rf8AI1eMv9+z/wDRTVjeOGXSP2jfC+pXTqttPFGgdjtVTl05J44LA/jXpfhXwNZeFNR1S9tbu5nfUDEXWXGF2KVGMD3NP8aeB9K8b6Z9k1EFJFUiG4RFLxZIJwWBx90dMUwN+9vLfT7Ka8upkhghUu7uwUAD3PFeIeCI5viP8S5/iE4+yWOmFIo4GBYv+5YH5unBOfxrUs/gDaieE6p4p1O/tomysBUBcdSPmLDrg9K9Y0/TrPSrJLOxt4oLdM7Y4kCqMnJ4AA70gOQ8G+IvC/xGhudUt9GgE9rMImN3BE0v3QQQRk45IH0Nafi/xbpHg3QLu6uZIfNjiLR2iSIskhJAGFJGeSM+1ch4g+B+m6nrLalpOsXWiu6BWjtYlCcDGQF244z69ateG/gn4e0K8S9u7i41W6SQSBrtI2XjoMFSf1oAyvgHo0uieDdR1jUG+zLezbtsoKeWkYK7iTjqSfyr1u3uYLuFZraaOaJs4eNgynt1Fcn8TZof+EI1CymsdRu1u4vLCWEYeTJZQOD7kdugNJ8LvDl54V8B2elX7KbhJJXYKDgZckdQD09qAPP/AI3z/wBl+PPBGsSozW1tPvkwOAEljJ56DrXti3ls9qbpbiFrcAnzQ4KYHU56VR8RaBY+JtDutJ1BMwXCbCwVSycg5XIIBBAP4V5Vb/s8WUUiRS+KNSksFYE2yxhQe5HUjk/7NAHX+H/iDbeLtf1TR7XTWksrZUU3iyCSN98bMQcDA6Y6muA+AWnaLNoerzahaWEksd4oje4jQso2DoSOOtew6P4a03QdEfSdNhFvbsHyY0VWJbqTtAGfw7CvLbP9m/Q4iTea5qE53ZHloiDHochs0wPVhqGg2hDC802E9AfNjX+vv+teKfFXTbfWPjr4Y027Utb3VtFFIABnBkkHGQR+ldlbfAnwhblT/pkuDn955RB/8h1ta38N9O1zx3pniue8uo7mwCBIE27G2MWGcjPVuaAOGbSvEfwWiafSWbXfDjMJZ4JBJ50PRW27coM7s5I/h9s13ul/EbRdZ8GXfiS1kCx20Usj20sqCQFATggE4zjj6115GRg9K8s8UfArw/4k1z+0o7qbTVaMK9vaQxqhIGARxx2z1pAcb4S+Hw+Lcd34z8QahdWk1zMIoo7M4+WNQhOXB647eh/Cz4x+CWm+G/C95ruk6pqDXunJ9pQTlSDtIPVVBGADXsXhTw1a+EfDltotlLLLBAXKvLjcdzFjnAA71d1jTYtZ0W+0ud3SK8geB2TG4BlIJGe/NO4HjPjbxT/wmXwFl1kxrHJI2ySNTnaVuEAHU9sH8al+Iui3NppmhePrJ187QjuliIOZV88YG4dvmbOex+tdPB8G9Gg8CT+FRqF75E05naf5N+4lD0xjH7tR+ddRe+ErG+8HXHhmWWf7JPG0ZkBXeMtuyOMZB9qAPL/h5av8TPG8/wAQ78tbrYSpb2toBuXIiOeT05cNx3q38G+dc8Y/71r/AOimr0fwh4VsvBvh6LRrCSWSGN2ffLt3MWOecAD2/Cszwr8PNP8AClzqk9te3c7ahsEglK/KFUqMYH+0aAPJfg9avffDzx9axkh5rcovHcwuK679nm+t5vh9NaLInnwX0m5Nw3YKqQcdcdfyNdR4E+G2meARe/YLy7uPtbIW88rxtBAHAH941zniL4F6Zq2tf2npWrXGjOVCtHbQqFyBjI27cZHXrQBveOPiVa+DtT0vTY7P+0Ly+k2+TFMA0Y3KBkYJ53HHHOK4f4mJc+PfidpXgi3Lw2Vsoa8uEy2N4EhHHAO2MYz3Ndx4L+Fmh+DW+0Rs9/fb9wurqNC6cEfKcZHB9aueH/AGn+HfEeoazb3VzLNeeXlJSuE2IV4wO+aQHGp+zx4bAw+saxIPRpI8f+gVT+Et3/whfijVvAN7K0khmjmtpGO0EtDvb5Sf9kdBXtdef+JfAWkjxRcePbiTUZrmztWb7HbBG8zbGy4UEZJIPHPWmB3NrfWl8rNaXUFwqHDGKQOAfQ4qevLPgj4cOiaLql1HBe29pe3C+RDfx7JwEXDFhgDlicY7CvU6QBXjHx50Y3GnLqikg28B6D0de/417PXMfEHSf7a8D6tZg4d7chTjODkH+lAGX8JNW/tTwREx+8ksinnP8RNd3Xh/wDuXtba80qQ5aOYHr6qx6V7hQAUUUUAFeU/G1d+lWyesbj/x5K9Wryb40OM6XET98MP/AB9KAOp+GUPkeCoE/wCmsh/8ersKwvB8PkeHYU/23P61u0AFFFFAHi/i6LzfipYf7Lw/0r2ivHtYIn+LEKd1MH8q9hoAKKKKAMnxPeHT/C+p3a9YrZ2HOO1eOfBOxk1HV7vW5/vGVQBjPRGHU12/xe1NrPwhd2qDLXFu6jn3Uf1o+Demf2f4EiLD95JNITkY6MRQB38s0cELzTSJHEgLM7sAFA7knpXk1/8AH3R4L2WKx0TUr+CLG64hKFeRnsSOPrVf4yavqGp+ING8AWDLEusKv2iUliVUyDHAPQbGJzng9q9P0Dw9p/hvRk0rT4VS2QsSNijcWOSTgAH0+gFAFLwZ4z03xxop1PTRJGiyGJ4pSu9CPUKTjI6VieOPilYeDNTttKXTrnVNRuI9629qy5XngMOSCeSOO1SajZ6R8LfA+ualpdsqYj8zYAibn4RR8oHGSPfk1z3wJ8PGDwrJ4g1DfNqOoTkiSdcuiR5jAyRn+936YoAn8P8AxrtdU8RWuiatoF9o13dOEiNy4C8g4zuCkZIAGAck11Pijx5pvhPWtE0u9gnkl1abyonj27Y/mVctkjj5+3oa4b9oGxU6FYasmFuLFmaNgOeZIu/WuQ+Ndzc+IZPCE9vGwuZ47ny0TJO4OoGMc54pgfSVUNc1WLQtCv8AVp43kis4HndExuYKM4Ge9cr8KfGTeM/CH2mddt7bTNDOpfd33KeSTjBA57g1znxr8ZyWNkPCFhAs13q1uwkcPzCmR1Uc8gP/APX5pAdX4c+I2l+I/B194mhtrmC0svN82OXbv+RQxxg46EdSKop8YfCz+FpddadkVJWiFo0kQncg4yF38g9etcD4Gs7g/s8eLLWObyZY5Lvc4z0RELDt1AI/Go/g1ZeEtN8JS+IdalsBfQXMqj7S0W4ABcFd3OeuOe5pgdZonx68Oazr1tpf2G+tftMgjSe4MaoCemTu6GtvUfilo2l+OF8N3aGJTbfaPtzyosONhcck9wMD3NcDqV+Pi1420/StI0kW2jWFys0mqtDu8zyi2UVlyuDuGAT7+1Y+oaJoui/tBW9vrNxDLpiWizMb3YEG2EhVO75cZUYoA7nU/j94bsL2W3g0/Ub2OI4a4txG0Z9wQ/IrvPCfiiw8YeH4NY07esMpKmOQrvRh1DbSQD/QivNtd+J2n3dtdeE/B/h+W9kuENpHNBGv2ZNw2lv3e7IAIPQV1/wv8Iz+EfCvk3rxte3k73cwjUhULhflGQDwFHXvQBveKNeh8L+Gr/Wp4mljtI95jVgpY5AAyfciofB3iWLxf4Ws9dhtntkud+InYMV2uV6j/dzXnvxM1QeLPF+mfDSGKVVnmhuby5Q52xgOxXAz2CnJ46fWmfDPUD4T8c6t8N5WZ4IHlubSaQ4LKwjYKB06FjwPU0gO88a+NbPwTp9reXltNOlxdJbDyiBtLBjkknoAprmtX+N/hnSkhEcV1fTyxJJ5Vo0bldwztPz5BHcYrG+P2mxy6TpN9LOwj/tCCBoj9zGJCWP50tj8RPCPgnw5pmn6Tpq6jqP2WItFpyxFmkZctuKnOc9eCelMDqfBfxU0PxtevY20NxZ3ihiILooGYLjOAGJPX07Gu6rx3wR4U1LxJ8QG+JeqQDTUkLi305o2EgGwRqzFgOq5PHfFeu3VwtraTXD/AHIo2dvoBmkBheMfGWneDNFk1C9zM6lVjtY3USSFjgYBP1/I1wFv8eUN1bG+8I6nZafPIqC8lfCgMcBjlQMd/vVU8IaTN47+LWo+NL3Z9g025ls7WBlL5aMKFOTkD7xbjvXonxG06HUvhxr9tKBtFlJKvAOGQb1/VRQBv6ffW+p6fb31rIskFxGskbKwIIIz1HFWGYKpZiAAMkntXm/wKlZvhhbQsSfs9zPED7byf61Y+MWs3Gm+BnsbJgLvVZ47BDuIKiTOTxz0Uj8aAKXib42aP4f8QT6Nb6Ze6ncQY8xrVkZAe4yCTkd+OtavhL4paL4st7oxwz2d1axySy207JvCpjJA3Z79wO9TfDLwpb+F/BenxlI3vp4vPuJ/LAdmfDEE4yQOBz6VY1LwlpNreaz4jigA1G4spUd9idNmOuM5+Ud6ALvhfxZYeLLa8nsElRbW7ktXEu3JZMZIwTwcio/GvjC08EaB/a17bz3ERmSEJDjdls88kehri/gl/wAeXiL/ALDV1/7Tqf49/wDJM3/6/If5mmBva18Q7DRfBel+JpbO4e21FoAkYKhk8xdwLHOOAKxdW+N/hjS4YNkdzezyxRy+VaNG5TcM7T8+QR3GK4jx/osc/wAI/Buqy3cipHDYQNAf9WQUbLH3+b9K39P+IfhDwV4Z0uy0vTkv9R+yxFotOWIs0jKC24qc5yOeCelAHT+DPixofjTUjp1tb3VnegMwiudgLBcZwAxOefTsa6XxH4l0zwtpM2o6lcIkcS5Ee9Q7nsFDEZJwfyrzXwb4e1bxN4+PxL1K2Gmw7ZI7fT2jcSlQmxWYsAOQScj2rnNHn0zxJ8fNb1HxJc20EOmtKkEF26hMxMqL9/juzcd+aAOnh/aB0KS9jjfRtUitJJBGLqQIEGTjJO7GPxr1PTdQttW0231CzlWW3uIxJG6sGBB9wSK828YfFHwLb2VzoV0v9oWzKI2Wy8iSMD2y2OMenFaWieL/AA/YfCq41Xw8qm10+2lkS0do1dWGThghwMlh+Y9aQGh43+Imm+C4kR4Xv9QldUjsrd18w7s4JGcgfL1weormNF+N8F94hstJ1Xw3faR9rcIk1zIAoz90ncF4JGP8ar/CXQj4g1O7+JGo7Td6hNOIISm4RJlVBDNzkBWXjt+Vbfxw0+G9+FupzOo821aKaNsDIO8L1+jH86YHoaOkkayRsrIwBVlOQQe4Ncb4s+JWleDtds9M1G3nP2lVfz1KhEBLjksR/c/WpvhdcNc/DDw9I2ci0VOT/dJX+lcL8TbaC8+L3hC2uYklhkltw8bqGVh5kvBB4IpAWrz9oHRYLmZbbQ9UureJipuIwmxsdSCCRj8a7nwn430nxfoH9rWTGJVDebBK6eZHt65AJwOR19RW/DaW1vaLaQ28Uduq7BEiAKF6YwOMV4XBpdro37TzWlqqi1v7aR54goCjfCzMMDjGVzz60AdlF8a/DB1bUdPuPOtmspZIzJK8QWUowX5cvznnHsKgk+Ovhb+0Leyt4L24knnSEMnlFRuOM5DniuH8E2nhxPjJ4sXV00wWkU115YvBHsB81MY3cZwW6e9eq2Ov+BpPEFvoenDSHum+eL7N5BUMATxtOd3GeBTA621uFu7SG5QEJNGsig9QCM1meKtMXV/DGoWTnAkhbnGegrYAwMCo5xut5V9UI/SkB86fC7Vn8N/E+58N43Ry3Mq7icdQvb/gNfR9fMdpD5X7SiqP+f0n/wAdNfTa/dH0oAWiiigArmviAM+BNX/64GulrmfiEwTwFq5P/PA/zoA5n4QQ7NDV/XzP/QhXplcF8J4x/wAIfbSj+Iv/ADrvaAON+Jwz4NuOcff/APRb1j/BtQugT47lP/QRXQfEOAXHhO4QnHDf+i2rl/gtKW0q9jP8DJ/6DQB6lRRRQAUUUUAFFFFABRRRQBDdXC2ttJM/RFLdfQZr50+Hlm3iz4j6tfSt8tvKHAPzf8tifevbfHN0bTwvdODglHHXH8DV5T+znbsJtfuG53lAOPqaAPeqKKKACiiq9/ew6dp9ze3DBYbeJpXJIHCgk9fYUARalrGm6PB52o39taIQSDPMse7AzxuIzVHR/F2ga6zJp2rWU8inBjjuI2b8lY+tePeANAb4sapf+LPE7u9vBKbe1syu9ANwk/5abhgBgMDHXtXZ+I/gzoes6rpl/p8q6O9nJvZbS2RRLhgR0xgjHXnrQB6E17aJdi1a6hFyy7xCZBvK5xnHXGeKnJABJOAOprxfxQAP2gtFwAM2MOcf9fRr2ScA28oIyNh/lQBW07V9O1ZJH06+trtYm2O0EyyBT6HaTiq9h4k0bUvtX2TU7OYWr7JilwjBDz1weOh6+leQfs7pK/hfxIluypM1wqxswOA2w4JxzjNcd8KvAukeKdU8QSa/eSRpp0qcIyCN2LPkneDx8n5E0wPo/wD4Sjw/5gj/ALd0zeTgL9rjz+Wa1QQQCDkHoRXzd8RbPwYILXRfCWmw6lqc7sDLYCF/LGNg3eWpb7zA446V6Rrvwtm8TaL4ctZ/EF3YtplilvKLdSfOO1ATyRj7p6g9aQHe3Gs6XZttudSs4GxnEs6qf1NUNP8AGGgarfz2djqtnPLBEZZPLuI2CqDgnhjwOPzFeAP8PNG0r4uWPh/dPdWjwJI5nCMzMZ9hz8uOg9O9e1X3gbQNN8OaymnWEFnJPYSwvLbwRxuVKHuqj6/gKYHQ2+vaPdQ+db6rYyx5xvjuEYA9cZBoTXtHkuEt49VsXnf7sa3CFm5xwM56kV88fB34ZaH4y8PXuo6pJdCSG68lViKbcBFb+JTz81es6F8MfB2masl3YBJrq1ZWAPktsYMCCcJkHK9frQB31FFFIArK8R6bDqmh3cEyBsROVyoODtI7/WtWkZQylT0IwaAPGvgdqZgh1HSJuZEkVgSewwvQ17NXz6so8H/FdnAzFOCCPu/8t6+gEYOiuOjAGgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMm/1En+6f5V4l4Hjx8WL85z/qf/RT17dIMxsPUGvDPCJMHxjvE6hjB/6KagD3WiiigArK8TDPhfUx/wBOz/yrVrL8SLu8M6mPW2f+RoA4f4LIE8Jvg5P2hq9Mryz4LsU8PyRZyBOx/Q16nQAUUUUAU9Vm+zaReT/884Xb8ga8k+FsQ1XxDcazjneq+vRGHX8a9E8c3y2Xg/VM/ee1kA5x2x/WuO+BFr5XguWVuWa4bt6UAeqUUUUAFFFFABRRUdxPHa20txKwWOJC7knGABk0ANubq3s4TNdXEUESjJeVwoH4mqtpr2j38gjs9WsblycBYbhHOfoDXiOk6fL8dfFMuu3sk9joWmtHFHacv5pK7nGT8uchc8dCM11etfBDSbzVNMv9GvDpElnIJG8m3T58MpByu3BGDzz1oA9TJAGTwK5m/wDiB4X07UI7K41mxEr46XUWFz0zluK4r4r+J7661/Tfh/pTpHLrKCO5uNzFoVdwOApH8KtnPUH610Ok/CbwvpnhqXRnsoboyhg13NbxGbk8YbbxjtQB20FxBdQia3mjliOcPGwZT+Iplte2t6rNaXMM6qcMYpAwB9DivE/gzdNol3r/AIOuC0iK6SxsxxjfCWYbT7KK5D4J+OP+EZ1/+w7iBPsWrXCL9od9oicKR34OSVH+PFOwH03d3tpYQGe8uYbaFesk0gRRzjqfcipY5ElQPG6uh6MpyDXnHxzVT8MdSJAJAjwcdP30dZvjXxxL4R8I6XpWmwqNQ1USxQSBioh/eAFsKQc/OcY7ikB6fd6tptg+y81C0t2xnbNMqH9TU1td217F5trcRTx5xvicMM/UV5hovwS0PTrOSXXr+XVLxyWluZ0TaABgAbwxGBjqav8AgrwJpPhrxHe3mheIRNZz7M2KMhCkIy87CAeufu9vxoA9FJABJOAOpNUJ9d0i2XdPqtjEuM5e4RePxNePeK/hLqqaFq+q6h451S7S2tZJltyG2tsjzg5c9StZ3wZ+HXh/xL4ObVdThaW4+1vHgrGy4AXH3lJ7+tAHudvrmk3SwGDU7OQXBIh2TofMwcHbg88+lWJby1gz51zDHgZO9wP5188/FDwVYQ/EHwboVlI9paXai3AiRR5WZiSygADPz+nYV1sH7PPhmEmS61bVJz3LtGB+qGmB6vHqFlNaNdxXlu9sud0yyqUGOuWzipLe5guoRNbzRzRHo8bBgfxFea+JfB+neDPgp4i0rTWleExPMzS7dxYleu0AdhUvwIRV+FVgQOWnnJ+u8j+lID0qql/qdjpVuZ7+8t7WIfxzSqg6gdSR6j86t14L8Zpr7xb4ut/CemwnbY2sk9xNhmG5k8wKQvTiIYz3agD3hHSRA8bKynoVOQadXCfCPxQfFXgSG5lEa3ME0kUyI2cHduB6kjhh1rG+Lni+/s7iw8G6RGv27XU8o3HmMGgDOqggLzz835d+aAPQZ/Eeh20/kT6zp0Uv/POS6RW/ImtCGaK4iEsMiSRnoyMCD+IrzPRfgd4a07RGsbwm9uH3brp4Y9wznG3KkjAx3Nbfw48BP4A0q7sDqsl/HPMJUDR7BHxg4GT1oAx/GfgvUdS1W78Q3njB9HhtI4/sKxStHChH3jLlgOWIHykcY6mtbwr4e1v+2rjxBrutW13LIqRww6ez/ZwqhwSd5OTlz09K4n4x3994j8U6Z4A0xkVruAyzuSzYOd6gqvtFnkfxV0/wY8TSeIvBBS4hEN1Y3DwyLnqD84ODyOGx+FMD0Wuc1jx34b0O6S2vtWs0mYZ2faIwVHuCwrk/i543uNFitPDGlxs2qa0vlRyo5BhBdVBwp3ZOWx9O/Iq/4T+Efh3w5oclhd21vqk8xYyXNzaxlsHIAXIJAA9zzSA7izvrTUbcXFjdQXMBJAkgkDqSOvI4qxXhvgZE+H3xfvvBVtNLPZXoiljaQ42kQOx4GBknA6dhXuVABRRRQAUUUUAFMlQSROh6MpFPooA+ePDVwfDnxVe2JytxJD32/wDLMj+tfQ9fNPxHLaX8XdGmQHBeInt3Ar6TikWWMOvQ0APooooAK8h+M8e/UdDO7HJ/9DSvXq8k+NEeZdJmz9zcf/H0oA9J0EY0iIe7fzNaVYnhOc3Ph+GQjB3MP1NbdABRRRQB4/MgPxeLE94P/QTXsFeO6iDD8XEYH7xg/wDQTXsVABRRRQB4x8abtj4k8O6evInyrc+rr2r1fRbJdP0uK3XopY9MdSa8Y8eSjVPixoUY/wCWMsY9epU17v0oA8N8U/6P+074clnOI5LdAhPA5Eqgc+/869uuJ47W2luJWCxxIXYk4wAMmuJ+IXwzs/Hgt7g30tjqFqhWCdEDAfMDz0PGDjBGM1zdz8IvEmtRx2uueO7uexBxJDEsh8xc5wd8hHYdjTAxfHPjW3+IXwg1fU9Os7m2htJkhkWbBJPmQkEbSR3716v4Hv7bUvCFldWhXyWMgG0g4w7A9OKdbeDdHtPClx4bgt1SwuEdXAjQElupwFxkcYOOwrz7SvhB4k8O2k2n6J42eGxlYsQ0MisrEYJAWQDNAFD45akuq6zofg20y11esBIVO7yw8ibcqOf4SeR0qT4i2cWnfEz4bWsP+rjuzjgDrKh7fWuw8C/DGx8GyS3k97JquqSuGN3cRruUBSoCk5YcHB+apfF3gBvFHi3w9ri6mbb+yJRJ5PlbvMw6t1yMfdx0NAHnXizVJPhJ8U11O3Uy6Rq0AlltkOz5o42QAYwp5IPIPWpPAekz634R8UeO9ZRWv7y2mS3yhJjWOB4yQzZPOSOD2/Cu/wDiP8OIPiFbWSSag1lJab9jiIPncUznkf3P1rcfw5Gvg+58PWs5hSa3lgWXZ9zzN3OBjpuoA8r8BnPwM8Zn/ppqH/ooVU+C3gDQNd8NHWtRtVuLlL2RAkscboQNpGQyk9/Wu70D4ayaJ4B1nwx/bLTNqTTE3Pk7fL8xQv3d3PT171pfDvwU/gTw9JpTaj9uD3DziTytmNwUYxk/3c/jQB1Fra29jax21rDHDBGu1I41Cqo9gOBXz94/8MReMfj8uhzXD24uNPBWVACVZY2YHB6jIGa+h64aX4ePL8WYvG51U7Y4vLFn5X/TMp97d05z0pAcbpXivVvhRqlp4S8Q2hvNFDKlvq8QdQiucKHL/KMYbIB4/CvTdX8UWVj4KvPElvNFPbQ2rTxssilXOPlXIOOTgdetaep6baaxptxp97CktvOhR0dQw574IIyOtePar8AZbq5uYNP8VXNpo00nmiwaIsitwTwGVe3HHpQBieGfh/rfxCnu/HcXiSbRpNTnlCrCjmRYw20ANvHHy4x04pvir4f3/wAN7jTfHMmvXetzWN7D56zowYx5Ofm3HjoOePm/CvdfDejL4d8Nado6S+cLOBYfM27d5A5OO2ah8W6D/wAJR4V1HRftAt/tkXliUpu28g5xkZ6U7geW/FnVYPFXwt8NakiFIdQv7ZygIJXckgIz7HIrP0zTNd+E+l2viTTf+Jr4euI45rizw4mi8xF3EbfkwCo5I7496626+Eb3Pw/0Xwt/brp/Zt0Lg3Agzv8AmkOAu7j/AFnr2r0LStP/ALM0Wy04ymcW1ukBkYYL7VC5I98UAZfhDxjpvjLRYdQsnWORwfMtXkUyREcEEA+4/MVN4xjkm8E69HDnzW0+cLjPXy29K4zxP8HoNW8TjxDousz6Lfs6tIYIwFbk7j8pU5ORzk16Hp9m9ppFrZXM7XUkUCxSTSdZSFALHJPXr1PWkB5v8BZAvge8tXcfaYtTnEik/NnCZOOvetv4ta7Hovw61YAq9zdxfZIog2GJk+XIHU4BJ49KwNQ+D97D4yu/EfhvxI+myXTM8kBibblvvcoy8E4OP51Po/whdPFkHiXxHr82r3sDBo4mi/dqR9377McA5PbnmmBp/BrSp9K+GOmLcgrLcl7kqVIIDsSOvtiuZ+MEbw+LvCd9JkWialaKxPQHfIevTpXsQAVQqgAAYAHaue8b+EbXxt4Yn0a5maDeyyRzKoYo46HB/EduCeaQG1ZSxyafbyoR5bRKykHjGBXFS/EHT9Y17xH4Tt7a4+0WNlM73GVMbYUAgYOc5f8ASuai+D/iZdHXQm8dTLpAGzYkcgYx5+7jzNuO2MYruvB/gbSvBmhjT7VRcSMG865ljUPLuxnJA6cDg56UAcj8Ev8Ajy8Rf9hq6/8AadO+PtzCPh+tp5qG5lvIdkIYb25bovU9DUd38JNYt/Euo6r4d8Wy6ZBfSPK1sI3ARmILY2OoPIHarHhv4Opp3iiLxJruu3Os6lGxdfNT5Af4fvljxzjkdvSmBg+PYPM+APhW3lVl3GwRgRgjMeDVDStH174VaPZ+J9LcaroU8UU1zYnzBMnmou4jb8uAQOSP8a9R8e+DG8a6PbaeuotYrDdR3BYR7wwXdxjI9f0rf0qwGmaLZacZPOFrbxwbyMb9qhc498UAZHg3xppnjPRor+zIhmbcJLSSRTJGy8HIB6cjnjqKx7zwl4I8W+JL6d1s59Rhk2XKIIWbcoUHcME9wDmqPiX4Q2ureKY/EekarNo+oeYjSeRGAjgE7vu7Tlu5JNZ0/wAG9QtfE0mv6H4pks7yaIJPuhb522gO2UdT8xG7nPPUmkB202l+GfB3h25uf7NsILW1hd3PkxoX4zjOACTjHvXg0dlLqnhf4heJrC3Nvpt00ywIEIBXzoWJBA24wD09DXoY+C93qurRX3ijxbeanGjh/soQ+WcdB+8Z+OT2716Qugacnhs6AkCLp5tzb+WqKBtIweMYzznp1pgcv8G5o5vhRoXlsDsSRGAPQiRs5rE+N2vx/wDCOf8ACJ2qmbU9VlgjVFOSqlyc7R8x5THTvUFt8Hta0LUryTw14ulsbG4dmFs0bgR7sZxsdQSMADgcVteEvhVb6Dr58Rarqs+r60zM3nSoNq5AHG7c2QMgHd0NAHQ+A9Ll0bwHoenzDE0NmnmDBGGIyRg+5rz/AOIf/JZ/Bv8A12t//Q5a9irzjx/8NL/xj4gstWste/s2S1jRU2xMzBlLncCGGD8/6UAdd4o8TWHhTQbvVb6RdsEe5Yt6q0h7KuSOSa8s+HGgXHjLxdqnxGv2aG1vDPb21q6ndsKqitk8Y25HHGR6cVr6F8EbG01qPWdf1q71y9Q5xcopjPpkPuJxz3r09bdIrMW1uFhRY/LjCLgIAMDAHpSA+d/Bvg3R9d+MHimwv4PNt7ea5dFZUYZEqAZBUj+I17RpXgPwzoV5FfWWl2kNxCCEmFvGrDIxnIUHvXnt18DdVuPEup6vB40uLI308kp+zQsrYdt20kSDPb8hSP8AACW6OL/xvqlyh+8rRnn83NMD2kEEAg5B70jjKMPUVneH9Hj8PeH7HSIp5Z47SERLJL95gPWtKkB87XVr9k/aUtZCflknB6eqn/CvohTlQfavBvHiGx+M+lXY/ilj9uoevcdOl87TbaT+9Gp/SgCzRRRQAVyvxIXd8P8AVxnH7n+tdVXL/EVN/gHVxnH7g/zoAo/ClQvgCwHu/wDOu2rhPhOx/wCEJtI/7pf+dd3QBynxEcp4SuCD2b/0W1cz8FwP7JvGHUlM/wDfIrZ+KzlPBcxB7v8A+i3rI+Cy48P3B9TH/wCgCgD0+iiigAooooAKKKKACiiigDhfiu23wdLz/f8A/RbVz/wJtVg0C7der+Xnj/ZFdB8WEL+DZcdt/wD6Lasf4IXKTeG50XGU8vPP+wKAPUqKKKACuH+LbyJ8PNR8vPzRShsenlPXcVR1nSoNb0a80244iuYXhLYBK7lK5Ge/NAGN8PLe2t/AOiC12bWsoGcrjljEmc471rahr2laVdW1tf39tbzXJ2wpLMqFzkDgEgnkjpXjGgWnxD+Fy3GjWemRa7aTv5kUypcMIsfKBwuBwAcD866LQPhhqmoeI4/EvjTU4r25jCtbWkYZ44TvEnWXJGDkYAHHegDO8Uf8nA6J/wBeMP8A6VGvY5/9RJ/un+VeW/E/wXrl34i0zxb4clRryyRY5LZlf5wrmQY2DJyeCPpzWZcj4nfEOH7BJDB4atkz5koFzG8gPBHYMMEnB9KYEX7N3/IB17/r8T/0GvLPD/gzUvE2o69qWnCGf+ybwTS2Uqs32hcyNtAUHJ+TGCOd1fTvgrwbZeCNC/syxkMpZhJJK6Kpd9qqTx2+XPfr1rkfhD4J1nwnf+I7jVvs+L6ZDGIt/wDCXJPzKOPmHrQBP8LvF/hfWorq207RrXQdRhKpNa7Yo3c8DjaASA3HI9PXFel1wfj34YWHjMW9zb3P9l6nbsXjuoIl3Meo3EYbhsHr61J8OH8Wi1v7bxSkebZ0itpVEoaUAEMxMnXOAcj1NIDidZ/5OE0//r0j/wDSs16x4nt3uvCurQRzNCz2cyiReqkowzXEX/grWLr4vWviBWthYxW6qc793E+/H3cZx716BrEU0+iX8VuqtO9tIsatnBYqQM4560wPmn4V/DEeOPD11eS6/e2MMN0Yvs8A4Y7FO7rjODjp2r2nwH8LtL8A315d2F9eXMl1GI2+0FcAA54wBXmnw+8L/EvRNEns9NjsLKGWfzGF8lykm4qo4CgDGAPxBrqh4E+JV1eW8134xt4I45Fdkt5rkhhnJBBYZoA9booopAFFFFAHzx8YZFs/GmnSnjcT7f8ALQmvf7Ft2n2zesSn9BXzz8fgqa7pTg/Nubj/AIEa+gtJbdo1i3rbxn/x0UAXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbJxG30NeGeEfn+MV4T2MH/opq9xuDi2lP+wf5V4V4DJk+LN6T2MP/op6APeaKKKACsvxLx4Z1P8A69n/AJVqVj+Kzt8J6qf+nZ/5UAcJ8Fl/4p6Rj189v5GvU68r+B4LeFXc/wDPw1eqUAFFFFAHk/xv1RrLSLa3XrcI6/ex/Eg/rXQ/CmyNl4JiQ9TNIemO9cF+0A+dS8PQ9mLf+jI69Y8JQiDw7Ag6bnP/AI8aANyiiigAooooAK5r4hzSQfDnxFJHneNPmHHupB/nXS1T1bT01bR73TpG2pdwPAzYzgMpXOPxoA4D4DRonwrsmXGXuJmbHrvI/kBXoF3qdhYTQQ3l9bW8s7bYUllVGkOQMKCeeSOnrXhuhS+NfhC9zoEGgy+IbGR1mingSYKpK/MBhWHXHT0PrxtWPgvxB8Q/E2neLPFRXS4rCZPI0sRSEkIckt5mNuWA6DkUwKnhhI9Q+P2sXl3j7RAIBEH5IzbMDjPP5V7azKilmIVQMkk4AFeNfELwhrulfEG08e+HIjePGFa4skR9zlQEwNgOQVPfpg9RxUd5r3jz4jWj6DD4dfw9aXQ8q4u7lZyyr1O0hVHQEYPXdjigCn8KoT4i8ceIfE0ZCwReSigchj5DKcHpxx+dZfws8IW3jP4V6/p0nlxXRvT9mumjDNC2yNuD1AJUA47V7H4R8HWvgfwq+kae5uGzJI0sihWkc9M4Hpgd+lcn8C9B1Tw/4b1O31WzltZJL3eiyxshYbFGcMBxxQB5nrXjLUD8NNY8IeJ47iPWoGjaKW4Zt0yNIsnIkO7IAI47Yr1fxB8OrXx74Z00SXr2V1a+Z5M6RhsZkBPof4exHWs/40/Dp/FWnprOnKzalZRbBDHFuadS68fKCxwCx/H61F428H+INc8LaRqmm3E1rf6T5kv2AeZ++Pmqw+6M5wuRx6fWgCFPgRJeyI2v+NNX1JFP3D6enzs3t2rkPHng7S/AfjnwidAurhbq4uVLxllBAEiAH5ApwdzD3x9a7D/hZHj/AFNDZ2ngOa0nl/di4nWcpGT/ABHEYOB9a0vB3wqudP14eJPFOqjVdXVlMWQZEjCggfNJlieQeMYI70Adj45/5EDxF/2Dbj/0W1cR+z1/yTR/+v8Al/8AQUrvPF9rPfeDNctLaMyTz2E8caAElmKEAcZNcl8EtE1LQPATWeqWsltObySRUkRkbaQoyQwB6g0gOL+NOmXWp/FPwhaW9+9o90qwxSpnMDeb98YI55HTHTrWlP8AAW+v4yuo+PdUue2JI2YY/wCBSGk+L1jr7fELwtqmjaPPffYF80FIZHTeHztYqDjoPzrRTX/ixqS4j0XRrPPH76O6U/XpTA6D4h2YsPhDrtsJXlCWj/PIck5bP9aofAr/AJJRp3/Xaf8A9GNVK+0bxifhR4ntNcki1DULlf8AR47UzSEL8oIw4z2JwB61yvgTU/iL4f8ADFtoGn+FY0SNnxcX0FwvLMWzwoxjNAHs/inXYfDXhjUdYmwRawM6qWA3t0Uc+pIH414T8MbjxzYWl5qllocN7LqTqTd36zk4QFAAQpyOo61d8U6F8Rdbg0nTNXgiuYJbomdrRbh1VN0XD7gQANpPPHJr3+ONIkCRoqKOiqMAUAfPvhvVNW8A/FeKw1iwtLaDX2hG2zLxwx4Vo1wGABO4gmtTUII7z9qOz89/9RChjU85xA7cZ9/St740+GdS1/T9NuNJtXmvLN2KGNGZlJeLBG0E/wAJPas74heCvELeJNL8d6QsE2paeimezjSQmUo/y7doycqxBz2FAHsRIVSzEAAZJPasPU/FmlWPhfUdetru2vbayiZ2NvOrAsBkLkHAJyB+NeWReOPGnxKsbjRdL0CLSra4zbXN/I0ziLIBO1lUAHb2P94VQ8TfDTWvD/hfS/Cmgme+tL24eTUbhIXGSXi2ZCAjAC/xZ74pAUPhzfeM1e91+z8PW99PqLoFu71JiU8tSnysFJx1B59qfYahrvgj4wafLrMFnZ22uPGssNmXSEAKYlOGCjgkMc5r6FtbWKztkt4ECRpnCgAAZOe31rhPi/4Zm8Q+DpWsrVp9RttpttiFnBMkZbGAT0U9KYHI63HHdftRaMs5GIrZSgPciOVh1969vrxrx/4F8Q3eo6Z430+WNtY02NfMs4kkPnbZSV2kDccqxBHoKbP438f+LrV9Gs/B8+jNdjyWvp/PxCD1YEIMcZ79TQBXsYY/En7R82rWUyyWunJErPGd6sWt3xyMjrxXt9cf8O/AVv4A0GSwS4F1cTSmSa48oIW7KO5wB6k9T612FIAooooAKKKKACiiigDwL4626QeJ9GuwOQFPT0da9j8K3X2zQYpvVmHXPevIfj/KDqekwgfMU/8Aai16l4CjaLwpArdfMf8A9CoA6aiiigAryT40PibSE7Nu/wDQ0r1uvGvja5GqaGo75/8ARiUAel+FEEegQqOm5v51tVk+G02aJCP9pv5mtagAooooA8d1H5/i4g9DB/6Ca9irxaUlvjI3sbf/ANANe00AFHQUU1ziNj6A0AfPWjOdY+MTuekE1vjv/wAs8/0r6Hr59+HamT4o6k4HAmt//RRr6CoAKKKKACiiigAoopDkqQDg44oAXNFfNXg7wR4i8Ra54gtrbxld6e1o1uJniMn77ehIPDjoBjnNdefgXqU8sMl74/1W48tw2GVj0IPBMhweKYHs1FeAfGlrrw1D4bS2vbmU2C2wBaQjzDGJPmbHc7eTXrXgDX4/EvgfStRVlMjQLHMA+4rIowwPvkZ555FIDoxIhkMYdS45K55H4U6vDdAQL+1JrgBOPszN19Y4/wDGr3jvxFqXi/xyPhro04s4m2vd6hG7F1AUs6YU9MbRg9+DQB7As8LyGNZUMg6qGGR+FSV4nc/s+x2tglzoviK8j12NlcXMx2ozZ+Y/KNy/ma9X8OWN9pfhrT7LVbtbq9t4Ak1wCxDkd8tyfqaANF54onRJJURnO1FZgCx9B69DUlfNfj3xHNL8ak1uKCWfS/D88EUzISU+VxuOfughpMc4r6G0fUoNZ0ey1S2x5N3Csy4IOAwzjI7jpQBd3KWKhhuHUZ5pvmxmTyxIu/8Au55/KvnSbwveeMPjr4o0uDXLrTIgrSTPCSS6DygU4I67h1z06Vuax8BINM0i51TR/EOqf2xbRNNHI5HzsoJwNo3Antyfxpge5UV4NB4n1HW/gR4i03UHdNT0oPayTmRmaQRvHknJ3ZIbac+n4Vm/D74deIvFPgux1KHx1qOn2shkVbWIyEJtcjtIByQT070gPovPOKb5iGQx713gZ255x9K8x8KfCS68NeLIPENz4qvdUlhjdfKmQjflSMFi54Gc15pLp+r+K/2gdcsbbULjQ7mQyRmZC+8RIoAxgqfmAB9Oe9AH03RXz94z+Fln4a8M3utal431SfUoYy8RllC+bJ/CoDNnqOxz19MVp6Pcalcfsx6hPe3F0Zvs8xjlkdt5jD/LyecY444xQB7dTWdEKhmVSxwMnGTXjvwE8Zw6j4cj8NTk/bbPzXRmkBLx7g3QnPWQj0wK0PimgbxX4NJJ/wCQzZj/AMekoA9UqJrq3S4S3eeJZnGVjLgMw56Dqeh/KlDJFb73YKiLksxwAAOpr5x1zXJ5fjQPGbW5fRdL1JdMaVWJUbRtLbvujlyeo6/jQB9JUVXsbyHUdPtr23YNDcRLLGQQcqwyORx3rx/xr4g1Lxz4+b4b6PcfYrVcPeX8TMXAVSzrhTjHKrg9+tAHsizwvIY1lRnHVQwJH4VFqEtxBpt1LZxLLcpC7QxtnDOAdoOOcE46V47cfs/RWVnFdaD4hvYtciZWW4mYKjNn5j8g3Dvjk16zoVrd6Z4dsbXVLtbi7t7dUnuMnDsBy2W5/E0AeZvD4/0wza++oQ3VzfGSIaH5k4EAYkK0fJJK7QfuDjdyK7/wZbatbeGYP7bnaW/md5pAWY+WHYsEy3Pyggdq8F8aa7Nc/GpfEcUDy6Tol5BbSTZJj+RlDfN90cue9fR2l6hDquk2moQFTFcwpKu1gRhhnqKYFskAZPAqguuaS9/9gXVLJrzO37OLhDJn025zXlXjzxDf+MvG4+GmkmS0hLI19fxMxKptLOuFPTBUfNxng0niT4L6Pp3w/uTp80v9q2EBuUvPLQPK6ZY5IXdzyBzxx1xSA9lorzr4L+IbjWvAkdte7jd6bM9m7MxYuE2kE556MB+Fei0AFFFFABRRRQAUUUUAeE/Gom08V6VegfdeE+neSvWvB1z9s8IaXP8A37dT1zXmfx8t/wDiUrdjrF5R6f7T/wCNdr8Kbg3Pw10Z2HIhxQB2dFFFABXMfEQ48A6uf+mB/nXT1x/xQYr8PNVx/wA88frQBU+E6j/hCrRx3L/zru64T4Rr/wAW/sGz13/zru6AOA+MBI8ESY/vP/6LeqXwXUr4blJ7+X/6AKt/GM7fA8hzj5n/APRb034QY/4RYkekf/oC0Aeh0UUUAFFFFABRRRQAUUUUAc147sW1DwtcxJ1COemf4GFecfs/XIMes2h4eIx5/Uf0r2t0V0KsAVIwQa+fbW2uPhv8RZHZi1vqkwA6oAPOP0B4NAH0HRSKwdQykEEZBFLQAUUUUAFYWp+L9G0jXrPRry6SO8uwpiVpEGdzbRwWB5PoOxrdrx7xpFG/x28N740bFnERuXPP2kc0AewO6xozuwVFGWYnAA9a8q1X4++GdPvDBBZX96i53zW/lsg5I6h/bNZfxi1C+8ReItF8D6U8kZmdZ7qaN24RnMWCF7DLE59q9X0jw/pmiaVFp1naQpAkao2IlHmYULlsAAkgc0AR+HPEumeKdM+36XOJIgwVhvUlGwDg7ScHBHFarusaM7sFRQSzMcAD1NeL/C3Tl8L/ABV8UaFC5a2miNxGOgULOyAYHHQ1W1qa9+M/jC48PWN2dN0fRXf7VNG7MbgmTZgY+XlVJGfU9RQB1Or/ABx8JaTdCANcXh3FS9q0TqMHGc767Dw34p0rxXYNeaVcLKiEK671ZkJAOCFJx1/Q1LpXhvSNGsI7Oy0+2jjRFQkQoC+BjLYAyeKxfCHhXw/4W1bWG0m+ElxqMvnzQGSM+UAzYCqoBCgsRz7UAdfXMeEfHWleNJNRTTEnX7BII5DLtw2c4I2sePlNZ/xS8ZJ4O8JySqN11eCS3twGwQxjbDdQeDjp6ivOPCVkfg9420/T7y7a4t/EFlFvZx5Yjn8wKRycEAMffmgD36iiigAooooAKKKOlAHzZ8YYTqfjmwgDY2M3v/y1Ir6K09PL021T+7Cg/ICvnnVSdX+LaRDnaT7/APLfFfRsS7YkX0UCgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQ3XFnP/wBc2/lXhvw8Vj8UL58cZh/9FPXuV3xZTn/pm38q8Z+G5VviFqJ75i/9FPQB7ZRRRQAVieMDjwfq3/Xs/wDKtusTxh/yJ+rf9ez/AMqAOI+BqsPBzkj/AJeGr1KvN/gmQfApx/z8vXpFABRRRQB4T8fudd8Nj3P/AKMSvYfDq7NEhHu3/oRryP4/Rn7f4fmx90n/ANGR16t4Tm+0eHoH/wBpx/48aANuiivN/ir8Sr7wALBLHS0u3u1dvNmLbE2lRjjqTuPf0oA9IoryK1+IfxE1NA1r4IjtgxwDdJcY+vCDiu18DXniW90meTxPa21vdCciJYFkXKbRyRJz1z0oA6iivGvG/wASb3RfjBouh28sa6crQrd/O3JkbnOGA4UqRkd69loAKK840f4mSX3xMvPCl3b20KL5YtnDfO5MJkbOTzzgDAr0egAorzD4rfEnUvAuo6Na6ba2dwb3e0guN2RhlAxtI65PrUvxQ+ImreCLrRrfTrC0uW1AuGM5fgqyAAbf96gD0qivNPiD8RdW8I+KPD+k2djZzJqTBZGmL5XMgXjBHY+9el0AFFeZ+M/iLrHh74k6H4ZsbCzmg1ARFpJS+/55CpxjgYA9DXplABRXjQ+KU1x8cLbQ7e4hbRpNkIYOTucxFh0fbnewHTt616/d3EdnZz3MrBY4Y2kYk9ABk0ATUV4N4Y+NHi3XZrqC08LJqErSKElg83yofl/jwH64J7Vua546+I/h7SZdXvtB0X7FAA0ioLjeBkDqQAOvegD12isfwtro8S+HLTV1gMAuN/7stuxtdl6/8Brhfit8TNX8CarpVpp2m29yl2jOzTB+SGA2rtI559+ooA9SorySL4h/EO7GYfAnkg8Dz1uP6Riu08D6p4j1bSZ5/EunwWNyJisccKSLlMDkh+epNAHT0UjMFUsxAAGST2ryK4+JfiDxZr1xpHgfTrWS0iCLJqF0ZHVWYbusWQBwR160AevVk+J7q6s/Dl9PZ2D384jwLaMkNICQCBhWOcEnoelec2Xjrxl4e8a6X4W8R6VaXi38i7byy87CqxIJ+fOcHk+gre+IXxHPhG8sdH07Tzf6zqIxbx7vlQlgoLBfmOcnGBzigDH+Ffh27s9Sv9QTTLvRNPIjjSxuQQ8rASbnYbEH8agcH7terV4pqejfEzQ9Pl8VzeILedrJDcTaYr3PlMqdQAW5yAScgV0umfE5tX+E+o+L7aziS7slkD2zPuUOpGMkc4IKnt/WgD0aiuK+GHjebx54WfUrqCGC6iuGhkjhJ28AEEZJPQjrXa0AFFeY6V8TLzVfixL4YggspNMAXbcIxLn9yZDyCV+8MVZtvHusTfF2Xwk9haJYxqpMwZzJzC0n06jHTpQB6LRXi5+KPjGfxjqOiaZoFneGMxBZAJisW6Pdl9ueOvp071Z1XxH8UvDtpJrF5pui3VpChklht1uSwUdevA9cn0oA9formvAvjG28c+Go9YtoGt8yPE8LOGKMp9R6gg/jWH8WvHP/AAhvhh1tmA1K8RhbZfGMMgY8EHgMSMelAHoNFcx8PtefxL4KsdUlkR5ZTIHKnOCsjAdz2A7109ABRRRQB87fGq5+1fEHRLUDrsH5ute96Ra/Y9Njh9CT096+evHAOqfGXRVXokkOe/cGvpOgAooooAK8W+NuTrmgAev/ALUSvaa8Z+Mx/wCKl8Oqem7/ANqJQB6poSldIiB65b+ZrSqtYACyjA6c/wAzVmgAooooA8SjDN8ZpDjgG3/9ANe2143ZEP8AGG4ycY+z8f8AbNq9koAKRhuRh6jFLRQB4D8O5BB8UdUiI+9Lb/8Aok179Xz/AGijRvjCAT/x8TQe3RMf1r6AoAKKKKACiiigAoPTjrRRQB84+DdJ8aav4h8SxaPqdjp8m62F2++ZesZ2lNpHYHr612+hfC/xVY+KtP1nU/HFzeJbSbpLfMpVwAfl+Zz1+lcJ4b8a6/4X8S6++neD77UTfNb7hskBiKR4GdqHrnP4V2ifEb4iXKZh8BGEngGZLgj9EFMA+KQVvH3g5XUOjalaKysMggvICDWVrVtqHwo+ID+KLYSXHhrUZv8ASrdAyrA0p+YgDCcFBgn1A96seNBrup654G1C60acXAu7OW5W3hdkjIkkyORkYGDz0r1nU9Lt/EHh240y8QiG8tzG4KglcjrgjGQefqKAPDNA1eHUfjxrms2RJhn0driLJGRmCM4OCRkdODXV/BvTYZ77xN4gk5u5dXu4CSASF3I3Xr1rk/APgq78MfG3UtNe2un077NPHFdNCQhRgCvzYxnHHHGall1PXPhB4+1aR9LudT0C+mkuA8KOoUykEc42bhsxj079qAPoEkAZJxXE/FfxC/h74fX8kEZlub0fYoFU4O6QEZGOSQMkY7gVwd7rXiP4yxQ6NaaLPouhPOskt/OJC5CckAhQuTkYBPUVBH4Z1Cb406BoU6X0ujaDaQeXcPGxjmaNC4Y5+XJdsfhjrQBz/h7VfEy/Dq88LxeBr+f+0VmaS+eKQZaTkNjyznHy4ye1dv8ABDxDcW9rN4I1K2eG+03zZB5hIYJuU7SrcjmQ9hwK9hACgAAADgAdq8U8S6LqOnftE6JrOm2V08F2IhcypE3ljIeNssox91Qef5UAP8G/8nIeLf8Ar1f+cFemeM9aj8PeDdW1SQbhBbMVXONzEYUZ+pFeG3HiPVfCnxy8S39h4futSmud1tHEqsBz5Z3cKSR8nb1rql8HeJ/iZqlrq/iqYaVpMbK39kxiXc+w5G5ZAF53HJx0HSgDnNIs7mf4HeMfEUieW+qT3E6RsDwjPHnnvyre1Hw78J+Ntf8AANidM8Sw6XpbNIEEbzCUYds8KwXk5/SvTviLp8Wm/B7V9PsYCYoLJYY441GdoKjoB6cnAryz4e/EDxX4f8JWWi6d4HvL6OIuVutsoV9zluioemcde1AHrHgLwZq/hRLn+1PEc+rNM7OPM34GdvPzMeflP514V8RF1U/GjxE+jyXKTxwK8htWZZPKEKb8Feen4eteu6F418eaprdlb3fhCOysZZQs8sizhkTuQSgGfrXP6Pp+ot+01ql++m3SWZhZRO0TeWcRIAd2MckUAQfCTw74S1q4h1i4vrq+16MOJbPU5IpGjZSAWCkF8A9Ccda9F+JyLH8LfECIoVFsmCqowAOOBWP45+F0Ou3x8QaLePpuvQhXjeNQqSMuT8xUB8nOM5PQcVxuo+LvFeoeG/EHgrV/Ds0l3a6a6m9txK3nFdoBwy5OQc5zzSAzrDwhPD8NvDnxB0VsatpMAlktwh2zxxySbslRuJIIB5xgYq7f+NIfGx8DX7LHBfrrlrHc2wcEo6s4JxnIHIPPrXpHwlgmt/hbokF1bywSpG6tHKhVh+8bqDXnvjfwBcab8XdG8UWEUs1nd6patPFDAT5T7vmbIGMfICSe7UwOs+M3iQaX4Gn0m1V5dR1Py7aKKJvnw5OSADk5CkcDqa8z0++8TS/C5vBdv4DvxHNGfMvJIpMs5ffv2iLnsBznAHNdZBp2p69+0f8Abbyxu4tO0uDMEjxN5bYjGOSMZ3SE8ele10AePfC3xLOnw91Lw/exGLU9EiuY9jMQ5RACMg/MMF9vTsKufBayhmtdf1plH2ufV7pGYgZCkocZ69RWNe6Bd2n7R/nW1lcmw1SzYXMyxERruiZT8wGOqg89zWWdd1v4OeMdXhuNKn1Hw/d3El2s0SuoUykEfMRsyNuCPrz2oA+giQOpxXB/F7xC+g/D+9W3j8271AixhRW+bMgIJAHJOA2Md8VxdxrXiT4yww6Va6PLovh+WZJZL6USGRlT5vlIUJzkY56ioLTw1fXHxz0nTLmK+k0nQLKFIJ5Y2MczRRAhiSNuSznp6etIDA8P6r4mT4bXPhKPwJf3CXqSmS8kikG5nOQ+PLOSPlwc9q6/4UeLJ9P8Jal4YvbV4dS0OG5lCuSCUXDAEHDA5fHQcAV7MBgYrw7XtF1Cy/aNsb+ysLqWy1CJVupBC3lAMjRuCwGOAobnv1pgW/gyg1HxL4m16Vv9InvrmMqeSFLRt1647V6j4pvYtO8J6veTEeXDZysckDPyHjmvFJrvVfhD8RtWvjpFzqGg30ryB4UYbPNIbAONmQUxj071oaj4i8Q/GGJdA07RbjSNBuZFM+oXCSFiqHcwG0bOeMAnt+QBq/AlGudH1nVQCsN1qlwyAjsRGfp2NeuVkeF9Ag8L+GbDRbd/MS1iCGTYF3t1LED1JNa9IAooooAKKKKACiikJwCT0FAHi3x8vUGlrYfxyiLHP+0/+Fdv8KIjD8NNFQ9fJrxv4rXv/CQfFe10qLgRtFHwc8jd2/GvffCNkdP8J6ZanrHAoPGKANqiiigArjPitn/hXWqY7oP512dcZ8VTj4e6jn0FAEPwiBHw607P+1/Ou5ri/hQQfh3puPRv512lAHmvxvlEfgUg/wATuP8AyE9S/BxNvhIH1Ef/AKLWqXx1eMeDI1fOTI+Mf9c2rc+FsAh8HwEdGWP/ANFrQB21FFFABRRRQAUUUUAFFFFABXB/E/wk/iPR47iB9txZLI6fLnPykjoM9QK7yigDyn4SeOm1S2l0bUl8u7tVQbnf73AXGGOeoNerV5H8QfhpPcXK6xoEvl3m5mkQqcHksPuDPWuu+Hsuuy6Cf7dVFnUqE27+RtGfv89aAOuooooAK8h8Zf8AJdvDf/XlF/6UivXq4DxF4F1TV/iRpPiW31C1itbKKOOSJ1Yu22bzCBg45HGfbpQgOc8KyY+Puui6KhjYyiHd3H2rjGf6V7C7rGjO7BVUZJJwAK8z+I/wvu/FWsafruh6jHY6paAKfMyquAxdTlBuB3H/APV3ztX8EfEHxtbxWWu63pmnWUb5f+z/ALQXlBGCCHIBGCaYGZ8MdSl8U+OfGPiSCFkijt3t7fqd2+V3Xkd+B0Pem/s1mM6R4gyR5/2iLfnrja2Pfrur1zw34csPC2jx6bpyFYUxliqhnIULuO0AEkKOa84uPhh4g8N+KbvXfBeq2qC+ZmuLW8EioCXLgDyuoHTnpz60Ab/j34bWnjDUItTvdfv9PgtrcxvHC4WPaCWLHPA4PJ9AK84+Bfh+0u/Geu6vZGUafZD7NbmTBaXMm4MSBjO1BnH96un1X4c+M/HMkKeKdfs7OxiOfI0zzj5meuRIcdMgHB69K9FOgJY+E5tF0by7RvsjQQybMYbZtV22454GSPSgDxfV01X4w/EKQaObazt/DTlFluSzpI/mnBG3jkID1HT8pvHHws8Y6locl9qXiWO/axR544FSZuiknbuY4JwB09K7/wCFXgG68AaHeWd7dW9zcXNx5peAHAG0ADJGTzn86708jFFwOQ+G/jGHxr4VivUjMc0G2CdS4b5wikkd8ZPfniuvrzv4W/D7UfAZ1kX19bXCX0yPEkG7CAbuTkDk7h09OteiUgCiiigAqO4bZbSv/dQn9KkrjviP4si8KeG3lkTe9yskSDcBg7D70AeXfDmFNT+KF/e9VReO/PnA19BV4n8AtHdbDUNSlJ3SumBj1AavbKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK2ots0y6b0hc/oa8T+FP77x3qUvvF/wCinr2fWmCaJfM3QQPn8jXkfwehU67qM65wWj6/7j0Ae1UUUUAFc746lEXgvVT62zV0Vcn8RJI18IX6Pn5oGAx+FAHPfAsf8UBu9bmSvTa87+C0Ih8AIo73Mn8xXolABRRRQB5Z8atKe/0i2uF/5d0djxn+JD/St/4XXf2zwXC56iaQdc962fF9st14S1VGGSLWQrx3xn+lcP8AAy8aTwfLbSjEiXDEc+vNAHqdeGftG6hHDZ6NZlJC8olYMB8ow0R5/Kvc68U/aJljXSdJjZ1DsZSqkjJ+eKmgEi+NniDUNqaN4A1CZTkeY5kYA/8AAY66yDx5qVt8MdQ8TeIdK/s69gEgS1IaMuchU4fB5Zh/T0ru7dg0CsGDA55Bz3rxX4jGbxt8XNE8FpKIrG3USXTBid+R5hUjp92MYyOpoA43w/F4en+EGtJqmt2a69fsZomlmjMyeUV2L8x3/MUI47NxXs/wl8WyeL/BMd5clftkM0kMwD7uc7lPJJ6EdfStm28C+FrQfu/D+l9c5NlF/wDE15ZZ3MPw6+Ov9h2sQGna2LfAGE8s7HQcDAOX/wA5oA5HX9Cvbnxz4n8S6fJ+/wDD7Wd35OGzIPLVjyORgIc17voXjyw1nwDJ4tMTQWsUcryRF1LL5ZIxnOMnAx9RXF+BI4br4leNreQq8cy2aMODuBt3B+tea3+hX2i+MX+FlrfM2m6jdwNJMdwbDCNido+Xjb6UAZ/iq6vfGUqeN75WtkuJ1t7W2yzKFj8tWIJ7ZcnjvmvRfj9/yGvB3/XaX/0OGl+N2n2ujaF4dsLUCOCKSXapwOssTHoAOpNM+P8AIg1nweS6gCWUk56DfFzQAnxt/wCSk+CP+uq/+jkr3evBfjjLHF8RfBUkkipGkiszMcBQJlySewr0LV/i14R0hWLalFdEDO21nic/+hikBwXxK/5OB8FfS3/9HPXonxM8VJ4T8FahdKA11JCY4ELbcsxVM9c8bwePSvNfiHdwXHx68EzJIvlkW/O4cfv3FP1eG2+J/wAa7S3Lh9H0iOMOvDiUsrSnjlcEgKfYUwOVn03w9pHwys2i17Tn8Q6fPJeIkUsZMjGRML1D8LGMcd/SvfPBHimHxx4Ph1c2yxCcyRyQEhgMMRg/UYP41NF4G8LQwPEnh/SwGBGRZxZGfT5a8w+HbJ8PPiPqngN7gzw3RimglY4wfIZ24zjsBwO1AHC/D74jS+Cby/0qz0qG5n1G4iEbyzGOOM7ccgKSeten33gDxL8Qr62vvFmqQWFlAwA07TxIyyqDk7vMwMkgfwniua+D/h7TPFfh7xZpt/GkkU0kKCVVVnjynVSQcHIH5VdEviP4IOtuI5Ne8MSv5ry7JPNthwGH9xclsj19qAPboLeG1hWG3iSKJc7URQoHOegrwX9oq/jg1nwuhR2aHzZjjuN8fA9/lP6V7F4Y8WaT4usGvNKnEio210LoXQ843BScZxxXkv7Q0kceqeEmd1AWSZmyeg3Rc/zoQFyT476ldox0fwHqdxgcOxYgH3Cof516j4V1e913w7bahqGmyabdSlw9rJnKYYgdQDyAD071g3fxZ8H2gJ/tW3mwM/ubiFv/AGerXhP4i6H4yu7m20zzg8G3Pm7Pm3Anjax/umkBS+LuuSaJ8OdWaHImng8lWDYKhmVCeOc4c1L8KvDf/CL+A7SyfBnaSSSVgm3JLkD36Adao/GnSJtT+HGpSQZL20Yl2gEkgSIx6eympvAfxF0fXfBqajd3tpZTRNIs0M1wilcEkHk9CMdfegDu5HWONnY4VQST7CvGPhe8Hj7xzrfja7hCTW7wRW0WAwT90ytyc4654xV/TfiJqnjfx0NM0C0jPh5EEd3czKxb5kYnBRig6YGe9YHwjvrf4f8AiXV/B2tyrFdzzQvFKxCIcxlsfMQfQcA8mmB7jfqj6ddLJjy2icNn0wc180fD4n/hSnj9QTsCoR9dvP8ASvTPin8SLDTdLn8N6YDf6rqlu0EX2WRXERfC/NtO7OCSABzisweDH8Efs/8AiCwuZEku5o5ZpmUYGSQqgZAP3VHXuTQBwvw81Wf4fa14emMzPo/iLJm3sVEbJJJF1yFOCVY57fhXsvxQ8axeFvD0lpB+81bUImis4wwBySqZwDu435GB1FcbpGhxeIv2aTAvlmeKC5licgMVKTs+BwSM7AOPWsn4Y2d78SPF9v4u1J44otD2wRwjc3mE+Y2ctnGCwNAEHgHwjJ4J+NFlo810tzKITK7quBlopsAZ9gK6a1/5OWvf+uUX/pK9PmYf8NMRDIz9lTjP/TCWobOWJ/2lr3ZIjZjiAwwOf9FegCT4bf8AJUfFn/bn/wCiHr1PXZI4vD2pSSgGNLWVmB6EBDmvGPCHiLSvD/xE8W3epX0EMe21Zd8qqXxC2Qu4jJ5H50/XvHWo/FWX/hFfCdhPBp1ziK81C4ViEBIb/lmSAMKw5POccUAWf2boJI/CWsXL5EMl6FXPA+VBk/qPyrJuNb0Pxr8Vxrmq6rY2mk6KkSQQTzIftO5WZj8x28MQDjsB3rf8bXGn/Cz4W/8ACJ2DzT3GoRTxW8jFVb5nAYnGDwJOMDtW94I+FOh6F4dtrfU9Osr6+DO0k01sjk5Y4ALLnGMUAcV8JfEeleGvGGoeD7W8F5Z3k0b2dysqld3lEuODjqAOPxr3mvFvjF4Ti0WHS/GGh21pZnRZBLJDDCIxKfNj2/cA7k5r1zSNTi1jS4b+EYjl3YGQejEdvpSAu0jHCk+1LVXU7pbHTLm6bpFGW6+1AHz/AKRF/afxeDn/AJZSQ+/8BNfRVfPPws3ax8QLy+4CrJF79Imr6GoAKKKKACvEPjU+fF3htP8AbH/oxK9vrxL4uRpc+PPDaZOVkXP/AH2lAHs1kuy0RfTP86npqAKgAp1ABQeBRTZGCxOx6BSTQB4nozC6+MV057fZ/wD0W1e3V4l4LSOf4o30qE4Hkf8Aot69toAKKKKAPBPjHbNo/jrw/q0P3Mh5OMfdZR1Fe26PqMeq6bHdx42uSODnocVzHxM8LL4k8L3e1ts8Vu/l/Lnng+me1cB8EvF8tssnhnUFCyLNlHLEfeUt0J9qAPdKKKKACiiigAooooAKQilooAKKKKACignAyeleYaV8ULvVPjHd+D47W1GnweYgm3EyM6Lk98dQRjHagD0+iqmq3v8AZukXt9hT9mgebDNgHapOCe3SvH7H4/rKLu1fw7c3mpLcvHbw2J3LIgPyknls9eikdKAPa6K8ZuvjT4g0pYb7WPAt5Z6VJIFaV2kDKDnH3kCk8dMitbUfjp4a05bcNZ6hLJPbR3KpEIyQHUMFPz9eaAPUKK8Tj+Pd5q+oPY+HvBt5dzfwb5CWA4yWRFYgc+vpWjqfxQ8T+HfCM2ta54bghlN0sEEA82PggNli49A447ge9AHrdFeKW/7QsVxbQ+T4S1Ke5ZBuWNhtLd9pAJI/Cup8BfETVPGOsXVrdeGLnS7aONnSaUsckFMKcqBk7ifwoA9Corzrxh8WbTw5rbaBpulXOr6zhdsMDAqCc8Hblsgc4296w/8Ahb3iPSry0fxH4Nms9NuJFQzp5imPd0yXUKT7ZFAHsNFV7C8i1HTra9hz5VxEsqZxnawBHT61yfxP8az+BfCg1S0ggnuXuEhSOYnbyCScAg9FNAHaUVjeEtak8ReEtL1iZI0lvLdZXWI5VWI5Az71zni34it4X8Z6LoTaeskOoSQq908u0Rh3ZemMcbQetAHeUU1HWWNZEYMrAMpByCDXFeF/G19rvjfXtCuLK3it9OllSOWNm3MEKAZB453E0AdvXlnxf8Q6eLJ/C+o2mtrDdRJObywiVlyGJEZLEDJKdPcV6Fr+qpoXh7UdVkClbO3ebaxwGKqSB+JwPxrmvhn44l8daJeX9xFbwPFeSQxxxMc+WApUnJPPzfSgBvwlhvIPh/aR3ZuvLEsn2T7WCJRb7v3e4HocenGMYruK5vx54pfwb4PvNcjtBdPAUAiL7QdzheTg+tWPB+vv4o8JadrclsLZ7uLeYg24LyR1wPTP40AblFFFABRRRQAUUUUAFFFFABRRRQAVmeIb9dN8P3123/LOFj1x2rTrzD41+JYdM8F3enrzdT7FUBhwCT757UAeY+BdPl8TfGaTVznyY7uRzwW6Ad+nevpxFCIqjoBgV5T8CtFay8IrqEn+su3kk+72O3/CvV6ACiiigArgvi/ME+H9+ndgv9a72vOvi/JEfCk0D53Psx09TQBe+Egx8N9L+jfzrt65D4YReV8PdLX/AGCf1NdfQB5D8fZMeGbWMDku/wD6A1dz4Ci8rwhYr6xRn/yGteffHZibfT1J+U7v5GvUPDSLH4dsVXp5Ef8A6AKANaiiigAooooAKKKQkKCWIAHUmgBaK8p8afGaDQLxbLS7D+0JSDuKSAgEEj+EnuK82n8beNNYm3pp9zAvXH77uf8A69Zzqwh8TLjTlLY+n6TPOK+arbxx4tsG3S6bcSY9fNr0vwf8VoNaLQalafYZU2gb3A3Z4/iIojVjLZhKEo7npWaUVHHIkyB0YMp7g5p2cVoQOopoPFOoAKKKQ57YoAWijnvRQAUUUUAFFFFABRRRQAUUUUAFFFFACEgAk9BXzJ8WdZn8ZeLbPRbRCY4JWGVJbrIUzgZr1v4ofEC28IaP5CIs9zdxyRqFkA2fKRnrnrXGfAjwrKsl/rt/l3nVNgdDwTh85I96APWfC2gQ+HdGis4mLfKpYkAchQP6Vt0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZfiNtvhrU29LaT/wBBNebfBhC0N3LjgyD+TV6H4uOPCGrkf8+sn8q5H4MRqPB7SD7xmbJ/E0AekUUUUAFcF8VJ/L8OumPvxsP1Wu9ryz4zSMlnYoDgMCD/AN9pQBtfCaPy/A0S/wDTeT+ddzXMeAY1i8KwqvTzHP6109ABRRRQBBew/aLC4h/56Rsv5ivH/Adx/ZXj2fRsYUlGB6dY2PSvZ68H+I10/hP4l2OrRxlkl8vOOMYwvX/gVAHvFYuv+FNG8TG3Oq2UNw1uT5ZkiRyMkEj5geDgVqWlwt1bJMmNrZ6H3xU1ACKiooVFCqOgAwKy08O6Wmvvra2cI1BwAZvKXdwpX72M9Djr0rVooAKyLzwzpF/rtrrVzZQSX9qAIpWiQsMZxyRngk4wa16KAM2y0DTNP1O71C1s4Yrm62ea6RKpO1do5Az0PeiTQNKl1uPWXsLZtRjXatwYVLgYI+9jPQnvWlSEhVLMQAOST2oAyta8NaT4hNudUsoLk27bo/NiR9uSCcbgcZ2ik1jwxo+vS2smpWFvcNatuiMkKPtyQSPmBwOB0rmvEfxd8K+Gr0Wk1w15IV3H7HJFIF9jlxg1t+FPGujeMrF7nS5vuPseGR08xfQkKxwDg4+lAFfxT8P9D8X3tpd6pG5ktlKJsVMEE5wdynj/ABNTaf4C8LadGUh0HTWyc7ns4if0WoNW+IWg6J4rtvDt/OYbqeMSea7osUYOcbiWBH3fTuKr6l8UvCOmxSO2r2twUXdst7mJ2PsBv60AbN/4W0bUtatNXu7GCW8tABFI0KMRg5HJGeCcjBqTTPDekaPd3N1YWFvBLcFTI0cKKflGB0A7E/nWYvj7RG8Fv4rEj/2cucjKb8h9mPvYzkjv3rd03UbbVtPivrOQSQS52sCCDgkHkEjqDQBbrKPhzSm15tbaygbUCoTzjEpbABX72M9CR16Vq1zPh3x1o/ifUbyxsDL51rs37ymG3KWGMMewNAGjofhvSvDkc8el2cNss7BpBFEqZIGB90D/ACa03RZEZHUMjDDKwyCPQ06qt/qNnpdnLd3tzFBBGpZnlcIAB7kgUAZ/h7wrpPhdbpdKtkhFy6vIFRF5AwPugcf4mqninwLovjCazl1WJme1zsKqhyCQSDuU8cfqa4y4+P3huKcrFperzwLjdcRxxlB+O/FegWHifStS8Oya7a3UcljEkju6yKdoTO7JBwOnrQBVtPAfhWzGI/D+mHnOWs4v/ia2bTTrKwVls7O3tgxyRDEqZ/IVleEvF2meM9KfUdL8wQxymFhLt3BgAf4WPYiruu63Z+HdGudVv3K21uoZ8EAnJAAGSB1I70AXpnjjgkklwI1Ul93TAHOa8o0XwN4B+ICr4l0+zmgh83yzbiKBYyUx1UKw54711vinQB4/8PxW1rrD21hMcTGH5/NUOpIyGx/ARznrTZPFXh7wr4j03wbFbtDPdANCkCRrGu5m6jIIyQegoA6ax0+z0y1W2sbWG2gUkiOGMIoJ68AYrC8V+A9C8YiM6pb/AL2NSizRom8DIONzKfT9TWrda/o9krtc6rYwhBk+ZcIuPzNcPqPxx8I6eo2vcXRIJAt2if8AD/WUAdJ4X8CaD4RhZNNtEMjNuM8saeZ3/iVR6n863NQsLbVNPnsbyJZbedCkiOoYEH2IIrh7T4xeGbiPRnlFzajVWYRGcxqIwrlMud/AyDyM1qah8S/CWnKxfW7GUqu7bDdRMT9BuoA39L0ew0fTE02xtYobRd2IkjVV+YkngADv6UzRtB0zw/avbaXZQWsUj+YywxKgLYAyQoHYCsbTfiDomq+D7zxPbmUWFoXEocpvBUA44YjJyMZPetLwx4lsPFmiR6tpu/7O7smJNu4FTg52kj9aAH/8I7pf/CQHXPskP9olQvneWu7AUr97GehI60R+G9Jh119aSxt1v3ABmESBuFK/exnocdelZXivx/pXhDU9MsNQhuXl1BtsRiC4HzAc5Yf3h0rqqAOJPwp8KPrbapJYJJIWVvKeGIx/KMdNn9a7G3toLSEQ20McMQ5CRoFA/AVLRQBkaz4Z0nX5rWXUrKC4e1bdEZIkcryCfvA4+6Ola9FFAFPVdKs9a02bT7+FJraYYdHQMDyCOCCOoFT29vDaQLBBGkcS5wqKABk56CpaKACuB+LevJpHgjUYQMyz25C/NjHzAf1rvq+afjdrD654wstHtATuiVMKc8kg9BQB0n7PelSRaVdX75+efAyPRWH9a9yrmPAOiHQfCsNow+fe7H5cdWNdPQAUUUUAFeJ/EFvM+JmhLjOJY/8A0Ja9srxbxGBL8VrAMfuyxY/IUAe00UUUAFV75tun3DekbfyqxWdrzFNAv2HUQN/KgDyP4ZZl8dajIBwDF/6Levba8Z+Dah9S1KUn5t8f/oDV7NQAUUUUAHWvCvip4Fm0zVI/FekOxeBA7xBCASpA6qPQmvdajnhS4geGRQyOCrAjORQBwXw3+JFt4x0wC4Vbe+EpTy945HUdTnpXoNeFeO/hhc6JdnxJ4fnctAgY26RkFiMD+AehNa/gX4wpqWyw1uyNjceZtDySbcg5IPzEH2oA9eoqOGeK4j8yGRJE9VYEfpUlABRRRQAUUUUAFFFFAHG/FLxC/hzwDqFxAA11cAWkALY+aT5c8c5AyePSvI7jwzF4S8DaH49S8SXXIbmG/uYwQN6SsSUz97OHAOT2NaOv6cPil8b7jRZnuYtH0uAxzNGchnjznGQVB3SY5HQetdO3wA8KC2kWOe/MpQhWcxEA44P+rpgdU2pQeLPhVNqDKvl3+lO7oCCFJjO4d+hyPwrxn4d/EfT/AARY6loUOjX2o6jJqcxt4rZV+ZSFULxz/Aeimt3wHq/9gp4v+Hc0bFrFL6eGdjjMeFAGD6gluBiqPgjwBYeNvB+ujzfseqRa1O1texou9CoUqCcbtuWJwCKAOmudG8WfFI2f9uWtvonh4TLO1mRKbptmcKwdQnOfTt3r07TtGsNMsrS1t7ePFrCkEblF3bVAA5A9q8p0bxtrXw81i08I+LbY3Onptih1pS4Uhj8m9pOOACDg8Y4zivXLHULTUrVLmyuYbiFxkPFIHH5g4pAeQ+COP2g/FwH/ADyk/wDQoa2vj1NHH8LbpHYBpLmFUGep3Z/kDWL4J/5OE8Xf9cpf/Qoa3fjwqn4VXxIBIngIyOh3jpTA5Pwx8cfDvh/wbpGlyWGo3F1a2kcTiJY8FgMHHz5/Su/0zxn/AMJp8OtY1jSrG5tpUhuIoo5x8xdUyCNv1HTvmmfD/UdCtPh54fE95psMosIt++VFYHaM5yetbU/jLw/brdJBqVndTW9tJdG3triN3ZUBYgKDnPBoA8R8A/EnQPBdvqw1nTbuXXZb+d5XhijLEMV+UFmDdV6GukufjvNNE1zbeBdTn0xPma4lJAAHUnCFRj616D4R8V6L4x0+bUrW3SB4p5IXSfZ5gK4+Y4J45FYfxO8e6Xo3hq/0q2eO91S9hNrDawSKzAyArkqDu456Drgd6AOj8G+LbPxh4Wh1u2ha1hYsrxSsMxlTg8jt37cV5HfWcXxM+MurJPceXpGmWstrGXYMjSqNmecr96UsO+B61PFJfeDfgGLV4wNV1+cxpCdytH9oyORw2dqn8T3FW/C/wH0W78O2F7rN3etf3EQmmWMoFBb5sfMhPAIBz3zQBqfCjWxpmr6p8P5WjkbTJp5bedX4eIupAx6/vCeOOPxrn/jZo0niHxzoekwyrFLdxxxo7ZwGzNjOPeq/ijwXYfCnxR4f8VaXLctYx3cUE8b7QcN5m85UKPugdfxrX8WahDqvxR8Bajbn9zdC1mTkHhjKR0470Aa3ws8Vm0lb4f6sNmr6SZIUk3fLPGhG0gMd2cNxxjC5qv8AD3/krPjL/r6uP/QoqvfFXwUb23Pi/SWePXdJVJ4xGn+uWMlipKjdnBPfsB71xHwo8TSW934o8R6vGUlhgnnuEztJZfKyPmPUkY5PU0AdZ8WdW/tnVdM+HsG1JdSmgmnmZuEiDOSCB3/dg88Vy9nZW/w0+M2ipBOkmm6hZw2kpjYKqyMuzJxheWiVjnnn1p3hjwDZfFfVNX8ZatPdw2t1eSx20MZXOxdoU5ZWHTI44yKv+Mvglomk+DdS1DRpbz7fZxfaI/M2HOw7mHyoDnAOOetAHV/G11k+EequjBlYwEEHII81K0/hT/yS7w9/16j/ANCNeaalr0mvfswTtNGUnsmhsZQTnJjlQA88527c575rv/hlq+mWXwv0BbrUbSArajcJZ1XHJ65NIDvaKrWOoWep2/2ixuobmHcU8yGQOuQcEZBxVmgAooooAKKKKACiiigAooo6DJoAgvbpLKxnunxtiQucnHQV8v8AiG8l+IPxkSyjG2ETqg5LDCZ57+td58aPHqw2k/hewXfdzMiM6vyM5yMA59Ku/BbwONM0eDXL3JvJ97gMmCA2O5Ge1AHpnh/TRo+gWWnjH7iIIcDHNaVFFABRRRQAV5R8YpMW8Efdmj/m1er14v8AF52bxRpMJPyNJDn83oA9D8ALs8D6WP8Apl/U10tY/hZFj8Maeq9BEK2KAPG/jYFluNNiboQT+pr1PQkCaJZqOghT/wBBFeSfGgNNrOlwjup/9CIr17R08vSLRfSFB/46KAL1FFFABRRRQAV5b8YfGMuh6fbWFkC090WUlXI28EdjnrXp8sqwxPI5wqgsfwr5xtDJ4y+Id5K5/cW5JUH5v+Wp+o6Vhia0aNJ1JdDWlDnlY2vh38P00y2kvtRcS3EhUjKdBgH+IZ616PnaMIAKHcNtAHAGKYB61+b4vGVMRNzlI9enTUUMK54YA5rmdc8G2mpQPLEAk6qxU7B1wfbPWuoxiq97qtppnltdOo3dAWA/nVYfE4iE17NjnGLWpz/ws8WzSX95oF+CJLZV2yM5w3OzoT7V62Fr528ZalY6brenanYOu+4nxIAyjjdu7fWvoOzuEurSKZGDBkB4OeozX6Jharq01KS1PHrJc2hV1rUG0vTJbpIGmZATsXqcAn+leDal8ZvEctwyW2hXsYViP+WnPPtX0V1qPyIv+eSf98iukyPmyP4w+LEPz6Pet/39rXsvjzqVnn7Z4bvJB7lh/OvfPIi/55J/3yKhn060uFIkt4iP9wf4UAcf4G+J2n+NWljS0kspowDslkUk5x079TXdV83G3gtvjIY7DKx+XyBgf8vHtX0bLPHbxGSV1RQMksQKAJKK8Z8S/HW10+9Ftp+nS3GwkOyuCOCR2PtVS1/aL09FIu9Fus/7LqP5mgD3GivG0/aK0BlydKvQfTzI/wDGlj/aJ8Pv97S71f8AtpH/AI0Aex0V47L+0R4eQfLpl6/0kj/xqpP+0bpO39xot2T/ALUif0NAHttBIHU4r56uf2g7mQEW2jzA9ssf6GuePxD8beI3MVvBJGAepMx6/Q+9AH09Lf2cAzNdQR/70gH868u8c/GrT/D+LSwtjeTyqwDxzLhTyB0OetcNZ/C3xj4lYSahqSRRDswm5z9frXd+H/gZo2lSedd3BuJAQR+7TAxg91oA858HeA9W+JOrSaxqt01tDBIrhJEdi4ZtxA3cdK+lbKzhsLVLeBAsaAAAADoMdvpT7a2itIFhhQKigAAADoMdqloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMTxgQPB2r5/59X/AJVzPwdRV8DoV7zP/M1v+Oif+EL1bHe1f+Vc/wDBlCvgGLPeeT/0I0AehUUUUAFeTfGlwF0tD/Fn/wBDSvWa8Y+Obn7Vokf94n/0YlAHpPg6MR+HYlXpvf8AnW9WL4UiMOgRIT/Ex/WtqgAooooAK85+L/hlte8NmaM4ktkZs7c/xIf6GvRqhu4Bc2U8B6SRsn5jFAHGfCrVjqvhHJ+9DOyH5s+/9a7mvFfA92PBnjQeFpssbuRZA+doGUPY49K9qoAKKKKACiiigAryD44eJb2zXSvDFtIlvDre6G4uWYjy13oOxAxgnOexr1+uY8Y6F4Z8QQ21jr8trHLISlsZGjEpJK5Ee8HnIUcUAZOhWHgf4faE1suoaYdpaR5ppIVlk59eM4zgVmeGdQ+Huo+OH1PSbmCDVJSqJFvt1Vj5ZX5Ap3E4znnrWnpXwf8ACGlSrILFboqwYfaoon/9kFedfFrTdMk+I/hDSNBtbS3vjKDL9kjVSuZE2lggzwAx57UwJfiLpWnXn7Qfh+3vkjNtd2qNcCQLtODIBnIx0Uda9BTRPhrpi7Gi8OAuQoEi22Tnj0HrXnPxL8O2et/H/QtOu3l8jULWPzdpGRgyDjII/hHUHvXoNr8GvCFptItWkKsGBkjiJ4Of7lAFT4zWltZfCfUbe0t4reFfL2xxIEUZnjJwBx1NYnwK157LTrjwfqcUkF9azeZCJDt3o6l8BWweNrHgd66D44/8ku1T6Rf+jo64/wCIOlXOlXXh/wCIVlLh9OwlxHgjeom2j5h6iRgcnoKAPUfHniqDwl4Vvb9yGufKItoQ4DSOSFGBkE4LAnHOK8h+ANtd2niTXIb9JEuV8jesoIYfJLjOeemK0o4f+Fr/ABci1KGcjQ9AaAqv3xKxUyHoSo+ZQD7Ad61/BDmT4xeL2Y5J+xf+k7UAeq3dzFZWc91OwWKGNpHJIGFAyev0rwvQtNk+N/idvEupO9roumSpDDYld4lO3c+S2V+9tzgcjH1r1P4jbv8AhW3iPZnP9nzdPTac1zPwEaJvhbaiMjctzMJMY+9u7/hikB3zwaVZae9kyWltaMjBocKibT146c5NclBo/h3Qfh74jsPD11BPD9lnll8uSNiGMRHOwDsvesXx78NvC7Xmp+M9cvr9hFCJGtxJEFOxAoVd6nrgceprmfhLpJg+FvjLVzA0K3sMscaMuPljhbkHAyMu35GmBv8A7On/ACTy8/7CUn/ouOt740/8ko1v/ci/9HJWD+zp/wAk8vP+wlJ/6Ljre+NP/JKNb/3Iv/RyUgNX4b/8iBpn/bX/ANGvXm3jz/k4/wAIf9cYf/Rktek/Df8A5EHTP+2v/o16818dMsn7SPhJUYMyRQhgpyV+eQ8+nHNMDodZ+EHhXTtC1e+jgkkmS1llXzUiIUrGcY+Tjpmqf7PljZyfD6S5e1gaf7fIPNMYLYCrgZ69z+dek+Kf+RR1r/rwn/8ARbV59+zz/wAk1k/7CEv/AKClAHPfGLTLG4+K3gqK4jjEFyyQz5ChSnnDrkYx8zdeK7pdB+Guio0ksXh5ccnzltgf5D1rgvjTo9vqvxT8HWtw8givtltLtI4XzcZGQefmPXPau2t/gp4Pt4yn2eSTPeRISf8A0XQBb8eWGn6d8Itfg0y3t4LX7JIyrboqpnPJwvFeXfBbxcfClxa+G9RgJt9alNxa3W/aiH5kIO7g5aMDjufwr1j4j20Vp8KdfggQJGtm+FUAAZOe1cN4U8D2njj4F6ZbOUhvoluBaXJQMYm89m64yASoBwR1NADfjp/yNXgf/r6b/wBGQ17dXyVqvijVdZ1LwtpOv29xHqumX/zvNu3SJI8TLned2Rg/hivrWhgFFFFIAooooAKKKKAMnxLrMegeH73UpQCIIiwXcBnt/Wvn74V6LJ4v8aDxHOSEt50AUjd0Q9zmtT48+K5XvovD9qCyTQDcVYnksD0B9q9J+FXhtfDvhJUP35pWc/LjHJHpQB3VFFFABRRRQAV43qirL8VrfJGVkh/9BFeyV4rPG0/xeUj+CSDP/fFAHtVFFFABWV4lbZ4Z1JvS3b+VatYfjJ9ng3V29LZqAPO/gsit/aEoIyZE/wDQWr2CvGvgRGW029mPQzAfo1ey0AFFFFABRRRQAda47xN8OtI8RK0hRIbnZtVxEhx6ds12NFAHgGo6D4w+H0ong1Br+1Qeb5cQm57EcHHerunftA+Xsg1Dw1ehy33w+MD8RXuRAIwRkVkaj4a0zU8me3TJGMhF/qKAOOh+MWlTKp+wTqScYMi13GjatFrWnLeQoUUsV2kg9PpXPf8ACtNA3h/LbIOfuR//ABNdNp2nwaZaC2txiMEnoB1+lAFuiiuL8cfEbTfBtuyyr59w0RdESRRzwPXPegDsnkSJS0jqijqWOBXL65480XSGeCWeOVsYISZO/wCNeBah468TeP8AVHs7KNre1nbauWkOAPocd66HRPg7E6Jd6vds8z/MwVB3/wB4ZrixWYUMN8bNadKUzqNC8WeEPD2o39/ZxzeffzyTyl5YuC5BIGADjKjrmu203x7ompbcXMURbs8yf4156fhVoIP35P8Av3H/AIVDP8I9ElUmOaVX7fIn+FcEeIcJJ2N3g5HdxeC/DF74l1HxBFdmW71G3e3mVZI2XayhTj5c5wO5NanhbwlpXhSC4h0zeRPM8zmTbnLYyPlA4+UV43L8Ptc0CQ3eiX4xF8wVg4z6/dx7Vr+GPipdaVq0ej+IbRzLnYZ1YhcnGPvn616GHx1Gv8DMZ0ZQ3PYNY0mz1zSbnTb+JZLa4Qo4Kg49xkEZHUcVkeEPBGleC7WeDTDKyzSvKTLtyN2OBtUcDaK3LG+g1Gziubd1ZJFDDDA4/KrNdhic3pngjStK8W3/AIltzMb++DCXdt2gHaTjCg/wjqak8Z+EbPxt4ebR76eeCJpFlDw43Ar9QfeugooA8zs/gX4RtIY0YXM7IoBaUREsfU/u66HQ/hz4b8P3y3ljYxCdUZA7Qx5wwweQoPTj8a6uigDy/X/gX4b13WrjU/tl9ZyXDF5I7by1Qkkk8bO+fet7wr8MfDnhGWKeytzNdRghbi4jjMgyOSGCgj/65rsqKAOd8QeC9K8SajYX195omspY5Yym3koSQDlScZY1vxRrDEkSfdRQo+gp9FAGJ4p8Laf4v0gaZqfmfZxKsv7vbncucfeBHc9qyj8NdB/tPRL9ROs2jxxxW23YAVQsRu+X1YnjFdhRQAVxdz8MNBurrW7h3ulbWFZblVKbRuZWJUbOuUB5z3rtKKAMrw34fsvC2hW+j6fvNtBu2mTG45JJzgAdT6VfvLWO+sri0mz5U8bRPjrhhg9frU1FAHE3Pwv0Sbwbf+GUnuorS9uvtckilN4fKnj5cY+UDpn3rF0/4D+EbFEDveXLL1MwibP/AJDr1CjFAGXoGgWHhrS107TYhHbq7Pjao5PX7oArUooxzmgAoooxQAUUUUAFFFGcDJoAK4D4p+OIfCnhm4WErLey4iWNZAGXcDzgHPap/iF8QLPwjo1yVxNdlMIiyAEE5x3z2rwrwjol/wDE74hf2pebo7dpDMxZWYYXHAJyO9AG18LfBd34r8Tp4s1NiIGkeQIyFskEY5YEd6+kIYkghSKMYRFCgewqtpWnQ6TpdvYwACOFAowAM/lVygAooooAKKKKACvFfiuQ/jvRYT0MsGf/AB+vaq8J+Kjl/ihosHPMsHP/AH3QB7LoCCPQbJV6CIVo1Q0SPytEs0PaJav0AePfFQbvE2lgYzs7/wC/XrNgMWEA/wCma/yFeH/He+mtNR01rdC8mxjgZz1PpXR/C/4m2uu2L2epyQWdxCEVA8py/AHf3oA9VooBBGQciigAooooAwPGlybTwlqMq9Rby45/6ZtXjnwZsittd3rnLS7RyPYH+temfFK6Nv4NulH8cco6/wDTNq4z4VQmLwqHI+9s7f7C14XEMmsI0up14Re8dtjFOFMxjgHNLXwLgtEeqSKAzgV4z47tm8ReLNPsHnaFFl2kg+r4r2RDhs15x498EXOp3dtfWEk3mxlmIiUeuR3r2ckq06OJ5pvQxrQcoOKLmsfAawXTpbmDVJWkhjZwGjXBIBPGBW18E9ae80C4sZyfOt2XGWzkbFHf3FecDVPHOjqyLpt/cJINrBmkxj86ufC3WLm28eXMd7bm08yNRsYkc+aK+8pV6VTSDR5DjKOjR9G0UUVsQFVtQuls7GadzwqMeuOgJqzXm/xf8V22g+HUhE8RuJi6iPfg42MO3vQB5P4L1yzXxfe+IdRYCNQUVdw6iTf1Y1JrXjTxB8T9QGnaXatBbRsQWUyNkE7f4cjoRXNeA/hzq/iy9YywXdvZAqxl8v5WJI9SOxzX1P4e8M6f4cs/ItIo9xA3OI1UnAA7D2oA5nwJ8MbDwtp0qXBW6mnC7y8S8cc9Rnrmte88AaHeEF7dFx6RJ/8AE11NFAHESfC3w+4A8vH/AGyj/wDiajf4UeH2XG3H/bKP/wCJru6KAOBi+Enh+NskFvrDH/8AE1ci+GmgRNkQg/8AbKP/AOJrsqKAMO38JaPb/dtIj9Yk/wAK1ILG1thiG3iT/dQD+VWKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOf8bf8ihqn/Xs/8qx/hMAPAsGP+e0n/oVavjp1j8GaqSQP9FfH5Vi/B9zJ4At2I/5bSf8AoRoA72iiigArxr43YOpaDn+9/wC1Er2WvFfjpP5Wp6AuAST/AO1EoA9Y0IY0mMe7fzrSrM8PknR4ifVv51p0AFFFFABRRRQB4x8ZdFuLG+h8W2mWktYlyoU9mA6j2avTPCmtxa9ocd3Gfm3MrDcDg5NaOoWMOpWE1pOitHKpUgqD/OvF/CesSeA/GC+H7/8AdwX0quHmYrtG3HA6daAPcqKRHWRQyMGU9CDkUtABRRRQAVwnxI+HCeO4bSaG/ey1CxDG2k25XJKn5sc/w8YPGa7uigDyi48GfEy+s2s5/FenwRspRpbd7nzMHqeWHNbvgL4Yab4ISSZpzqOoyPuN3NEoZOCAF6kcHB5ruqKAPKvHfwz8Q+JfH1n4j0rWLWxFrbrFGW8wSIQWJI2/73qKoT/Cnx1ejFx8RLpARgiNpzx+MleyUUAeWN8J79Phje+E11/7TPcz+cLm4jbCjdGdoG4nH7s/i1dXf+FZtR+H134auLtGnuIJIvtHlnaGLEqcEk8cd+1dRRQBx/w28FN4E8K/2VLcRXE7zvNJLGm0MTgD34AFVfDHga/0Txlq+u3WoQTLf+TiOONgRsjKc5Pv713VFAEVxbx3VtLbzKHilQo6kAgqRgjBryLTvhV4q8IX9z/wiPiC0FhOVYw3vmqQwXB4jIB78/SvYqKAPIX+EWt+I9Ztb/xj4jW5htmG2ztVdkYdSP3hIGSFzxzivSta0p73wxqOlWBht3uLaSGMlfkQupGSB9a1KKAPD9A+EXjnQdLfT7PxdbWcDyGRhbtOOSACeCo7Cul0f4XX8PhbxDo2ueJrjVDqyIqyyKx8gqDggOzZ5x6fdFel0UAeNaT8OPiLoekjSbHxTYCzUsVcyXAdNxycAHA5z+ddL4A+F8Hg+WXUL/UH1XV5WBN1Kg+QBSoCk5boeefSvQKKAKWs2T6loeoWEbrG9zbSQq7DIUspAJ/OuY+GPgu78CeF5NJvLyG6drl5w0KkAAhRjn/d/Wu0ooA8x+JHw51vxh4n0bVtJ1S1sv7OTgy7w4ffu3Lt+g7jpWXP8LfHl4MT/EO4jBGP3TTn+clexUUAeZ6b8LtR07wDr/h6TxE99c6p924uEbbHwB03E8gfyrpfh/4YufB/g610S7uormSB5D5kakDDOWxz9a6eigDzT4gfCyXxd4q0nX7G/htZ7PYJUljJEgVwy8jnP3uvt0r0uiigAooooAKKKKACsjxLrtr4e0O6v7pgFjjZgNwGT07n1IrWZgqlmIAAySe1fNHxq8WPrniKHRNPYTRGJVPlOTkkg4x07UAQ/DjSJ/HPjmLXrsHyLaZVKlSwOEPc5HWvp1VCKFUAAdhXFfDDwv8A8Ix4X+zuhWSSVnO5Ap9O1dtQAUUUUAFFFFABXkkCA/FeU/7cH/ouvW68dt58/FuZRz88H/ougD2KiiigArC8af8AIl6v/wBezVu1z/jhxH4I1lj2tXoA4P4F/wDIBuv+u39DXrleO/AOYzaBdnHHnf0NexUAFFFFABRRRQAUUUUAFFFFABRRTJpVggklYgKiljn2oA4/4ieNLfwloNwThrt4WaJN4XnIHrnv2rwnwj4Qu/HWotrWpTOkaSKNpUtkAf7X0pnjDUZfH3xNsoVz5K+XFhCWHIyete36VYR6Zp8drEoUKSTgAdTntXhZ1mLwsOSHxM7MLS5veYzStIs9GtY4LaNDsXG7YAf0FXizHr0pcA96O+K+EqVZTd2emkkM604ClOKSotoMUsykdxWVrnh+z8QWb286rGzDiRUBOR9R71qjvSe9aUqtSnLmg7EuKaszywXGtfDHWVmhVrvSFcAlt44br0+XjFe0+FfEtr4o0WC/gwrOvzR7gSpHXofesO7tYr60ktp0DpIpXDAHHvzXmga9+H/jyG4jWQ6Q7gyMSUjUP16cdh2r7TKc39talV3PPr4bl96J9B013SNdzsFX1JxVTSdTg1fS7e+t3R45kDAq2RXOfEDwrdeKNFe3tL6e2kG0jyepxn3HrX0ZwnRzatYQffuoR/20X/Gohr2mn/l7h/7+L/jXhsHwK1e4UmfXtQU88ED/AOLqvP8AArWY3Kx6xfOvrtH/AMXQB7w/iHS41LNdw4H/AE0X/GrdnqFrfRh7eaNwf7rg/wAjXgMPwF1SVR5ut3y+xUf/ABdZt94R8VfDa6Gp2bX9/a2xDvnIXB652sfSgD6Zorjfh741g8V6HbmVo4tQCkSQByWG3A5zz3rsWZUQuxCqoySegFAC0V4b8WPiTLFeSaFobrPcAoCYJG3A85GF/CuR0r4t+K9BgiW60eaRIxgtK8oz/OgD6gorwOz/AGiJCg+06Tboe+ZX/wDia6Cx+O2kXEStOLWFj1Bmbj/x2gD1yivP9P8AjB4Wu2An1Sygz3Mx4/St+08deFr7H2fXrCQnoBMM0AdDRWcuv6QwyupWpH/XUU9NZ0yQ4S/tmPtIKAL1FU31bToxl763Ue8gqtJ4m0OEkSatZqR6zCgDVorAl8b+F4FJl16wUDrmYVzerfGHwxYeYLbUrO5Zem2Y8/kKAPQ6a8iRIWdlVR1JOK+fdZ/aAvZppbbS9KikXOFkSV8n8hXI3+s+PPGk5W303UEjmIH7oyEAfifegD6I1z4haDoMcrXNyrNH1VZUyfzavI/FXxyuNUafTNCsGIl+RJN5J/8AHDUfhj4F3upiG81y9u4Wb5niliU/nljXrnh34eaL4ejiEcEU0kfR3gQH+VAHjng/4Uat4r1KHXdfuGjgmJl8so5JxjH3xj1r6A0TRrXQtLgsLRAI4lwDtAJ/IVoKqooVVCqBgADAFLQAUUUUAFFFFABRRRQAV4d8S/8AkrOhD1lg/wDZ69xrwj4mzY+L+hKOSJbf/wBnoA9t00Y0y2/65L/KrVVdNOdMtT/0yX+VWqAPHPibaRX3jPS4ZOQY+gP/AE0xVrxF8HrOe1iutFlmt7yNSx/j3HGRwx9cVF4zjWb4laYruEURjk/9dhXrqgBQB0AoA8E8LfFDW/DeonSPFFntjZlVJ5UMXQ7SeFx2zXudnqFnqMXm2V1DcJx80Thhz9KwvFvgjSvF9qIr9ZAyKwRkcjGQf8a8buIPFHwgmVrONrjTZWwS8KnAU+oyfuigD6KorkfBvxB0jxfZtJBPBHMm0NF5hzkgeoHc4rrqAOB+LOD4XYEcFZP/AEA1jeAEWPwlCF6Hb/6LWuo+JNoLnwdesc5jikYY/wCubVyPw1m87wfEMjI2f+i1r5ziSLeHTO3BvU6kcU+mDrT+1fE3uz02FCuyng0hpKnbULEvmsWUEjBNeWeL0XS/G9teRDbvOCT0/wBZmvThnOfSvPvifbAwWF4M584j9M17WSV+XFK7OfEQvTdj2+2bfaxP/eQH9Klqtpx3aZaH1hQ/+OirNfoJ45xfxE8cv4K06GWG0FzNPuVASeCAfQHvXjvhfwbrXxP1eTU/EaT21tEQUAhCA5YN14PQmvoPV9BsNb8n7dGz+Ucrtcr/ACq/BBHbRLFEu1AMAZzQBBp2nW2l2aWtqhWJQAAST0AHf6VboooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikd1jQu7BVAySTgCvPPFHxe0Pw7ceRG8V3Js3DY7flwpoA9Eorx/S/j1pl3fw213aJbCVwodncYz35SvWLK/tdQtxPaTxzRkkbkbIoAsUUUUAFFFFABRRRQAUUUUAcv4/Ct4Sv0Y/et3H8qpfCqEQeBLZV6ebJ/wChGl+JMjL4elQfxxOP1Wp/hvH5Xgu2X/ppJ/6EaAOtooooAK8T+OEaya/4cVjyW/8AaiV7ZXh/xnVpvGvhyPsGX/0YtAHsmmRCGwjQep/nVyo4U2QqvpUlABRRRQAUUUUAFed/FDwGniWwfU7YyjUrWEiEIN2TkHoTj1r0SigDyr4W+Nnms30fXHitbyKXEYlOxnDAt0xXqvWvPfGHw0tdZuhqli0kWoxL+753KWGMcEgVyQ+JHiTwRcix8R2PnKPn3iIp8p/3Aw7igD2+iuJ8N/E/QfEMIcXMNuxbbtdz/VRXWR6lYyjMd5bv/uyg/wBaALVFNV1cZVgw9jmnUAFFFFABRRWN4h8T6Z4b06e6vbqFDHGXEbPgt+WT+lAGzRXz5qXx31e/uBHolghQgAEKz8/iopIfG3xDvGykCqOn/HstZTr04O03YtU5PVI+hKK8C/4WD470dPNvLZHiU7mH2cDj8M13Pg74saZ4kIhujFaXG/btd2Gc5x1UelEK1OprB3Bwkt0eiUUyOWOVd0bq6+qnIp9akBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUEgDJOBQAU13WNC7sFUDJJOAK5zxR440fwtZvLd3cBlCF1iMnJ6egPrXhHiP4weIvFU507RLVPInXyiEiLnJx6gYoA7z4ofFmHRopNJ0eS2urieEgsr7tpOMcAEdCa574R/DmTUZ18R63HOssc3yIy7AdoI7H1x2qx4A+Cyyumq+I/tAnWUMkfCcDI7H6V7pb28drCIoV2oOgzmgCUDAwKKKKACiiigAooooAK8l0u1SX4rXcmcsrwf+izXrVeUeGI2f4n6o57NB/6JNAHq9FFFABXOePsf8IJrO7p9maujrlPiSxX4f6zj/n2b+lAHJ/Am1WHwlK65w05/rXq9ea/A6Ex/D9HPVriT9DXpVABRRRQAUUUUAFFFFABRRRQAVh+L7w2XhbUJBjPkNjP+fetyuC+LV81j4LuipGXjI5/3kH9aL21Gjyz4QaCt815rM4YSw3C7ew4WvXictkVyfwztBaeFpyQQZJSefyrqgSCAe9fnOcVnUxcmz2MPG0LDqKKK8s3CiiigAHWlPSkHWnGiStYQ1fvdeKzfEOlw67otxYSg/MuQVPcdKlvNZ07T8rc3USOOqs+DUNt4k0m4cBLyAA+sldNOFWEo1Ipkys9Gc58O/ET6B4iPha9KpEJGjtzJ8pOduPr0PevaAQRkHIrwX4h2dlFNF4msb2Jp7Jkl2hwwJG7tn39K9S+HuunxD4K06+kZDKyENt9jiv0TAV3WoqUtzx60VGdkdRRRRXaZBWH4yuYbTwdqs9xjylt23ZOP1rcryP45eKRp3hi60dGj33SIpB64Jb2/2aAML4OQCTxbf6vGNlkyzEMfujlO5rQ+KPxMniuJvDOgGG4upikbNH+8Ybs5GMY9O9eXaB40vrDwrDoGjRrJeXRaJvl3H5yc8Yx6d69X+GHwuFlJB4k1oTf2lLukKHCgZwRwDQAvw1+FsUC2/iPWvOfUJw0pQjYAWxjgH616ReeFNHv4jHcWpZTwcSsP61sqoVQo4AGBS0AcPc/Cbwpc7s2kyk+k7/41mTfA7wnLn93cDP8A01b/ABr0uigDyO5+AHhmRT5b3Kk9PnJ/rWTL+z9bwTeZYajPGR0yit/Nq9yooA8Au/gx4jiDfZtXkZew+zRf/FVUX4SeMYVLx6lJu9PssX/xVfRVFAHzn/wqrxrOQJNQlAz/AM+sX/xVWo/gVrN0Q93q8oJ6/wCjx/8AxVfQVFAHhCfs9xOB9o1Kd/XEaj+TVq2H7P3h+Eq1zNcSEdfmx/I17FRQBxWl/CvwvpYQxW0zMvQtM3+NdXZafbafCIraPYg4A3E/zq1RQAUUUUAFFFFABRRRQAUUUUAFFFFABXhPxAhWX41aIM8+dB/J692rwnxUjXHx30kfwrPF09g1AHuFmuyygUdo1H6VNTIhthQeigU+gDwH4yrezeK9PTTF33QQkKAD/GcdffFafgv4vSW839leKVhtJhtSMkFSeinoCOuaPGSyXHxW01ApwI8cf9dxXceK/hto/imGMSmW3ljzteNievsTjrQB18M8VxGJIZFkQ9GU5FR3lnBf27QXCbkYEEAkdRjtXgX9q+KPhRqKwPaNc6bM2POnjCgKpxnK/wCyM17R4b8WaT4otPO0+8hmZQC6I2duQD3+tAHlvij4PyaSf7R8LNcy3GWZomCsOMsOp9cCrPgn4uzG5OleJ0gs7hCscZIKk8hT2x1r2auL8X/DbSvFaK7vLbzoGw8ZznOexOOtAGt4sCXfhDUDGwdWtpCCpznMbV5X8J52bSprfj5NvHf7oFZTeIfEHw9hutJ1a1/0K4BSGaZAu5Rlcjb7c1P8K9UsptSvxFOhBAwM+9eLntNywzOrCP3j0wU89KNhHTpQelfnyTW56u400opKctD2GNauJ+J6s/h+0cD7sxP/AI4a7Z65fx7D5/h5AMnDMeP9w124B8mIgzOqrwO68G6j/aOgQtlT5aIvH+6K6GvPPhDcGfw5cZx8siDj/cFeh1+nJ3R4bCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKq6hqFtpdlLd3cyRRRoWJY44FWq8a+MGoS3GoafpttIG81gjooBODIo/kDQBUvvG2t/EK9OneHrZH0xwI5Zo03EE8nlseldDpvwu8NeF7GTUNRuZj5eZHaWTaABx2/Cumhh0L4f6BIzTJbxKGkJlc/Mf19RXiHijxhrvxIuTb6ZZj+zVURySQLux/EeW+lAGX45vIfGOrR2vhqATxRqFJjZm5OD1bHoah0fXfHPw9Xyv7NPkK3mHzIgfryPrV3QdVstOmXSodglLgM5JJGeRx06V7D/bunaLpVlb6qqeVcuyiR3ZcjcAen1FAE3w++JVj4u07/SZ7eG/VypiBIyOSOoHYV3UU8U6kxSI4HdWzXgnxW8HW+k2X9vaBLIE8slwMOo2lV6n2JrlvBfiDxPoulvrGmwG/s4ZN0rGIBVxwQSOe9AH1RRXK+CfG9h4w0wzwzwfaEco8UbHjuOvtXVUAFFFFABRRRQBw3xOk8vQSeP9W/8ANavfDmTzPBts3/TST/0I1ifFyYposcY6vG4/Va2fhtGY/BVsrAg+ZJ1/3jQB1tFFFABXhPxpvUsvGOhXEpAji2sxPYb1r3avnf43wnUvGWk2BJAmVYyR1GWWgD3fRtZstcsFu7KeOWMsVyjZ5FaNfOeoeFfF3w8uVutAtri+tUAlbfCpAPQ9Oe9dt4O+Mlnqrra6+9rp14z7VQswyCDjqPpQB6tRTIpo54xJE6uh6MpyKfQAUUUUAFFFFABVS+0211KFormMurLtOGI4/CrdFAHnF/8ABjw/euWW4u4SRj5WB/nWFJ8Gf7OYvp97dSEcgMqda9kooA8Pax+JOiyhdO08TxD5stEh5/76pkvxS8Z6E2zWNIhTHzHMZHH4Zr3Oq1zYWt3/AK+Lfxj7xH8jQB5N4V+LmqeJtcjtI7KEQmRUYqrdwfUe1exVStdIsbJ91vBsOc53sf5mrcjiOJ3JwFBJoA5D4geN4PB+jTyLJCb3yi8UchPPIHT8a8L0PR9V+Jt+dR1gSRW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" ]
C
true
string
[ "portuguese" ]
true
true
false
false
false
false
Laura é geóloga e está fazendo pesquisa numa caverna cuja entrada tem o formato de uma parábola invertida. Essa entrada, no nível do chão, tem 2m de largura e seu ponto mais alto está a 2,5m do chão, conforme figura a seguir. [IMAGE 0] Para realizar sua pesquisa, ela precisa entrar na caverna com um equipamento guardado em uma caixa de 1m de largura. Qual é a altura máxima, em metros, que a caixa pode ter para passar pela entrada da caverna?
57
UNICAMP_2024_57
[ "a) 11/8.", "b) 13/8.", "c) 15/8.", "d) 17/8." ]
[ 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]
C
true
string
[ "mathematics" ]
true
true
true
false
false
true
No início da novela Casa Velha, de Machado de Assis, o cônego da Capela Imperial, um personagem da história, assumindo a voz narrativa dela, conta a seus interlocutores: “– Não desejo ao meu maior inimigo o que me aconteceu no mês de abril de 1839.” (MACHADO DE ASSIS. Casa Velha. Rio de Janeiro: Paz e Terra, 1986, p. 11.) De acordo com o texto, o acontecimento desagradável que vitimou o religioso faz com que ele possa ser considerado, ao final da narrativa, como
9
UNICAMP_2024_9
[ "a) um boêmio que se sente entediado na presença dos convivas da Casa Velha: “Disseram-me que era amiga da família, \ne se chamava Mafalda. (...) Creio que disseram ainda outras \ncoisas; mas não me interessando nada, nem a conversação, \nnem a hóspeda, (...) deixei-me estar comigo” (p. 29-30).", "b) um antiescravista, obrigado a conviver, na mesma casa grande, com senhores, agregados e escravos: “Lalau (...) com as \nmãos no ombro do moleque, ora fitava os olhos na carapinha deste, ouvindo somente as palavras de Félix; ora erguia-os para o moço (...)” (p. 67).", "c) um republicano que suporta um velho Coronel de posições \nconservadoras: “Reverendíssimo, (...) os farrapos invadiram \nSanta Catarina, entraram na Laguna, e os legais fugiram. \nEu, se fosse o governo, mandava fuzilar a todos estes para \nescarmento...” (p. 89).", "d) um ingênuo que se deixa iludir em suas relações pessoais: \n“nem por sombras me acudiu que a revelação de Dona Antônia podia não ser verdadeira (...) Não adverti sequer na \nminha cumplicidade. Em verdade, eu é que proferira as palavras que ela trazia na mente (...)” (p. 89)." ]
[]
D
false
string
[ "portuguese" ]
true
false
false
false
true
true
"A negação da plena humanidade do Outro, o seu enclausura- mento em categorias que lhe são estranhas, a afirmação de sua incapacidade inata para o desenvolvimento e aperfeiçoamento humano, a destituição da sua capacidade de produzir cultura e civilização prestam-se a afirmar uma razão racializada, que hegemoniza e naturaliza a superioridade europeia." (CARNEIRO, Sueli. Dispositivo de racialidade. A construção do outro como não ser como fundamento do ser. São Paulo: Zahar, p. 91, 2023.) Escolha a alternativa que apresenta crítica semelhante à de Sueli Carneiro.
51
UNICAMP_2024_51
[ "a) \"Tão essencial é a diferença entre essas duas raças humanas \n[branca e negra], que parece ser tão grande em relação às \ncapacidades mentais quanto às diferenças de cores.\" (E. Kant. \nObservações sobre o sentimento do belo e do sublime. Campinas: Papirus, p. 75-\n76,1993.)", "b) \"É na brutalidade e na selvageria que vemos o homem afri-\ncano, na medida em que o podemos observar; e assim per-\nmanece hoje.\" (Hegel. A razão na história. Lisboa: Edições 70, p. 218.)", "c) “A nossa solução foi medíocre. Estragou as duas raças, \nfundindo-as. O negro perdeu as suas admiráveis qualidades \nfísicas de selvagem, e o branco sofreu a inevitável piora de \ncaráter, consequente a todos os cruzamentos entre raças \ndíspares\". (Personagem Miss Jane, do livro O Presidente Negro, de Monteiro \nLobato. São Paulo: Editora Lafonte, p. 82, 2019.)", "d) \"Na medida em que o racismo, enquanto discurso, se situa \nentre os discursos de exclusão, o grupo por ele excluído é \ntratado como objeto e não como sujeito.\" (Lélia Gonzales. Cultu-\nra, etnicidade e trabalho: efeitos linguísticos e políticos da exploração da mulher\". \nIn: RIOS, F.; LIMA, M. Por um feminismo afro-latino-americano. São Paulo: Zahar, \np. 43, 2020.)" ]
[]
D
false
string
[ "portuguese", "philosophy" ]
true
false
false
false
false
true
Use os valores aproximados: g = 10 m/s^2 e π = 3. Uma das etapas mais difíceis de um voo espacial tripulado é a reentrada na atmosfera terrestre. Ao reencontrar as camadas mais altas da atmosfera, a nave sofre forte desaceleração e sua temperatura externa atinge milhares de graus Celsius. Caso a reentrada não ocorra dentro das condições apropriadas, há risco de graves danos à nave, inclusive de explosão, e até mesmo risco de ela ser lançada de volta ao espaço. Logo ao reentrar na atmosfera terrestre, uma cápsula espacial passa a descrever, durante certo tempo, um movimento retilíneo uniformemente variado em que ela é freada com aceleração a A = 5,0 m/s^2. Se no início dessa etapa (t = 0) do movimento a velocidade da cápsula é v_0 = 7000 m/s, qual é a distância percorrida até o tempo t = 200 s?
34
UNICAMP_2024_34
[ "a) 1300 km.", "b) 1400 km.", "c) 1500 km.", "d) 4900 km." ]
[]
A
false
string
[ "physics" ]
true
false
true
false
false
true
Quando desempenho minha tarefa de irmão, de marido ou de cidadão, quando executo os compromissos que assumi, eu cumpro deveres que estão definidos fora de mim e de meus atos, no direito e nos costumes. Ainda que eles estejam de acordo com os meus sentimentos próprios e que eu sinta interiormente a realidade deles, tal realidade não deixa de ser objetiva, pois não fui eu que os fiz, mas os recebi pela educação. Eis aí, portanto, maneiras de agir, de pensar e de sentir que apresentam essa notável propriedade de existirem fora das consciências individuais. (Adaptado de: DURKHEIM, E. As regras do método sociológico. São Paulo: Martins Fontes, 2014.) Émile Durkheim é um dos fundadores da Sociologia e analisa a relação entre indivíduo e sociedade. A partir do texto, podemos afirmar que os modos de agir, de pensar e de sentir, em uma sociedade, são definidos
48
UNICAMP_2024_48
[ "a) pelo livre-arbítrio dos indivíduos.", "b) pelos sentimentos próprios dos indivíduos e independem do \nmeio social.", "c) pelo direito e pelos costumes, que são, por sua vez, definidos livremente pelos indivíduos.", "d) pela própria sociedade, que constitui uma realidade objetiva \nque exerce coerção sobre o indivíduo." ]
[]
D
false
string
[ "philosophy" ]
true
false
false
false
false
true
O mau gerenciamento da produção das baterias automotivas chumbo-ácido e de sua reciclagem após uso pode ocasionar contaminação do meio ambiente e de pessoas. Para minimizar esses problemas, a indústria pode levar em conta a “hierarquia de resíduos”, uma ordem de preferência nas ações de combate à contaminação. A figura a seguir, incompleta, mostra duas ações possíveis dessa hierarquia. Para minimizar os problemas, as ações a serem adotadas, em ordem de preferência e conside- rando a direcionalidade indicada na figura, seriam [IMAGE 0]
23
UNICAMP_2024_23
[ "a) descarte adequado; reciclagem; prevenção.", "b) prevenção; descarte adequado; reciclagem.", "c) descarte adequado; prevenção; reciclagem.", "d) prevenção; reciclagem; descarte adequado." ]
[ 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]
D
true
string
[ "chemistry" ]
false
true
false
false
false
true
Joaquim estava brincando com um graveto, quando acertou uma parede e o graveto se partiu em três pedaços, de comprimentos a,b,c, com a ≤ b ≤ c. Ele recolheu os pedaços e tentou construir um triângulo cujos lados seriam exatamente os pedaços do graveto: não foi possível. Sabendo que o graveto tinha 50 cm de comprimento e que b = a + 2, qual é o maior valor possível de a?
58
UNICAMP_2024_58
[ "a) 9,5 cm.", "b) 10,5 cm.", "c) 11,5 cm.", "d) 12,5 cm." ]
[]
C
false
string
[ "mathematics" ]
true
false
true
false
false
true
Use os valores aproximados: g = 10 m/s^2 e π = 3. Uma das etapas mais difíceis de um voo espacial tripulado é a reentrada na atmosfera terrestre. Ao reencontrar as camadas mais altas da atmosfera, a nave sofre forte desaceleração e sua temperatura externa atinge milhares de graus Celsius. Caso a reentrada não ocorra dentro das condições apropriadas, há risco de graves danos à nave, inclusive de explosão, e até mesmo risco de ela ser lançada de volta ao espaço. A temperatura extremamente elevada no exterior da cápsula ioniza o ar atmosférico à sua volta. Esses íons blindam a cápsula como uma gaiola de Faraday, impedindo, por alguns minutos, a comunicação por ondas eletromagnéticas de rádio (conversas entre a tripulação e a base na Terra, comandos à distância para ajustes de navegação, etc.). O gráfico da figura a seguir mostra que, quanto maior a temperatura do ar externo, T , maior é a ar frequência limite da onda eletromagnética, f , abaixo da qual 0 não se pode estabelecer comunicação com a cápsula. Se a tem- peratura do ar for T = 4800 K, qual é o comprimento de onda ar λ correspondente à frequência limite f ? 0 Dado: Velocidade da luz no vácuo: c = 3,0 x10^8 m/s. [IMAGE 0]
37
UNICAMP_2024_37
[ "a) 0,06 m.", "b) 16,7 m.", "c) 0,05 m.", "d) 20 m." ]
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/4QrQP+gdb/8AfiP/AOJoAt/8JNoH/Qc03/wLj/xo/wCEm0D/AKDmm/8AgXH/AI1U/wCEK0D/AKB1v/34j/8AiaP+EK0D/oHW/wD34j/+JoAt/wDCTaB/0HNN/wDAuP8Axrz74oaxpd7L4Y+y6nZT+VqsbSeXOrbF45ODwPeu2/4QrQP+gdb/APfiP/4muB+Jnh3S9Ok8Ni1tIY/O1NI5NsajcvHBwOaAPSf+Em0D/oOab/4Fx/40f8JNoH/Qc03/AMC4/wDGqn/CFaB/0Drf/vxH/wDE0f8ACFaB/wBA63/78R//ABNAFv8A4SbQP+g5pv8A4Fx/40f8JNoH/Qc03/wLj/xqp/whWgf9A63/AO/Ef/xNH/CFaB/0Drf/AL8R/wDxNAFv/hJtA/6Dmm/+Bcf+NH/CTaB/0HNN/wDAuP8Axqp/whWgf9A63/78R/8AxNH/AAhWgf8AQOt/+/Ef/wATQBR8Xa/olz4P1mKHWdOeRrGcKi3SEsfLYAAA8mqXgDXtGtPBunRXGr2EUggjyj3KKR+7UYIJp3izwlolr4S1eeGwgWSOzmZWEKAgiNiDwtVPAnhXRr7whYT3FjA8jQxlmaJCSTGp7j3oA6//AISbQP8AoOab/wCBcf8AjR/wk2gf9BzTf/AuP/Gqn/CFaB/0Drf/AL8R/wDxNH/CFaB/0Drf/vxH/wDE0AW/+Em0D/oOab/4Fx/40f8ACTaB/wBBzTf/AALj/wAaqf8ACFaB/wBA63/78R//ABNH/CFaB/0Drf8A78R//E0AW/8AhJtA/wCg5pv/AIFx/wCNcv8AELXdHu/Bt/Fb6tYSyGKTCR3KMT+7ccAGt3/hCtA/6B1v/wB+I/8A4muY8f8AhbR7Hwhez29jAkixyEMsSAjEbHsPagDmPgbqmnadYayL6/tbUvLEVE8ypuwG6ZPNes/8JNoH/Qc03/wLj/xryD4KaHp2sWOsNfW0UxjkiCl41bGQ3qDXqn/CFaB/0Drf/vxH/wDE0AW/+Em0D/oOab/4Fx/40f8ACTaB/wBBzTf/AALj/wAaqf8ACFaB/wBA63/78R//ABNH/CFaB/0Drf8A78R//E0AW/8AhJtA/wCg5pv/AIFx/wCNH/CTaB/0HNN/8C4/8aqf8IVoH/QOt/8AvxH/APE0f8IVoH/QOt/+/Ef/AMTQBb/4SbQP+g5pv/gXH/jXI6frmkR/E3UbltWsBA2moqyG4TaW86Q4znGcY/Ouj/4QrQP+gdb/APfiP/4muT0/wvpEnxJ1CzayhMCacjqhiTAbznGcYx0AoA7f/hJtA/6Dmm/+Bcf+NH/CTaB/0HNN/wDAuP8Axqp/whWgf9A63/78R/8AxNH/AAhWgf8AQOt/+/Ef/wATQBb/AOEm0D/oOab/AOBcf+NH/CTaB/0HNN/8C4/8aqf8IVoH/QOt/wDvxH/8TR/whWgf9A63/wC/Ef8A8TQBb/4SbQP+g5pv/gXH/jR/wk2gf9BzTf8AwLj/AMaqf8IVoH/QOt/+/Ef/AMTR/wAIVoH/AEDrf/vxH/8AE0Acr8Rda0m7h0UW2q2MxS9Zm8u4Rto8mQZODwM4H412v/CTaB/0HNN/8C4/8a4H4heGdJsItHNtZQxmS8ZW2xIMjyZD2HqBXZ/8IVoH/QOt/wDvxH/8TQBb/wCEm0D/AKDmm/8AgXH/AI0f8JNoH/Qc03/wLj/xqp/whWgf9A63/wC/Ef8A8TR/whWgf9A63/78R/8AxNAFv/hJtA/6Dmm/+Bcf+NH/AAk2gf8AQc03/wAC4/8AGqn/AAhWgf8AQOt/+/Ef/wATR/whWgf9A63/AO/Ef/xNAFv/AISbQP8AoOab/wCBcf8AjXnHxq1jTNQ8G2sVlqVncyC+RikM6uwGx+cA9K7z/hCtA/6B1v8A9+I//ia88+Mfh7S9J8IW09laRRSNeohZI1U42OccAelAHo1h4k0FNOtVbW9NDLCgIN0nBwPerH/CTaB/0HNN/wDAuP8AxrMsPBmgvp1s7afblmiQk+SnoP8AZqx/whWgf9A63/78R/8AxNAFv/hJtA/6Dmm/+Bcf+NH/AAk2gf8AQc03/wAC4/8AGqn/AAhWgf8AQOt/+/Ef/wATR/whWgf9A63/AO/Ef/xNAFv/AISbQP8AoOab/wCBcf8AjR/wk2gf9BzTf/AuP/Gqn/CFaB/0Drf/AL8R/wDxNH/CFaB/0Drf/vxH/wDE0AW/+Em0D/oOab/4Fx/41x3w91vSLTTr0XGq2MRa6mID3CKSPOlIPJ9CD+NdN/whWgf9A63/AO/Ef/xNch4B8MaRfWF41xZQuVuZVBaJDgCaQDqPQCgDuv8AhJtA/wCg5pv/AIFx/wCNH/CTaB/0HNN/8C4/8aqf8IVoH/QOt/8AvxH/APE0f8IVoH/QOt/+/Ef/AMTQBb/4SbQP+g5pv/gXH/jR/wAJNoH/AEHNN/8AAuP/ABqp/wAIVoH/AEDrf/vxH/8AE0f8IVoH/QOt/wDvxH/8TQBb/wCEm0D/AKDmm/8AgXH/AI0f8JNoH/Qc03/wLj/xqp/whWgf9A63/wC/Ef8A8TR/whWgf9A63/78R/8AxNAHiPhC9tIPjdNdzXcEdr9rvCJ3kAQgiTB3HjnIr3n/AISbQP8AoOab/wCBcf8AjXgPhLTLS6+M82nzQo9qLu7URlQRhQ+OCMdhXuf/AAhWgf8AQOt/+/Ef/wATQBb/AOEm0D/oOab/AOBcf+NH/CTaB/0HNN/8C4/8aqf8IVoH/QOt/wDvxH/8TR/whWgf9A63/wC/Ef8A8TQBb/4SbQP+g5pv/gXH/jR/wk2gf9BzTf8AwLj/AMaqf8IVoH/QOt/+/Ef/AMTR/wAIVoH/AEDrf/vxH/8AE0AW/wDhJtA/6Dmm/wDgXH/jXI+LNc0i48TeFnh1awdIp7gyMtyhCAwsBkg8c8V0f/CFaB/0Drf/AL8R/wDxNcn4q8L6Ra+I/DMUVlCqTzXAkAiQbgIWIzxzzQB2/wDwk2gf9BzTf/AuP/Gj/hJtA/6Dmm/+Bcf+NVP+EK0D/oHW/wD34j/+Jo/4QrQP+gdb/wDfiP8A+JoAt/8ACTaB/wBBzTf/AALj/wAaP+Em0D/oOab/AOBcf+NVP+EK0D/oHW//AH4j/wDia4j4g3vhvwZZRC10vT7rUJZNohZY/wB2MAksAM9CMfX8wDf8YfE3SPDVhFJaTQajczNtSO3mRwuMZLYORweK+eJri+8V+IJJrq5QXF07OXmkbYvGcAnJAwMD8Kh03TL3X9UFrYwNJPLufZGhbAHJ4AJxX0b4c+GGi6JpcdvcIt7cFR5sskSYLZJ4BBIHPcnoKAOF8QaJ4c8N/Cm+tLDVdPvNTlWATPFNGzORKGIXHzEc9+wFeoaN4j0KPQ9PR9a05XW2jDKbpAQdo965D4peGdI03wBf3VrZQxTK8QDLEikZkUHkDNdJpHg7QpdFsJH0+3LPbxsSYU5JUf7NAGx/wk2gf9BzTf8AwLj/AMaP+Em0D/oOab/4Fx/41U/4QrQP+gdb/wDfiP8A+Jo/4QrQP+gdb/8AfiP/AOJoAt/8JNoH/Qc03/wLj/xo/wCEm0D/AKDmm/8AgXH/AI1U/wCEK0D/AKB1v/34j/8AiaP+EK0D/oHW/wD34j/+JoAt/wDCTaB/0HNN/wDAuP8Axo/4SbQP+g5pv/gXH/jVT/hCtA/6B1v/AN+I/wD4mj/hCtA/6B1v/wB+I/8A4mgDnvhvrmj2fgeyiudWsIZRJPlJLlFYZmkIyCfQg11n/CTaB/0HNN/8C4/8a4r4d+F9Hv8AwXZ3FzYwyStJMCzRIScTOB1HoBXVf8IVoH/QOt/+/Ef/AMTQBb/4SbQP+g5pv/gXH/jR/wAJNoH/AEHNN/8AAuP/ABqp/wAIVoH/AEDrf/vxH/8AE0f8IVoH/QOt/wDvxH/8TQBb/wCEm0D/AKDmm/8AgXH/AI0f8JNoH/Qc03/wLj/xqp/whWgf9A63/wC/Ef8A8TR/whWgf9A63/78R/8AxNAFv/hJtA/6Dmm/+Bcf+NcHp+s6Uvxn1S7bVLIWzWBVZjcLsJxBwGzjPB/I12P/AAhWgf8AQOt/+/Ef/wATXDWHhvSn+MOpWDWcJtksS6x+UuAcQc4xj+I/nQB6J/wk2gf9BzTf/AuP/Gj/AISbQP8AoOab/wCBcf8AjVT/AIQrQP8AoHW//fiP/wCJo/4QrQP+gdb/APfiP/4mgC3/AMJNoH/Qc03/AMC4/wDGj/hJtA/6Dmm/+Bcf+NVP+EK0D/oHW/8A34j/APiaP+EK0D/oHW//AH4j/wDiaALf/CTaB/0HNN/8C4/8aP8AhJtA/wCg5pv/AIFx/wCNVP8AhCtA/wCgdb/9+I//AImj/hCtA/6B1v8A9+I//iaAPOvjdq2m6j4e01LLULS5dbsllhmVyBsPJANdv8MP+Sb6L/1yb/0Nq4H40aBpukaBp0tlaxQu90VYpGq5G0+gFd98MP8Akm+i/wDXJv8A0NqAOuooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvN/jd/yIsf/AF9j/wBFSV6RXm/xu/5EWP8A6+x/6KkrOt8DGtzM+AH/ACK2qf8AX7/7Itet15J8AP8AkVtU/wCv3/2Ra9bopfAge4UUUVoIKKKKAMHxt/yI+uf9eFx/6LarXhr/AJFbSP8Aryh/9AFVfG3/ACI+uf8AXhcf+i2q14a/5FbSP+vKH/0AUAalFFFABRRRQAUUUUAcN4b/AOSleIf+vaP/ANHS13NcN4b/AOSleIf+vaP/ANHS13NABRRRQAUUUUAFebfFr/W+FP8AsLR/0r0mvNvi1/rfCn/YWj/pQB6TRRRQAUUUUAFFFFAGD41/5ErWv+vGf/0W1Uvhx/yI+m/9cIv/AEWlXfGv/Ila1/14z/8AotqpfDj/AJEfTf8ArhF/6LSgDq6KKKACiiigArkfiV/yI+of9cpP/Rb111cj8Sv+RH1D/rlJ/wCi3oA4r4A/8g/XP+usX8mr2OvHPgD/AMg/XP8ArrF/Jq9joAKKKKACiiigAri9M/5Ktqf/AGC0/wDR8ldpXF6Z/wAlW1P/ALBaf+j5KAO0ooooAKKKKACiiigDg/id/qNC/wCv5v8A0TJXeVwfxO/1Ghf9fzf+iZK7ygAooooAKKKKACvMPjr/AMiTaf8AX+n/AKA9en15h8df+RJtP+v9P/QHoA9G03/kF2n/AFxT/wBBFWarab/yC7T/AK4p/wCgirNABRRRQAUUUUAFcR8Nf+Qbf/8AX3N/6Plrt64j4a/8g2//AOvub/0fLQB29FFFABRRRQAUUUUAfO/gr/kvE3/X5e/ykr6Ir538Ff8AJeJv+vy9/lJX0RQAUUUUAFFFFABXF+Mv+Rp8Jf8AXe5/9ENXaVxfjL/kafCX/Xe5/wDRDUAdpRRXC+P/AIjWnhG2WC2WO81F32mESgeUBgkuAcjIPHFADfiL8QofCFpHb28IuL+ZsBfMAEYG0ktg55BGP85+fNK0zUvFuvi1hczXtyXkaSUs2SAWJYgE1c0DQNW8d+IpIIZS1xLummuJt7KvfLMATyeBmvo3wZ4LsfB2miCArPdMuJrnylRn5J7c45xyT0FAC+DPB1n4Q0eK2iEct2UAnuViCtIck9euBnAyewrpaKKAOF+MH/JNNR/34f8A0YtdXof/ACANN/69Yv8A0AVynxg/5JpqP+/D/wCjFrq9D/5AGm/9esX/AKAKAL9FFFABRRRQAUUUUAcd8Lv+RDsv+uk//o+Suxrjvhd/yIdl/wBdJ/8A0fJXY0AFFFFABRRRQAV55p3/ACXPVf8AsHn+VvXodeead/yXPVf+wef5W9AHodFFFABRRRQAUUUUAeTfHr/kW9L/AOvs/wDoBrq/hh/yTfRf+uTf+htXKfHr/kW9L/6+z/6Aa6v4Yf8AJN9F/wCuTf8AobUAddRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeb/ABu/5EWP/r7H/oqSvSK83+N3/Iix/wDX2P8A0VJWdb4GNbmZ8AP+RW1T/r9/9kWvW68k+AH/ACK2qf8AX7/7Itet0UvgQPcKKKK0EFFFFAGD42/5EfXP+vC4/wDRbVa8Nf8AIraR/wBeUP8A6AKq+Nv+RH1z/rwuP/RbVa8Nf8itpH/XlD/6AKANSiiigAooooAKKKKAOG8N/wDJSvEP/XtH/wCjpa7muG8N/wDJSvEP/XtH/wCjpa7mgAooooAKKKKACvNvi1/rfCn/AGFo/wClek15t8Wv9b4U/wCwtH/SgD0miiigAooooAKKKKAMHxr/AMiVrX/XjP8A+i2ql8OP+RH03/rhF/6LSrvjX/kSta/68Z//AEW1Uvhx/wAiPpv/AFwi/wDRaUAdXRRRQAUUUUAFcj8Sv+RH1D/rlJ/6LeuurkfiV/yI+of9cpP/AEW9AHFfAH/kH65/11i/k1ex1458Af8AkH65/wBdYv5NXsdABRRRQAUUUUAFcXpn/JVtT/7Baf8Ao+Su0ri9M/5Ktqf/AGC0/wDR8lAHaUUUUAFFFFABRRRQBwfxO/1Ghf8AX83/AKJkrvK4P4nf6jQv+v5v/RMld5QAUUUUAFFFFABXmHx1/wCRJtP+v9P/AEB69PrzD46/8iTaf9f6f+gPQB6Npv8AyC7T/rin/oIqzVbTf+QXaf8AXFP/AEEVZoAKKKKACiiigAriPhr/AMg2/wD+vub/ANHy129cR8Nf+Qbf/wDX3N/6PloA7eiiigAooooAKKKKAPnfwV/yXib/AK/L3+UlfRFfO/gr/kvE3/X5e/ykr6IoAKKKKACiiigAri/GX/I0+Ev+u9z/AOiGrtK8r+LfiZdBvtBu7KS2mvrSaYmB2ztDR7fmAII4bigDa+IfxDg8IWKx2fkXOpyPtELOCIwMElwCGGQeK8E0TRNX8d+I5YoHL3U26aWeYuyr3yzAEj0Gfak0LRNR8b+JpIIifOnLzTTbGdU6nJ6nk8c+tfTnhfwzZ+FdFg061YybFw8zKA0hyTk492OKAG+FvC9h4V0iGys40MioFln2KHlOScsQBnknGa3KKKACiiigDhfjB/yTTUf9+H/0YtdXof8AyANN/wCvWL/0AVynxg/5JpqP+/D/AOjFrq9D/wCQBpv/AF6xf+gCgC/RRRQAUUUUAFFFFAHHfC7/AJEOy/66T/8Ao+Suxrjvhd/yIdl/10n/APR8ldjQAUUUUAFFFFABXnmnf8lz1X/sHn+VvXodeead/wAlz1X/ALB5/lb0Aeh0UUUAFFFFABRRRQB5N8ev+Rb0v/r7P/oBrq/hh/yTfRf+uTf+htXKfHr/AJFvS/8Ar7P/AKAa6v4Yf8k30X/rk3/obUAddRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcxcap4sS5lWHRNOeIOQjNdygsueCQIjj8zXA/Fi/8Q3HhBE1LS7K3g+0g74biRzny34w0ajpnvXsteb/G7/kRY/8Ar7H/AKKkrOr8DGtzk/gze67a+Hb9dK020uojd5Z553jIbYvGFjb+dek/2t4w/wCgDpn/AIGTf/Ga4/4Af8itqn/X7/7Itet0UvgQPc5T+1vGH/QB0z/wMm/+M0f2t4w/6AOmf+Bk3/xmurorQRyn9reMP+gDpn/gZN/8Zo/tbxh/0AdM/wDAyb/4zXV0UAee+KdT8VSeE9YS50TT0gaymEjpdSsVXy2yQDEBkD3FT6FqnixPD+mrDomnPELWIIzXcoJXYMEgRHH51u+Nv+RH1z/rwuP/AEW1WvDX/IraR/15Q/8AoAoAyP7W8Yf9AHTP/Ayb/wCM0f2t4w/6AOmf+Bk3/wAZrq6KAOU/tbxh/wBAHTP/AAMm/wDjNH9reMP+gDpn/gZN/wDGa6uigDlP7W8Yf9AHTP8AwMm/+M0f2t4w/wCgDpn/AIGTf/Ga6uigDyjRNQ8SJ451mSHSLFrloEEkbXMgVR5suCCIyTznsOldZ/a3jD/oA6Z/4GTf/Gao+G/+SleIf+vaP/0dLXc0Acp/a3jD/oA6Z/4GTf8Axmj+1vGH/QB0z/wMm/8AjNdXRQByn9reMP8AoA6Z/wCBk3/xmj+1vGH/AEAdM/8AAyb/AOM11dFAHKf2t4w/6AOmf+Bk3/xmuG+I1/4gnk8O/b9LsoCmpxtD5VxI+9+wOYxge4z9K9krzb4tf63wp/2Fo/6UAb39reMP+gDpn/gZN/8AGaP7W8Yf9AHTP/Ayb/4zXV0UAcp/a3jD/oA6Z/4GTf8Axmj+1vGH/QB0z/wMm/8AjNdXRQByn9reMP8AoA6Z/wCBk3/xmj+1vGH/AEAdM/8AAyb/AOM11dFAHn3ijVPFUnhXV0uNE05IGs5hI63UrFV2NkgGIDIHuKqeCdS8Tw+E7BLPRrCWAQxhHe6lUsPLXBIERHTHeuu8a/8AIla1/wBeM/8A6LaqXw4/5EfTf+uEX/otKAD+1vGH/QB0z/wMm/8AjNH9reMP+gDpn/gZN/8AGa6uigDlP7W8Yf8AQB0z/wADJv8A4zR/a3jD/oA6Z/4GTf8AxmurooA5T+1vGH/QB0z/AMDJv/jNc3461LxNN4TvUvNHsIoDFJueO5kYgeW2SAYgOme9en1yPxK/5EfUP+uUn/ot6APM/g3ea1a2WrDStPtbpWkj8wzzvHtOGxjajZ/SvT/7W8Yf9AHTP/Ayb/4zXD/AH/kH65/11i/k1ex0Acp/a3jD/oA6Z/4GTf8Axmj+1vGH/QB0z/wMm/8AjNdXRQByn9reMP8AoA6Z/wCBk3/xmj+1vGH/AEAdM/8AAyb/AOM11dFAHKf2t4w/6AOmf+Bk3/xmuWsdR8Sj4h30qaPYG7OnorRG5kChPNfBz5WSc5HTt1r1SuL0z/kq2p/9gtP/AEfJQBZ/tbxh/wBAHTP/AAMm/wDjNH9reMP+gDpn/gZN/wDGa6uigDlP7W8Yf9AHTP8AwMm/+M0f2t4w/wCgDpn/AIGTf/Ga6uigDlP7W8Yf9AHTP/Ayb/4zR/a3jD/oA6Z/4GTf/Ga6uigDyXx5qHiOaLSBe6TYwhbxjGY7mRtzeVJwcxjAxk9+ldf/AGt4w/6AOmf+Bk3/AMZrO+J3+o0L/r+b/wBEyV3lAHKf2t4w/wCgDpn/AIGTf/GaP7W8Yf8AQB0z/wADJv8A4zXV0UAcp/a3jD/oA6Z/4GTf/GaP7W8Yf9AHTP8AwMm/+M11dFAHKf2t4w/6AOmf+Bk3/wAZrgPi7fa/c+ErdNU0yztoBeoQ8NxI7btj8YaNRjGe/avaq8w+Ov8AyJNp/wBf6f8AoD0Abllqvi4WFuE0LTSoiXBN5KOMD/pjVj+1vGH/AEAdM/8AAyb/AOM10Wm/8gu0/wCuKf8AoIqzQByn9reMP+gDpn/gZN/8Zo/tbxh/0AdM/wDAyb/4zXV0UAcp/a3jD/oA6Z/4GTf/ABmj+1vGH/QB0z/wMm/+M11dFAHKf2t4w/6AOmf+Bk3/AMZrlPA2o+JIbC7FnpFjKpuZSxkuZFIPnSZHEZ75H4V6tXEfDX/kG3//AF9zf+j5aALn9reMP+gDpn/gZN/8Zo/tbxh/0AdM/wDAyb/4zXV0UAcp/a3jD/oA6Z/4GTf/ABmj+1vGH/QB0z/wMm/+M11dFAHKf2t4w/6AOmf+Bk3/AMZo/tbxh/0AdM/8DJv/AIzXV0UAfNPhW41KP4wzT21nBJf/AGq6JgeRlQMQ+4bgpPHP8PbtXtf9reMP+gDpn/gZN/8AGa8i8Ff8l4m/6/L3+UlfRFAHKf2t4w/6AOmf+Bk3/wAZo/tbxh/0AdM/8DJv/jNdXRQByn9reMP+gDpn/gZN/wDGaP7W8Yf9AHTP/Ayb/wCM11deX/Ev4mQ6HDJpGlHzNRLhZJUlAEONpP3TnJzjHHegDG8b/FPW9MFzozadbWt5lcz2927FPut/dU8g4/OvJdM0++8Sa3HZxS+ZeXJZt8zMdxCliScEngGrnhjwzqXjPW2s7V/3rBpZbiYMVXvliAeSfXvXtV14btPC974K063WNnjkuFlnWII0p8hzk49yeuaALfhy08SeGtGt9PtPD2k7o4wkkwuJEaUjPLYh9SfXrWv/AGt4w/6AOmf+Bk3/AMZrq6KAOU/tbxh/0AdM/wDAyb/4zR/a3jD/AKAOmf8AgZN/8Zrq6KAOU/tbxh/0AdM/8DJv/jNH9reMP+gDpn/gZN/8Zrq6KAPJviZqHiO48B38eoaTYwWxaLdJFcyOw/eLjAMajrjvXRaVqvi1dHsVi0PTmjFvGFY3coJG0Y48mmfGD/kmmo/78P8A6MWur0P/AJAGm/8AXrF/6AKAMP8Atbxh/wBAHTP/AAMm/wDjNH9reMP+gDpn/gZN/wDGa6uigDlP7W8Yf9AHTP8AwMm/+M0f2t4w/wCgDpn/AIGTf/Ga6uigDlP7W8Yf9AHTP/Ayb/4zR/a3jD/oA6Z/4GTf/Ga6uigDy7wBqPiWHwbZx2Wj2E1uHm2ySXMisT5z54ERHByOtdN/a3jD/oA6Z/4GTf8Axmofhd/yIdl/10n/APR8ldjQByn9reMP+gDpn/gZN/8AGaP7W8Yf9AHTP/Ayb/4zXV0UAcp/a3jD/oA6Z/4GTf8Axmj+1vGH/QB0z/wMm/8AjNdXRQByn9reMP8AoA6Z/wCBk3/xmuKsb/xCPi1qUyaVZNfGyw8JuJNiriHkN5ec8L27n8fYK8807/kueq/9g8/yt6ANj+1vGH/QB0z/AMDJv/jNH9reMP8AoA6Z/wCBk3/xmurooA5T+1vGH/QB0z/wMm/+M0f2t4w/6AOmf+Bk3/xmurooA5T+1vGH/QB0z/wMm/8AjNH9reMP+gDpn/gZN/8AGa6uigDw34w3uuXWg6euq6baWsQuSUaCd5CTtPB3IteifDD/AJJvov8A1yb/ANDauU+PX/It6X/19n/0A11fww/5Jvov/XJv/Q2oA66iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK83+N3/ACIsf/X2P/RUlekV5v8AG7/kRY/+vsf+ipKzrfAxrczPgB/yK2qf9fv/ALItet15J8AP+RW1T/r9/wDZFr1uil8CB7hRRRWggooooAwfG3/Ij65/14XH/otqteGv+RW0j/ryh/8AQBVXxt/yI+uf9eFx/wCi2q14a/5FbSP+vKH/ANAFAGpRRRQAUUUUAFFFFAHDeG/+SleIf+vaP/0dLXc1w3hv/kpXiH/r2j/9HS13NABRRRQAUUUUAFebfFr/AFvhT/sLR/0r0mvNvi1/rfCn/YWj/pQB6TRRRQAUUUUAFFFFAGD41/5ErWv+vGf/ANFtVL4cf8iPpv8A1wi/9FpV3xr/AMiVrX/XjP8A+i2ql8OP+RH03/rhF/6LSgDq6KKKACiiigArkfiV/wAiPqH/AFyk/wDRb111cj8Sv+RH1D/rlJ/6LegDivgD/wAg/XP+usX8mr2OvHPgD/yD9c/66xfyavY6ACiiigAooooAK4vTP+Sran/2C0/9HyV2lcXpn/JVtT/7Baf+j5KAO0ooooAKKKKACiiigDg/id/qNC/6/m/9EyV3lcH8Tv8AUaF/1/N/6JkrvKACiiigAooooAK8w+Ov/Ik2n/X+n/oD16fXmHx1/wCRJtP+v9P/AEB6APRtN/5Bdp/1xT/0EVZqtpv/ACC7T/rin/oIqzQAUUUUAFFFFABXEfDX/kG3/wD19zf+j5a7euI+Gv8AyDb/AP6+5v8A0fLQB29FFFABRRRQAUUUUAfO/gr/AJLxN/1+Xv8AKSvoivnfwV/yXib/AK/L3+UlfRFABRRXmfxL+JS+HIxpulGGbUGfErGXPkgbTyFOcnOOcdD1oAb8TPiXHoEJ0vSXSTUjJtkcPkQgYJB2tuBOQOcd68V8N+HNT8Z641navuncNLLPNuKjvliATyfXuaTwx4cvfF2uiwtmYO4aSSZkZwgAJy2PU8fU19QeGPDVn4W0WDTrQl/LXDysoDSHJOTj3JoAb4X8MWHhbSIbGzjQuqBZZ9ih5TycsQBnknGaxvGX/I0+Ev8Arvc/+iGrtK4vxl/yNPhL/rvc/wDohqAO0ooooAKKKKACiiigDhfjB/yTTUf9+H/0YtdXof8AyANN/wCvWL/0AVynxg/5JpqP+/D/AOjFrq9D/wCQBpv/AF6xf+gCgC/RRRQAUUUUAFFFFAHHfC7/AJEOy/66T/8Ao+Suxrjvhd/yIdl/10n/APR8ldjQAUUUUAFFFFABXnmnf8lz1X/sHn+VvXodeead/wAlz1X/ALB5/lb0Aeh0UUUAFFFFABRRRQB5N8ev+Rb0v/r7P/oBrq/hh/yTfRf+uTf+htXKfHr/AJFvS/8Ar7P/AKAa6v4Yf8k30X/rk3/obUAddRRRQAUUUUAFFFFACMyopZiFUDJJOAK8x1r40abY3j2emaXc6jMm4ErIoTIJHBXcTz9OtWtV8Aax4r1X7TreteRYxyborK1Z3Vl3E/NuwAcHbwP8K7bS9E0zRo2TTrG3tg/3jDEqbvrtAzQBw0F78RtfhVo7fR9OjZSP3guA3OPp0zWZH4B8fRSpIPEdmSrBgDPPg4r1uigDyy88W+OvCsIl1bSLC/hcM2bUzgrjGclge2a3PCfxO0fxVI0CxS2VymMpO6YJOB8pzk8n0rt65/X/AAboviK3ZLqzgWYggTrChcZB7kepzQB0FFcb4N8L634Wu5ra71o6nprx/ujKXDxMCAAASV27fTHNdlQAUUUUAFFFFABRRRQAUUUUAFeb/G7/AJEWP/r7H/oqSvSK83+N3/Iix/8AX2P/AEVJWdb4GNbmZ8AP+RW1T/r9/wDZFr1uvJPgB/yK2qf9fv8A7Itet0UvgQPcKKKK0EFFFFAGD42/5EfXP+vC4/8ARbVa8Nf8itpH/XlD/wCgCqvjb/kR9c/68Lj/ANFtVrw1/wAitpH/AF5Q/wDoAoA1KKKKACiiigAooooA4bw3/wAlK8Q/9e0f/o6Wu5rhvDf/ACUrxD/17R/+jpa7mgAooooAKKKKACvNvi1/rfCn/YWj/pXpNebfFr/W+FP+wtH/AEoA9JooooAKKKKACiiigDB8a/8AIla1/wBeM/8A6LaqXw4/5EfTf+uEX/otKu+Nf+RK1r/rxn/9FtVL4cf8iPpv/XCL/wBFpQB1dFFFABRRRQAVyPxK/wCRH1D/AK5Sf+i3rrq5H4lf8iPqH/XKT/0W9AHFfAH/AJB+uf8AXWL+TV7HXjnwB/5B+uf9dYv5NXsdABRRRQAUUUUAFcXpn/JVtT/7Baf+j5K7SuL0z/kq2p/9gtP/AEfJQB2lFFFABRRRQAUUUUAcH8Tv9RoX/X83/omSu8rg/id/qNC/6/m/9EyV3lABRRRQAUUUUAFeYfHX/kSbT/r/AE/9AevT68w+Ov8AyJNp/wBf6f8AoD0Aejab/wAgu0/64p/6CKs1W03/AJBdp/1xT/0EVZoAKKKKACiiigAriPhr/wAg2/8A+vub/wBHy129cR8Nf+Qbf/8AX3N/6PloA7eiiigAooooAKKKKAPnfwV/yXib/r8vf5SV9EV87+Cv+S8Tf9fl7/KSvSviD8SLTwpbi1tBHd6k77TGswHkgYJLgHcMg8cf/XAKXxJ+Jh8MMdM063EmoFhvkkPyIuFbopySQwHbv1rxTwt4ZvvGmvGwtplSVlaaSaXcQMeuAepNP8OeHdV8d+IZIIZSZ3DSzXM+5lX3ZgCck8c19NeGPDdn4X0S30+2WNnjjCyziII0pGTk49yeuaAGeFfC9n4T0aLT7VjIVUCSZlAaQ5Jyce7HHXArcoooAK4vxl/yNPhL/rvc/wDohq7SuL8Zf8jT4S/673P/AKIagDtKKKKACiiigAooooA4X4wf8k01H/fh/wDRi11eh/8AIA03/r1i/wDQBXKfGD/kmmo/78P/AKMWur0P/kAab/16xf8AoAoAv0UUUAFFFFABRRRQBx3wu/5EOy/66T/+j5K7GuO+F3/Ih2X/AF0n/wDR8ldjQAUUUUAFFFFABXnmnf8AJc9V/wCwef5W9eh155p3/Jc9V/7B5/lb0Aeh0UUUAFFFFABRRRQB5N8ev+Rb0v8A6+z/AOgGur+GH/JN9F/65N/6G1cp8ev+Rb0v/r7P/oBrq/hh/wAk30X/AK5N/wChtQB11FFFABRRRQAUUUUAFZviGaS28NarPC5SWKzmdGU4IIQkEEVpVleKP+RS1n/rxn/9FtQB494Q+J+raGqJ4jtru5srx1MN25c7c4yNznBGMHA/rXt9peW1/bJcWk8c0LgFXjcMDkZ6j2Irhvh7ptrqvw7gtbuJZImC8MoOMxIMjIPPJrk7rRda+D922oaGH1ewukYTpLC/7kKd2SUOOmfmPvxQB7ZXnfgnWdQv/iD4psrm6lkt7aRhDG0jEIPNccAnA4A6V0nhPxdp/i7T2ubMhJEIEkJkVmTIB5wenOPwNcZ8Pv8Akp/jL/rq/wD6OegD1OiiigAooooAKKKKACiiigAooooA52fx14bt55IJdXs0kjYo6tcxggg4II3V5/8AFvxXomseD47aw1G2nmFyG2Rzoxx5bjoCe5Feum2tySTBESepKCvOPjVBDH4GjKRRqftYGQoH/LKSs6vwMa3Oa+C3ibSNE8O6hDqN/b28j3e9VlmRCRsUZ+YivS/+FgeF/wDoM2P/AIFRf/FVw/wDhil8LamZIkYi96soP8C16x9lt/8An3i/74FFL4ED3Of/AOFgeF/+gzY/+BUX/wAVR/wsDwv/ANBmx/8AAqL/AOKroPstv/z7xf8AfAo+y2//AD7xf98CtBHP/wDCwPC//QZsf/AqL/4qj/hYHhf/AKDNj/4FRf8AxVdB9lt/+feL/vgUfZbf/n3i/wC+BQBw/izxv4dvPCOsW0GrWck0tlMiItxGSzGNgAAG9TVjQfHXhu38O6ZBLq9mskdpEjqbmMEEIARjdWp4zt4E8E64VgiB/s+4wdg4/dtVnw5bW7eF9JJgiJNlCSdg/uCgCl/wsDwv/wBBmx/8Cov/AIqj/hYHhf8A6DNj/wCBUX/xVdB9lt/+feL/AL4FH2W3/wCfeL/vgUAc/wD8LA8L/wDQZsf/AAKi/wDiqP8AhYHhf/oM2P8A4FRf/FV0H2W3/wCfeL/vgUfZbf8A594v++BQBz//AAsDwv8A9Bmx/wDAqL/4qj/hYHhf/oM2P/gVF/8AFV0H2W3/AOfeL/vgUfZbf/n3i/74FAHmGheLtCt/Hmt3kup2qwTQIsbmdAGPmyHg7sHgj866/wD4WB4X/wCgzY/+BUX/AMVWR4dhhb4j6+phjKi2jwNo/wCe0tdv9lt/+feL/vgUAc//AMLA8L/9Bmx/8Cov/iqP+FgeF/8AoM2P/gVF/wDFV0H2W3/594v++BR9lt/+feL/AL4FAHP/APCwPC//AEGbH/wKi/8AiqP+FgeF/wDoM2P/AIFRf/FV0H2W3/594v8AvgUfZbf/AJ94v++BQBz/APwsDwv/ANBmx/8AAqL/AOKrg/iT4q0XVJPDhs9Rtphb6mksuyZG2qMcnBOB9a9c+y2//PvF/wB8CvOfivDFHL4V2RRrnVo84UDPSgDpv+FgeF/+gzY/+BUX/wAVR/wsDwv/ANBmx/8AAqL/AOKroPstv/z7xf8AfAo+y2//AD7xf98CgDn/APhYHhf/AKDNj/4FRf8AxVH/AAsDwv8A9Bmx/wDAqL/4qug+y2//AD7xf98Cj7Lb/wDPvF/3wKAOf/4WB4X/AOgzY/8AgVF/8VR/wsDwv/0GbH/wKi/+KroPstv/AM+8X/fAo+y2/wDz7xf98CgDh/Ffjfw7eeE9WtoNWs3lls5kRFuIyWJRgAAG9TVTwL4z8P6f4RsLa61S0imSGMMj3EakERqDwW9RXUeMoIE8F62Vgiz9gnwdg4/dtVH4dwQSeCdNLQRE+RFyUH/PNKALP/CwPC//AEGbH/wKi/8AiqP+FgeF/wDoM2P/AIFRf/FV0H2W3/594v8AvgUfZbf/AJ94v++BQBz/APwsDwv/ANBmx/8AAqL/AOKo/wCFgeF/+gzY/wDgVF/8VXQfZbf/AJ94v++BR9lt/wDn3i/74FAHP/8ACwPC/wD0GbH/AMCov/iq5rx74y0DUfCN7bWuqWkszxuFRLiNiSY2HQN6kV6L9lt/+feL/vgVynxHggj8E6gVhjB8qTkKP+eb0Aec/BjxFpWh2WrrqV9BbNLJGUEsqpuADZxuI9a9R/4WB4X/AOgzY/8AgVF/8VXn/wABYo5dP1vzI0fEsWNyg9mr2D7Lb/8APvF/3wKAOf8A+FgeF/8AoM2P/gVF/wDFUf8ACwPC/wD0GbH/AMCov/iq6D7Lb/8APvF/3wKPstv/AM+8X/fAoA5//hYHhf8A6DNj/wCBUX/xVH/CwPC//QZsf/AqL/4qug+y2/8Az7xf98Cj7Lb/APPvF/3wKAOf/wCFgeF/+gzY/wDgVF/8VXKaf4w0GP4jX98+p2otn09I1kM8e0t5znGd2OhFel/Zbf8A594v++BXG6bBC3xT1JDDHtGlpxtGP9fJQBpf8LA8L/8AQZsf/AqL/wCKo/4WB4X/AOgzY/8AgVF/8VXQfZbf/n3i/wC+BR9lt/8An3i/74FAHP8A/CwPC/8A0GbH/wACov8A4qj/AIWB4X/6DNj/AOBUX/xVdB9lt/8An3i/74FH2W3/AOfeL/vgUAc//wALA8L/APQZsf8AwKi/+Ko/4WB4X/6DNj/4FRf/ABVdB9lt/wDn3i/74FH2W3/594v++BQB5d8QPF2halFo4tNStZTFeM77J0baPKkGThuOSK7H/hYHhf8A6DNj/wCBUX/xVY3xLhhjh0PZDGM3zZwo/wCeMldz9lt/+feL/vgUAc//AMLA8L/9Bmx/8Cov/iqP+FgeF/8AoM2P/gVF/wDFV0H2W3/594v++BR9lt/+feL/AL4FAHP/APCwPC//AEGbH/wKi/8AiqP+FgeF/wDoM2P/AIFRf/FV0H2W3/594v8AvgUfZbf/AJ94v++BQBz/APwsDwv/ANBmx/8AAqL/AOKrz74weKNG1rwlbW2n6hbXEy3qOUimRyF2OM4BPqK9h+y2/wDz7xf98CvM/jlDFF4JtTHEik36cqoB+49AHSWPj3wzHp9sjaxZBliUEG5j4OB/tVY/4WB4X/6DNj/4FRf/ABVa+nWtudMtCYIuYU/gHoKs/Zbf/n3i/wC+BQBz/wDwsDwv/wBBmx/8Cov/AIqj/hYHhf8A6DNj/wCBUX/xVdB9lt/+feL/AL4FH2W3/wCfeL/vgUAc/wD8LA8L/wDQZsf/AAKi/wDiqP8AhYHhf/oM2P8A4FRf/FV0H2W3/wCfeL/vgUfZbf8A594v++BQBz//AAsDwv8A9Bmx/wDAqL/4quS8BeL9B06wvEutTtYme5lZQ86LkGaQg8t6EfnXpv2W3/594v8AvgVxfw4hhk02+3QxnF3N1Uf895aANT/hYHhf/oM2P/gVF/8AFUf8LA8L/wDQZsf/AAKi/wDiq6D7Lb/8+8X/AHwKPstv/wA+8X/fAoA5/wD4WB4X/wCgzY/+BUX/AMVR/wALA8L/APQZsf8AwKi/+KroPstv/wA+8X/fAo+y2/8Az7xf98CgDn/+FgeF/wDoM2P/AIFRf/FUf8LA8L/9Bmx/8Cov/iq6D7Lb/wDPvF/3wK4X4h+OrPwbaRR2NrY3WoySbTE7D90AASWUc8gjHTrn6gHiK+JZdC+IN9rumiGZhd3DRb8lGVywz8pGeD2NZVtHL4g1tvteoQwS3DM8lzdykLnBPLH8qtaBo9x4w8UpYJMkM920khcqSAQC5469q+nvDnhfT/DeiW+mwIswiXDSyRruc5JJOB6k0Ac34Z1rwR4W0iGxs9V08siBZJ/PhDynk5YgjPJOK2f+FgeF/wDoM2P/AIFRf/FV0H2W3/594v8AvgUfZbf/AJ94v++BQBz/APwsDwv/ANBmx/8AAqL/AOKo/wCFgeF/+gzY/wDgVF/8VXQfZbf/AJ94v++BR9lt/wDn3i/74FAHP/8ACwPC/wD0GbH/AMCov/iq5XxT4w0G88ReGp4NTtXjt5pzKyzxkKDCwGcNxz616V9lt/8An3i/74Fcd4vghTxT4TCwxYM9zkbBz+4agDR/4WB4X/6DNj/4FRf/ABVH/CwPC/8A0GbH/wACov8A4qug+y2//PvF/wB8Cj7Lb/8APvF/3wKAOf8A+FgeF/8AoM2P/gVF/wDFUf8ACwPC/wD0GbH/AMCov/iq6D7Lb/8APvF/3wKPstv/AM+8X/fAoA5//hYHhf8A6DNj/wCBUX/xVH/CwPC//QZsf/AqL/4qug+y2/8Az7xf98Cj7Lb/APPvF/3wKAPL/if4u0LVvAV9Z2WpWs9w7xFY450YnEik8BieldJpHjvw1Do1jFJq9krpbxqwNzGCCFAP8VU/i7BDH8NtRZIY1bfDyFAP+sWuq0S2t20HTiYIsm1iP3B/dFAGb/wsDwv/ANBmx/8AAqL/AOKo/wCFgeF/+gzY/wDgVF/8VXQfZbf/AJ94v++BR9lt/wDn3i/74FAHP/8ACwPC/wD0GbH/AMCov/iqP+FgeF/+gzY/+BUX/wAVXQfZbf8A594v++BR9lt/+feL/vgUAc//AMLA8L/9Bmx/8Cov/iqP+FgeF/8AoM2P/gVF/wDFV0H2W3/594v++BR9lt/+feL/AL4FAHm/w98Y6Bpvg20tbvVLSKZXmLI88akZmcjgtnoRXUf8LA8L/wDQZsf/AAKi/wDiqofDGCGTwHYloYifMuOSgz/r5K6/7Lb/APPvF/3wKAOf/wCFgeF/+gzY/wDgVF/8VR/wsDwv/wBBmx/8Cov/AIqug+y2/wDz7xf98Cj7Lb/8+8X/AHwKAOf/AOFgeF/+gzY/+BUX/wAVR/wsDwv/ANBmx/8AAqL/AOKroPstv/z7xf8AfAo+y2//AD7xf98CgDn/APhYHhf/AKDNj/4FRf8AxVcRY+K9Ej+L2pam+o2ws5LLYspnTaWxDxnOP4T37V6v9lt/+feL/vgV59p0MP8Awu/VYzDHs/s88bRjpb0AdD/wsDwv/wBBmx/8Cov/AIqj/hYHhf8A6DNj/wCBUX/xVdB9lt/+feL/AL4FH2W3/wCfeL/vgUAc/wD8LA8L/wDQZsf/AAKi/wDiqP8AhYHhf/oM2P8A4FRf/FV0H2W3/wCfeL/vgUfZbf8A594v++BQBz//AAsDwv8A9Bmx/wDAqL/4qj/hYHhf/oM2P/gVF/8AFV0H2W3/AOfeL/vgUfZbf/n3i/74FAHi3xl8S6Rrmg6dDp1/b3EkdyWZYpkcgbSM/KTXoPww/wCSb6L/ANcm/wDQ2rkfjvDFF4b0vy4kUm7PKqB/Aa674Yf8k30X/rk3/obUAddRRRQAUUUUAFFFFABWb4iiefwzq0MalpJLOZVAGSSUIFWLzU9P04oL6+trXfnZ58qpux1xk89RVX/hJdB/6Dem/wDgXH/jQBjfDiyuNP8ACFvb3MbRyLtyrKQf9Wg7/SutIyMHpWX/AMJLoP8A0G9N/wDAuP8Axo/4SXQf+g3pv/gXH/jQBw3iD4U7tXGu+HdQ+x3ySNO0Uifu5G3bwPkwQM8d+PpWX8JJ7678Z+JLrULYwXEo3SKEZV3GRicZ56k16b/wkug/9BvTf/AuP/GrNnqunagzLZX9rcsgywhmVyB74NAFuiiigAooooAKKKKACiiigAooooAK83+N3/Iix/8AX2P/AEVJXpFeb/G7/kRY/wDr7H/oqSs63wMa3Mz4Af8AIrap/wBfv/si163XknwA/wCRW1T/AK/f/ZFr1uil8CB7hRRRWggooooAwfG3/Ij65/14XH/otqteGv8AkVtI/wCvKH/0AVV8bf8AIj65/wBeFx/6LarXhr/kVtI/68of/QBQBqUUUUAFFFFABRRRQBw3hv8A5KV4h/69o/8A0dLXc1w3hv8A5KV4h/69o/8A0dLXc0AFFFFABRRRQAV5t8Wv9b4U/wCwtH/SvSa82+LX+t8Kf9haP+lAHpNFFFABRRRQAUUUUAYPjX/kSta/68Z//RbVS+HH/Ij6b/1wi/8ARaVd8a/8iVrX/XjP/wCi2ql8OP8AkR9N/wCuEX/otKAOrooooAKKKKACuR+JX/Ij6h/1yk/9FvXXVyPxK/5EfUP+uUn/AKLegDivgD/yD9c/66xfyavY68c+AP8AyD9c/wCusX8mr2OgAooooAKKKKACuL0z/kq2p/8AYLT/ANHyV2lcXpn/ACVbU/8AsFp/6PkoA7SiiigAooooAKKKKAOD+J3+o0L/AK/m/wDRMld5XB/E7/UaF/1/N/6JkrvKACiiigAooooAK8w+Ov8AyJNp/wBf6f8AoD16fXmHx1/5Em0/6/0/9AegD0bTf+QXaf8AXFP/AEEVZqtpv/ILtP8Arin/AKCKs0AFFFFABRRRQAVxHw1/5Bt//wBfc3/o+Wu3riPhr/yDb/8A6+5v/R8tAHb0UUUAFFFcB8Q/iPa+FLf7HaBLnUnYAxiUDyQMHLAHcMgjHH/1wB3xB+JMXg6OO2tLdLrUJGxtdhsjAAJLAHOSGGOn6c+BaTpWo+M/ErW1uym8umeZnk3FR1YkkAn2/EUzSNI1Txfrpt7YvPdzbpZJZNzAdyWIBPtn1Ir6Y8GeDrPwho8VtEI5bsoBPcrEFaQ5J69SBnAyewoA8S+G9l/ZvxihsN/mfZpbmHfjG7ajjP6V9JV87+Cv+S8Tf9fl7/KSvoigAooooAKKKKACuL8Zf8jT4S/673P/AKIau0ri/GX/ACNPhL/rvc/+iGoA7SiiigAooooAKKKKAOF+MH/JNNR/34f/AEYtdXof/IA03/r1i/8AQBXKfGD/AJJpqP8Avw/+jFrq9D/5AGm/9esX/oAoAv0UUUAFFFFABRRRQBx3wu/5EOy/66T/APo+Suxrjvhd/wAiHZf9dJ//AEfJXY0AFFFFABRRRQAV55p3/Jc9V/7B5/lb16HXnmnf8lz1X/sHn+VvQB6HRRRQAUUUUAFFFFAHk3x6/wCRb0v/AK+z/wCgGur+GH/JN9F/65N/6G1cp8ev+Rb0v/r7P/oBrq/hh/yTfRf+uTf+htQB11FFFABRRRQAUUUUAcn4z8A6f42eya+urqA2gcJ5BXndtznIP90Vy3/ChtA/6Cmp/nH/APE16rRQB4R41+E2keGfD0mo21/fSyKSAspTHCM3ZR/drW0n4I6FqGjWN7JqWoq9xbxysqlMAsoJx8vvXUfFj/kR5v8Aeb/0W9dL4a/5FXSP+vKH/wBAFAHn3/ChtA/6Cmp/nH/8TXS+Dfh5p3gq6urixu7qdrhAjCcrgAHPGAK7CigAooooAKKKKACiiigAooooAKKKKACvN/jd/wAiLH/19j/0VJXpFeb/ABu/5EWP/r7H/oqSs63wMa3Mz4Af8itqn/X7/wCyLXrdeSfAD/kVtU/6/f8A2Ra9bopfAge4UUUVoIKKKKAMHxt/yI+uf9eFx/6LarXhr/kVtI/68of/AEAVV8bf8iPrn/Xhcf8AotqteGv+RW0j/ryh/wDQBQBqUUUUAFFFFABRRRQBw3hv/kpXiH/r2j/9HS13NcN4b/5KV4h/69o//R0tdzQAUUUUAFFFFABXm3xa/wBb4U/7C0f9K9Jrzb4tf63wp/2Fo/6UAek0UUUAFFFFABRRRQBg+Nf+RK1r/rxn/wDRbVS+HH/Ij6b/ANcIv/RaVd8a/wDIla1/14z/APotqpfDj/kR9N/64Rf+i0oA6uiiigAooooAK5H4lf8AIj6h/wBcpP8A0W9ddXI/Er/kR9Q/65Sf+i3oA4r4A/8AIP1z/rrF/Jq9jrxz4A/8g/XP+usX8mr2OgAooooAKKKKACuL0z/kq2p/9gtP/R8ldpXF6Z/yVbU/+wWn/o+SgDtKKKKACiiigAooooA4P4nf6jQv+v5v/RMld5XB/E7/AFGhf9fzf+iZK7ygAooooAKKKKACvMPjr/yJNp/1/p/6A9en15h8df8AkSbT/r/T/wBAegD0bTf+QXaf9cU/9BFWarab/wAgu0/64p/6CKs0AFFFFABRRRQAVxHw1/5Bt/8A9fc3/o+Wu3riPhr/AMg2/wD+vub/ANHy0AdvRRXH+PvHcHgvS45Y44rq9lkCJbmUKQMZLEdcYx+YoATx748tvBmmq6LHc38rhI4N446ElhnIGP1Ir53tLPVvG/iWURBpr26ZpXY72CgDPJ5IHQD8BRDDq3jfxNJjzJ726Z5W4dwoAz7kAYAH4CvpLwZ4J0/wdp4ityJrp0CzXLRqrPyT2GcZPQk9BQAvgzwZY+D9LjghCyXbRhZ7jYoZzkk8gA4yeM9gK6aiigD538Ff8l4m/wCvy9/lJX0RXzv4K/5LxN/1+Xv8pK+iKACiiigAooooAK4vxl/yNPhL/rvc/wDohq7SuL8Zf8jT4S/673P/AKIagDtKKKKACiiigAooooA4X4wf8k01H/fh/wDRi11eh/8AIA03/r1i/wDQBXKfGD/kmmo/78P/AKMWur0P/kAab/16xf8AoAoAv0UUUAFFFFABRRRQBx3wu/5EOy/66T/+j5K7GuO+F3/Ih2X/AF0n/wDR8ldjQAUUUUAFFFFABXnmnf8AJc9V/wCwef5W9eh155p3/Jc9V/7B5/lb0Aeh0UUUAFFFFABRRRQB5N8ev+Rb0v8A6+z/AOgGur+GH/JN9F/65N/6G1cp8ev+Rb0v/r7P/oBrq/hh/wAk30X/AK5N/wChtQB11FFFABRRRQAUUUUAMeWOLHmSImem5gM0z7Vb/wDPxF/32K5Lx58PovHL2DSai9n9kEgG2IPu3bfcY+7+tcd/woG1/wChhm/8BR/8VQB1HxVnhk8EzhJo2O5uAwP/ACzeuj8OXNuvhfSAZ4gRZQgjeP7grzT/AIUDa/8AQwzf+Ao/+Ko/4UDa/wDQwzf+Ao/+KoA9e+1W/wDz8Rf99inpNFKSI5EcjrtYGvHv+FA2v/Qwzf8AgKP/AIqus8C/DmLwReXlxHqT3ZuY1Qq0ITbg59TQB3FFFFABRRRQAUUUUAFFFFABRRRQAV5v8bv+RFj/AOvsf+ipK9Irzf42/wDIix/9fY/9FSVnW+BjW5mfAD/kVtU/6/f/AGRa9bryT4Af8itqn/X7/wCyLXrdFL4ED3CiiitBBRRRQBg+Nv8AkR9c/wCvC4/9FtVrw1/yK2kf9eUP/oAqr42/5EfXP+vC4/8ARbVa8Nf8itpH/XlD/wCgCgDUooooAKKKKACiiigDhvDf/JSvEP8A17R/+jpa7muG8N/8lK8Q/wDXtH/6OlruaACiiigAooooAK82+LX+t8Kf9haP+lek15t8Wv8AW+FP+wtH/SgD0miiigAooooAKKKKAMHxr/yJWtf9eM//AKLaqXw4/wCRH03/AK4Rf+i0q741/wCRK1v/AK8Z/wD0W1Uvhz/yI+m/9cIv/RaUAdXRRRQAUUUUAFcj8Sv+RH1D/rlJ/wCi3rrq5H4lf8iPqH/XKT/0W9AHFfAH/kH65/11i/k1ex1458Af+Qfrn/XWL+TV7HQAUUUUAFFFFABXF6Z/yVbU/wDsFp/6PkrtK4vTP+Sran/2C0/9HyUAdpRRRQAUUUUAFFFFAHB/E7/UaF/1/N/6JkrvK4P4nf6jQv8Ar+b/ANEyV3lABRRRQAUUUUAFeYfHX/kSbT/r/T/0B69PrzD46/8AIkWn/X+n/oD0Aejab/yC7T/rin/oIqzVbTf+QXaf9cU/9BFWaACiiigAooooAK4j4a/8g2//AOvub/0fLXb15HpHjOx8GeGLy8uU+0SyX0yR26SKrN+/lyeewHseo9aAOx8feNF8E6LFeC2FzPPMIo4i+0dCST3wAPzIr5s26h4v8Syuq7729keUgBiAcFiB1OABU9xLq/jnxPNJGk091cu8qxDfJ5a9cDqcAAD8q+h/AXgS38G6f8zxz38qATTLGBjknCnrjkDnrtHSgCPwF8PbXwVBJL9pa5v7iNVmfaAgwScJxnHPc847V2lFFABRRRQB87+Cv+S8Tf8AX5e/ykr6Ir548Ff8l4m/6/L3+UlfQ9ABRRRQAUUUUAFcX4y/5Gnwl/13uf8A0Q1dpXF+Mv8AkafCX/Xe5/8ARDUAdpRRRQAUUUUAFFFFAHC/GD/kmmo/78P/AKMWur0P/kAab/16xf8AoArlPjB/yTTUf9+H/wBGLXV6H/yANN/69Yv/AEEUAX6KKKACiiigAooooA474Xf8iHZf9dJ//R8ldjXHfC7/AJEKy/66T/8Ao+SuxoAKKKKACiiigArzzTv+S56r/wBg8/yt69DrzzTf+S56r/2Dz/K3oA9DooooAKKKKACiiigDyb49f8i3pf8A19n/ANANdX8MP+Sb6L/1yb/0Nq5T49f8i3pf/X2f/QDXV/DD/km+i/8AXJv/AENqAOuooooAKKKKACiiigBrOiEBmVSxwMnGTTq8p+KiXGq+K/DGi29zNbh3MkjRuVIDOiAjHcc16qqhEVR0AxQBHc3MNnay3M8ixwxIXd2IAVQMkknpwK57/hYHhf8A6DNj/wCBUX/xVWvGX/Il63/14T/+i2rzrwb8L/D+t+GbS+umuhNLGjNtMeMlFJ6oe5oA7v8A4WB4X/6DNj/4FRf/ABVauk65puuRSSabeQXKxsFfypVfaT0ztJxXG/8ACmfC/wDfvPzi/wDiKyfhzpY8KeP9d0JZXeGWHz4tx/hWVkGegzg9hQB6zRRRQAUUUUAFFFFABRRRQAUUUUAeYah4N8fz6ldTW3iiKK3kmdoozczjapJIGBxwPSuL+IXhrxfpfhxLjWtejvLUzhREs8zfNsc5w3HQEfjX0HXm/wAbv+RFj/6+x/6KkrOq/cY1uec/DLw94p1jRbybQdbjsIEuNskbTSpubaDnCcdMV2//AAhHxG/6GyH/AMCrio/gB/yK2qf9fv8A7Itet0UvgQPc8o/4Qj4jf9DZD/4FXFH/AAhHxG/6GyH/AMCrivV6K0EeUf8ACEfEb/obIf8AwKuKP+EI+I3/AENkP/gVcV6vRQB4vr3g/wAe2vh7Uri98TxS2sVrK80QuZzvQISy4PByMjmpdK8G/ECfR7Ga28URRwSW8bRobmcbVKggccdK9F8bf8iPrn/Xhcf+i2q14a/5FbSP+vKH/wBAFAHnn/CEfEb/AKGyH/wKuKP+EI+I3/Q2Q/8AgVcV6vRQB5R/whHxG/6GyH/wKuKP+EI+I3/Q2Q/+BVxXq9FAHlH/AAhHxG/6GyH/AMCrij/hCPiN/wBDZD/4FXFer0UAeD6X4W8aT+KtTtbbxFFHexRI0032iYb1LuAMjk8hjz610P8AwhHxG/6GyH/wKuK3vDf/ACUrxD/17R/+jpa7mgDyj/hCPiN/0NkP/gVcUf8ACEfEb/obIf8AwKuK9XooA8o/4Qj4jf8AQ2Q/+BVxR/whHxG/6GyH/wACrivV6KAPKP8AhCPiN/0NkP8A4FXFcr408N+LtOfRRq2vR3Rnvkjt8Tyt5ch6N83T6jmvoGvNvi1/rfCn/YWj/pQBR/4Qj4jf9DZD/wCBVxR/whHxG/6GyH/wKuK9XooA8o/4Qj4jf9DZD/4FXFH/AAhHxG/6GyH/AMCrivV6KAPKP+EI+I3/AENkP/gVcUf8IR8Rv+hsh/8AAq4r1eigDxjXfB/j210DUZ7zxRFLax20ryx/aZzvQKSVweDkZ61X8L+E/HF94etLjTvEkVvavEhjiNxONoKKQMLx0IFeo+Nf+RK1r/rxn/8ARbVS+HH/ACI+m/8AXCL/ANFpQByf/CEfEb/obIf/AAKuKP8AhCPiN/0NkP8A4FXFer0UAeUf8IR8Rv8AobIf/Aq4o/4Qj4jf9DZD/wCBVxXq9FAHlH/CEfEb/obIf/Aq4rF8VeE/G9j4eurjUvEkVxarG5eIXEzbgEYkYbjoCK9xrkfiV/yI+of9cpP/AEW9AHjfw10HxNrNrqDaBrCWCRuglDSyJvJBx9z8etd3/wAIR8Rv+hsh/wDAq4qn8Af+Qfrn/XWL+TV7HQB5R/whHxG/6GyH/wACrij/AIQj4jf9DZD/AOBVxXq9FAHlH/CEfEb/AKGyH/wKuKP+EI+I3/Q2Q/8AgVcV6vRQB5R/whHxG/6GyH/wKuKwbXwr41k8ZXVnH4jiW/SzWR5/tE2Gj8xgFz16gn05r3WuL0z/AJKtqf8A2C0/9HyUAc5/whHxG/6GyH/wKuKP+EI+I3/Q2Q/+BVxXq9FAHlH/AAhHxG/6GyH/AMCrij/hCPiN/wBDZD/4FXFer0UAeUf8IR8Rv+hsh/8AAq4o/wCEI+I3/Q2Q/wDgVcV6vRQB4L4s8L+M7CPTjqfiGO5ElyUiAuJm2N5bnPzewI49a6P/AIQj4jf9DZD/AOBVxW38Tv8AUaF/1/N/6JkrvKAPKP8AhCPiN/0NkP8A4FXFH/CEfEb/AKGyH/wKuK9XooA8o/4Qj4jf9DZD/wCBVxR/whHxG/6GyH/wKuK9XooA8o/4Qj4jf9DZD/4FXFcj8RfDnizSPD0NxruuR31q1yqLEs8rkPtYg4fjoD+dfQteYfHX/kSbT/r/AE/9AegClbeCviG9pC8fiuFUZFKj7VccDHFS/wDCEfEb/obIf/Aq4r07Tf8AkF2n/XFP/QRVmgDyj/hCPiN/0NkP/gVcUf8ACEfEb/obIf8AwKuK9XooA8o/4Qj4jf8AQ2Q/+BVxR/whHxG/6GyH/wACrivV6xfFPiWz8KaK+o3eGAZUSLeFaQk9BnrgZP4UAeR+LbTxv4O0hdQvvFSyB5BGkUV3NvYn0BI4FeUgXep3hVEmubiVmfYgLsxPJOOp7mtjxF4k1fxrrbzSrM+9y0FnEzyLGMDhV57Lk4Hqa9Z+DHhe0s7abV5kc35BhKyKP3RDup25GQflwefWgDI0H4TeL9JUXdhrNnaTTxrv2yTI6jrtOAP8itv/AIQj4jf9DZD/AOBVxXq9FAHlH/CEfEb/AKGyH/wKuKP+EI+I3/Q2Q/8AgVcV6vRQB5R/whHxG/6GyH/wKuKP+EI+I3/Q2Q/+BVxXq9FAHyzoGl61dfEmXTrLUVh1YXFwpuzI4BZQ287h83OD+fNen/8ACEfEb/obIf8AwKuK47wV/wAl4m/6/L3+UlfRFAHlH/CEfEb/AKGyH/wKuKP+EI+I3/Q2Q/8AgVcV6vRQB5R/whHxG/6GyH/wKuKP+EI+I3/Q2Q/+BVxXq9FAHlH/AAhHxG/6GyH/AMCrisLW/Cvja11nRIbzxHFLcTyyi2k+0THyyIyWOTyMrkcV7pXF+Mv+Rp8Jf9d7n/0Q1AHOf8IR8Rv+hsh/8Crij/hCPiN/0NkP/gVcV6vRQB5R/wAIR8Rv+hsh/wDAq4o/4Qj4jf8AQ2Q/+BVxXq9FAHlH/CEfEb/obIf/AAKuKP8AhCPiN/0NkP8A4FXFer0UAeDeOPC/jPTPCd3dav4hju7FGjEkInmYtlwBw3HBwfwrZ0/wZ8QZdNtZIPFMSQvCjIv2m4G1SBgce1dN8YP+Saaj/vw/+jFrq9D/AOQBpv8A16xf+gCgDzf/AIQj4jf9DZD/AOBVxR/whHxG/wChsh/8CrivV6KAPKP+EI+I3/Q2Q/8AgVcUf8IR8Rv+hsh/8CrivV6KAPKP+EI+I3/Q2Q/+BVxR/wAIR8Rv+hsh/wDAq4r1eigDwzwh4U8bah4atrnTPEcVtaM8oSE3EylSJGDcLxywJ/Gtz/hCPiN/0NkP/gVcV03wu/5EOy/66T/+j5K7GgDyj/hCPiN/0NkP/gVcUf8ACEfEb/obIf8AwKuK9XooA8o/4Qj4jf8AQ2Q/+BVxR/whHxG/6GyH/wACrivV6KAPKP8AhCPiN/0NkP8A4FXFcxaeGfGD/EO90+PX411RLXfJc+fNhk/dfLn738Sf98/Svfq8807/AJLnqv8A2Dz/ACt6AMv/AIQj4jf9DZD/AOBVxR/whHxG/wChsh/8CrivV6KAPKP+EI+I3/Q2Q/8AgVcUf8IR8Rv+hsh/8CrivV6KAPKP+EI+I3/Q2Q/+BVxR/wAIR8Rv+hsh/wDAq4r1eigD5z+JHh/xTo+k2cuva0l/A8+2NFmlfa2084fjpXr3ww/5Jvov/XJv/Q2rlPj1/wAi3pf/AF9n/wBANdX8MP8Akm+i/wDXJv8A0NqAOuooooAKKKKACiiigDy7xywg+KnheaQ7Y2REBPAJE6nH6ivUa85+L3h661bQ7TUbEhZ9Md5icHcEC7jggZHKiuh8E+MLXxlopvLeGSF4XEUqSEH5toJIwenPU46UAbGsacNW0a905pDELqB4S4Gdu5SucfjVfw5oi+HtFg01ZzOIUVd5XbnChemfatWigArzXSGFz8aNRkiO5YdOaJyOdrfaOn6Gu18Q6/aeHNJlv7vlUViqbgC5Ck4GfpXC/B6zuJ4ta8Q3ePN1G4BUHJIHLnk9Qd4/KgD0+iiigAooooAKKKKACiiigAooooAK83+N3/Iix/8AX2P/AEVJXpFeb/G7/kRY/wDr7H/oqSs63wMa3Mz4Af8AIrap/wBfv/si163XknwA/wCRW1T/AK/f/ZFr1uil8CB7hRRRWggooooAwfG3/Ij65/14XH/otqteGv8AkVtI/wCvKH/0AVV8bf8AIj65/wBeFx/6LarXhr/kVtI/68of/QBQBqUUUUAFFFFABRRRQBw3hv8A5KV4h/69o/8A0dLXc1w3hv8A5KV4h/69o/8A0dLXc0AFFFFABRRRQAV5t8Wv9b4U/wCwtH/SvSa82+LX+t8Kf9haP+lAHpNFFFABRRRQAUUUUAYPjX/kSta/68Z//RbVS+HH/Ij6b/1wi/8ARaVd8a/8iVrX/XjP/wCi2ql8OP8AkR9N/wCuEX/otKAOrooooAKKKKACuR+JX/Ij6h/1yk/9FvXXVyPxK/5EfUP+uUn/AKLegDivgD/yD9c/66xfyavY68c+AP8AyD9c/wCusX8mr2OgAooooAKKKKACuL0z/kq2p/8AYLT/ANHyV2lcXpn/ACVbU/8AsFp/6PkoA7SiiigAooooAKKKKAOD+J3+o0L/AK/m/wDRMld5XB/E7/UaF/1/N/6JkrvKACiiigAooooAK8w+Ov8AyJNp/wBf6f8AoD16fXmHx1/5Em0/6/0/9AegD0bTf+QXaf8AXFP/AEEVZqtpv/ILtP8Arin/AKCKs0AFFFZ2ua1Z+HtJl1K+YiCMqDtIySSAMZIHf1oAZ4h1218N6NLqd5kxRlV2ggEkkDjJHr+lfLfirxReeLdalv7lBGGYmOFGLCMYAwM+yjPTNWfGnjG88Y6xJO/mx2gcmC2MhYIMAdOmTjPA7mvYPhf8N/8AhHgmt6hLFPdXFuDHD5X+o3cnk85xgdB3HNAE3wv+HbeF4/7XvLhZby7t1AiEeBCDyRk8k429h361pfDX/kG3/wD19zf+j5a7euI+Gv8AyDb/AP6+5v8A0fLQB29FFFABRRRQAUUUUAfO/gr/AJLxN/1+Xv8AKSvoivnfwV/yXib/AK/L3+UlfRFABRRRQAUUUUAFcX4y/wCRp8Jf9d7n/wBENXaVxfjL/kafCX/Xe5/9ENQB2lFFFABRRRQAUUUUAcL8YP8Akmmo/wC/D/6MWur0P/kAab/16xf+gCuU+MH/ACTTUf8Afh/9GLXV6H/yANN/69Yv/QBQBfooooAKKKKACiiigDjvhd/yIdl/10n/APR8ldjXHfC7/kQ7L/rpP/6PkrsaACiiigAooooAK8807/kueq/9g8/yt69DrzzTv+S56r/2Dz/K3oA9DooooAKKKKACiiigDyb49f8AIt6X/wBfZ/8AQDXV/DD/AJJvov8A1yb/ANDauU+PX/It6X/19n/0A11fww/5Jvov/XJv/Q2oA66iiigAooooAKKKKAEIDKVYAgjBB715XrvwluLe+bVPCOqyafcszPJEXMaYzuCr5YBAzgY5rqNO+IWkXmqz6VdCWzv4pDH5TqXD4bbkMoI68c11tAHjMnjf4j6G7QXHhxbz5iokS1uGB28ZyTyDTR4++I2qIUt/C4gKEEsbS4568cGvaKKAPItJ+Emo6lqC6h4v1mS8KFZIoY5WkA53MreYv3e2BXraIsaKiKFRQAqqMAD0FOpksqQxNJIcIoJJx0AoAfRXMaF460jxLrk2m6S0k4ghMksxQoqkMF24YAnrnPtXT0AFFFFABRRRQAUUUUAFFFFABXm/xu/5EWP/AK+x/wCipK9Irzf43f8AIix/9fY/9FSVnW+BjW5mfAD/AJFbVP8Ar9/9kWvW68k+AH/Irap/1+/+yLXrdFL4ED3CiiitBBRRRQBg+Nv+RH1z/rwuP/RbVa8Nf8itpH/XlD/6AKq+Nv8AkR9c/wCvC4/9FtVrw1/yK2kf9eUP/oAoA1KKKKACiiigAooooA4bw3/yUrxD/wBe0f8A6Olrua4bw3/yUrxD/wBe0f8A6OlruaACiiigAooooAK82+LX+t8Kf9haP+lek15t8Wv9b4U/7C0f9KAPSaKKKACiiigAooooAwfGv/Ila1/14z/+i2ql8OP+RH03/rhF/wCi0q741/5ErWv+vGf/ANFtVL4cf8iPpv8A1wi/9FpQB1dFFFABRRRQAVyPxK/5EfUP+uUn/ot666uR+JX/ACI+of8AXKT/ANFvQBxXwB/5B+uf9dYv5NXsdeOfAH/kH65/11i/k1ex0AFFFFABRRRQAVxemf8AJVtT/wCwWn/o+Su0ri9M/wCSran/ANgtP/R8lAHaUUUUAFFFFABRRRQBwfxO/wBRoX/X83/omSu8rg/id/qNC/6/m/8ARMld5QAUUUUAFFFFABXmHx1/5Em0/wCv9P8A0B69PrzD46/8iTaf9f6f+gPQB6Npv/ILtP8Arin/AKCKs1W03/kF2n/XFP8A0EU+7u4LG2e5uX2RJjc2CcZOOg9zQAy/1C00uze7vbiKCBCAXkcKBk4HJIFfM3xA8eXHjLUPLWMRafbysbdMncQQBluSM8dvU1L8QviDdeL717WHEelQTMYApYGUcAM4JxnjI44ya7L4VfDVxJD4h1mOGS3lg3W9s6rIG3Z+Zs5xxyB1+btjFAFn4W/DI2hh8QayqOZYcwWkkX3N2QS4YdcYxj1r2KiigAriPhr/AMg2/wD+vub/ANHy129cR8Nf+Qbf/wDX3N/6PloA7eiiigAooooAKKKKAPnfwV/yXib/AK/L3+UlfRFfO/gr/kvE3/X5e/ykr6IoAKKKKACiiigAri/GX/I0+Ev+u9z/AOiGrtK4vxl/yNPhL/rvc/8AohqAO0ooooAKKKKACiiigDhfjB/yTTUf9+H/ANGLXV6H/wAgDTf+vWL/ANAFcp8YP+Saaj/vw/8Aoxa6vQ/+QBpv/XrF/wCgCgC/RRRQAUUUUAFFFFAHHfC7/kQ7L/rpP/6Pkrsa474Xf8iHZf8AXSf/ANHyV2NABRRRQAUUUUAFeead/wAlz1X/ALB5/lb16HXnmnf8lz1X/sHn+VvQB6HRRRQAUUUUAFFFFAHk3x6/5FvS/wDr7P8A6Aa6v4Yf8k30X/rk3/obVynx6/5FvS/+vs/+gGur+GH/ACTfRf8Ark3/AKG1AHXUUUUAFFFFABRRRQBjeIPC2keJ7ZYdUs45ymfLc5BQkY4IIP4ZrgbbwV458ImZtB1+G7s2BdoJxsIx0A3Bx0GOor1eigDyFPjglm4i1Xw/PE3QtFco5468YHvVj/hfOgf9AvU/yj/+Kr1KWCKcYliSQYxh1BqgvhvQlYMui6cGByCLVMg/lQB5nD8WNY8TlrXw9ohhnCkmSS6TjoAcFOeTWhF8N9e1+eOfxnryXqR/ctYVYKATk5K7Oeo6GvTUjSMYjRUB7KMU6gCrp+m2WlWiWthbR28CAKEQdgMD68CrVFFABRRRQAV57f8Axl8MadqFzZTRagZbeVon2wqRuUkHHzdOK9CryL4WxRy+O/G/mRq+Ls43DP8Ay1koA0/+F4+FP+eOpf8Afhf/AIqvRLS5jvbKC7iz5c8ayJuGDhhkZ/Oj7Lb/APPvF/3wKmAAAAGAO1ABRRRQAV5v8bv+RFj/AOvsf+ipK9Irzf43f8iLH/19j/0VJWdb4GNbmZ8AP+RW1T/r9/8AZFr1uvJPgB/yK2qf9fv/ALItet0UvgQPcKKKK0EFFFFAGD42/wCRH1z/AK8Lj/0W1WvDX/IraR/15Q/+gCqvjb/kR9c/68Lj/wBFtVrw1/yK2kf9eUP/AKAKANSiiigAooooAKKKKAOG8N/8lK8Q/wDXtH/6Olrua4bw3/yUrxD/ANe0f/o6Wu5oAKKKKACiiigArzb4tf63wp/2Fo/6V6TXm3xa/wBb4U/7C0f9KAPSaKKKACiiigAooooAwfGv/Ila1/14z/8AotqpfDj/AJEfTf8ArhF/6LSrvjX/AJErWv8Arxn/APRbVS+HH/Ij6b/1wi/9FpQB1dFFFABRRRQAVyPxK/5EfUP+uUn/AKLeuurkfiV/yI+of9cpP/Rb0AcV8Af+Qfrn/XWL+TV7HXjnwB/5B+uf9dYv5NXsdABRRRQAUUUUAFcXpn/JVtT/AOwWn/o+Su0ri9M/5Ktqf/YLT/0fJQB2lFFFABRRRQAUUUUAcH8Tv9RoX/X83/omSu8rg/id/qNC/wCv5v8A0TJXeUAFFFFABRRRQAV5h8df+RJtP+v9P/QHr0+vMPjr/wAiTaf9f6f+gPQB6LpxxpVoT/zxT/0EV85fEX4iXHi25axthLBpcMxZY3IzIQAASAOP4jjJ6+1WfH/xI/t/TrbRdMW5gtbYgSyGTb5+FAGVHYEE8n0P0u/DD4avrM0Ot6qtu+llGMcDfMZSdy8gdACM/l+ABc+FPw4jvxFr+rpDNZvEfItzkkkkruOD2x0569sV7qAAMAYFNjjSKNY40VI0AVVUYCgdABTqACiiigAriPhr/wAg2/8A+vub/wBHy129cR8Nf+Qbf/8AX3N/6PloA7eiiigAooooAKKKKAPnfwV/yXib/r8vf5SV9EV87+Cv+S8Tf9fl7/KSvoigAooooAKKKKACuL8Zf8jT4S/673P/AKIau0ri/GX/ACNPhL/rvc/+iGoA7SiiigAooooAKKKKAOF+MH/JNNR/34f/AEYtdXof/IA03/r1i/8AQBXKfGD/AJJpqP8Avw/+jFrq9D/5AGm/9esX/oAoAv0UUUAFFFFABRRRQBx3wu/5EOy/66T/APo+Suxrjvhd/wAiHZf9dJ//AEfJXY0AFFFFABRRRQAV55p3/Jc9V/7B5/lb16HXnmnf8lz1X/sHn+VvQB6HRRRQAUUUUAFFFFAHk3x6/wCRb0v/AK+z/wCgGur+GH/JN9F/65N/6G1cp8ev+Rb0v/r7P/oBrq/hh/yTfRf+uTf+htQB11FFFABRRRQAUUUUAFFFFABRRRQAUVka94k03w5FbtfyMr3MnlQIqFjI/ZfQfU4FZbeIfFTHdB4LZ4jyjNqcKkjsSOcce9AHV0Vy0fjRLO5t7XxBp8uk3F1IsVupkWdZGJxgFM45PcAV1NABRRRQAV5ZafDHXrXWtYvrbxELJb+6aYC23hipZiAxBHTd05r1OigDynU9L8f+E4n1K18Q/wBpWESmS4hmbLhVyzEeYG7DHBzzXpWlalBrGl22oW27yriJZVDDBAZQwz+BqDxFLHD4b1OSU4QWkpJxn+A1zXwotry28DwfbCx8xlkhy+792Y02/TvxQB3FFFFAHC618WPDug6nLp95HfGaJireXEpHDFf73qDXn/xJ+Jmg+KfDCafp6XgmE4k/exBRjY69mPdhXo+rfDHw5rWoy315a75pGLMfMkHUk9nA6k1598Tvh5oPhrwsl9p9t5cxuAmfMc8bHPdiOqis6tuRjW5m/Cr4haL4P0O9tNTS7aWa581fJjDDG0DuR6V3v/C8PCf/ADy1L/vwv/xVcP8ACXwLovirQr661O38yWK58tTvcYG0H+Fh616D/wAKc8J/8+X/AJFl/wDi6KXwIGVv+F4eE/8AnlqX/fhf/iqP+F4eE/8AnlqX/fhf/iqs/wDCnPCf/Pl/5Fl/+Lo/4U54T/58v/Isv/xdaCK3/C8PCf8Azy1L/vwv/wAVR/wvDwn/AM8tS/78L/8AFVZ/4U54T/58v/Isv/xdH/CnPCf/AD5f+RZf/i6AMLxF8YPDOq+G9T0+CPUBNc2ksMe6FQNzIVGfm6ZNT6P8ZvC9jolhZyx6h5sFtHE+2FSMqoBx83tS+JfhV4Z0zwxql9b2e2a3tJZYz5khwyoSOr46ip9G+Evhe90LT7qazzLNbRyOfNl5JUE9H96AJf8AheHhP/nlqX/fhf8A4qj/AIXh4T/55al/34X/AOKqz/wpzwn/AM+X/kWX/wCLo/4U54T/AOfL/wAiy/8AxdAFb/heHhP/AJ5al/34X/4qj/heHhP/AJ5al/34X/4qrP8Awpzwn/z5f+RZf/i6P+FOeE/+fL/yLL/8XQBW/wCF4eE/+eWpf9+F/wDiqP8AheHhP/nlqX/fhf8A4qrP/CnPCf8Az5f+RZf/AIuj/hTnhP8A58v/ACLL/wDF0AcjpHxS8PWPjDVdVlS9NvdQokYWIbsiSRjkbvRhXS/8Lw8J/wDPLUv+/C//ABVYGjfDfw9e+M9X02W1zb20KPGvmScEySKf4s9FHeuo/wCFOeE/+fL/AMiy/wDxdAFb/heHhP8A55al/wB+F/8AiqP+F4eE/wDnlqX/AH4X/wCKqz/wpzwn/wA+X/kWX/4uj/hTnhP/AJ8v/Isv/wAXQBW/4Xh4T/55al/34X/4qj/heHhP/nlqX/fhf/iqs/8ACnPCf/Pl/wCRZf8A4uj/AIU54T/58v8AyLL/APF0AVv+F4eE/wDnlqX/AH4X/wCKrj/HXxK0LxG+hmyS8Asb9LiXzYgPkHXHzHJruf8AhTnhP/ny/wDIsv8A8XXGePvh9oWgSaCLG22C81BIJfnc5Q9Ryx/SgDqv+F4eE/8AnlqX/fhf/iqP+F4eE/8AnlqX/fhf/iqs/wDCnPCf/Pl/5Fl/+Lo/4U54T/58v/Isv/xdAFb/AIXh4T/55al/34X/AOKo/wCF4eE/+eWpf9+F/wDiqs/8Kc8J/wDPl/5Fl/8Ai6P+FOeE/wDny/8AIsv/AMXQBW/4Xh4T/wCeWpf9+F/+Ko/4Xh4T/wCeWpf9+F/+Kqz/AMKc8J/8+X/kWX/4uj/hTnhP/ny/8iy//F0AYfiH4weGNV8OalYQR6gJri1lij3QqBuZCBn5umTVbwl8WvDeh+G7PT7qO/M0MSI2yFSMhFU4+b1BrQ8SfCrwxpvhrU723s9s0FrLKh8yQ4ZUJHV8dRVbwd8MPDes+GLK+u7TdNLEjMfMkGSUUno4HUmgDV/4Xh4T/wCeWpf9+F/+Ko/4Xh4T/wCeWpf9+F/+Kqz/AMKc8J/8+X/kWX/4uj/hTnhP/ny/8iy//F0AVv8AheHhP/nlqX/fhf8A4qj/AIXh4T/55al/34X/AOKqz/wpzwn/AM+X/kWX/wCLo/4U54T/AOfL/wAiy/8AxdAFb/heHhP/AJ5al/34X/4qsHxh8WPDmu+G7vT7SO+E0sbqvmQqBkoyj+L1Irp/+FOeE/8Any/8iy//ABdc/wCM/hj4c0Xwxd31pabJo43ZT5kh5CMR1cjqBQByvwt8eaP4NtNSi1NLpmuXjZPIjDcAHOcketeg/wDC8PCf/PLUv+/C/wDxVcH8J/BWj+LLTU5NUg81reSNU+d1wCGz91h6V6L/AMKc8J/8+X/kWX/4ugCt/wALw8J/88tS/wC/C/8AxVH/AAvDwn/zy1L/AL8L/wDFVZ/4U54T/wCfL/yLL/8AF0f8Kc8J/wDPl/5Fl/8Ai6AK3/C8PCf/ADy1L/vwv/xVH/C8PCf/ADy1L/vwv/xVWf8AhTnhP/ny/wDIsv8A8XR/wpzwn/z5f+RZf/i6AK3/AAvDwn/zy1L/AL8L/wDFVztn8VfDtv44vNYZL77NNZLAoEQ3bhI7Hjd0wwrq/wDhTnhP/ny/8iy//F1zVl8NPDs/jy90p7XNrFYrMq+ZJwxldeu/PQDvQBuf8Lw8J/8APLUv+/C//FUf8Lw8J/8APLUv+/C//FVZ/wCFOeE/+fL/AMiy/wDxdH/CnPCf/Pl/5Fl/+LoArf8AC8PCf/PLUv8Avwv/AMVR/wALw8J/88tS/wC/C/8AxVWf+FOeE/8Any/8iy//ABdH/CnPCf8Az5f+RZf/AIugCt/wvDwn/wA8tS/78L/8VR/wvDwn/wA8tS/78L/8VVn/AIU54T/58v8AyLL/APF0f8Kc8J/8+X/kWX/4ugDj/GXxQ8P6/Hpi2iXoNtcmV/MiA+UxuvHzdcsK6f8A4Xh4T/55al/34X/4que8bfDjw/okeltZ2uw3F00Un7yQ5URO3dj3UV1X/CnPCf8Az5f+RZf/AIugCt/wvDwn/wA8tS/78L/8VR/wvDwn/wA8tS/78L/8VVn/AIU54T/58v8AyLL/APF0f8Kc8J/8+X/kWX/4ugCt/wALw8J/88tS/wC/C/8AxVH/AAvDwn/zy1L/AL8L/wDFVZ/4U54T/wCfL/yLL/8AF0f8Kc8J/wDPl/5Fl/8Ai6AK3/C8PCf/ADy1L/vwv/xVcB8TviRYeMNPtdO0yG5SCKbzpHnVV3HbgYAJPdv89Mz4h2vhLSbptK0K0cXsExW4mLyYXA+6AxOeT1/2feuQGmXZ0ttS8r/RFkWMvuH3m3YGOv8AA35UAXfDL6JHrKSeIUlk09VbdHEpLOcYHRlxzz17V7dbfGfwZZWsVtbWt/DBEoSONLdQqgdABuqxZ/CDwrNY28r2WWeNWP72XqR/v1P/AMKc8J/8+X/kWX/4ugCt/wALw8J/88tS/wC/C/8AxVH/AAvDwn/zy1L/AL8L/wDFVZ/4U54T/wCfL/yLL/8AF0f8Kc8J/wDPl/5Fl/8Ai6AK3/C8PCf/ADy1L/vwv/xVH/C8PCf/ADy1L/vwv/xVWf8AhTnhP/ny/wDIsv8A8XR/wpzwn/z5f+RZf/i6AK3/AAvDwn/zy1L/AL8L/wDFVzfg/wCKfh7QrO5iu0vi0s8ki+XEDw0rsP4vRhXW/wDCnPCf/Pl/5Fl/+LrmPBnw28Pa1ZXUl3a72juJEX95IOBLIo6MOyigDe/4Xh4T/wCeWpf9+F/+Ko/4Xh4T/wCeWpf9+F/+Kqz/AMKc8J/8+X/kWX/4uj/hTnhP/ny/8iy//F0AVv8AheHhP/nlqX/fhf8A4qj/AIXh4T/55al/34X/AOKqz/wpzwn/AM+X/kWX/wCLo/4U54T/AOfL/wAiy/8AxdAFb/heHhP/AJ5al/34X/4qj/heHhP/AJ5al/34X/4qrP8Awpzwn/z5f+RZf/i6P+FOeE/+fL/yLL/8XQB474c8U6dpXxQk8RXCzmxa4uJAEQF8OH28Z/2h3r1n/heHhP8A55al/wB+F/8Aiq8p8NeG9P1L4qS6DcRbrFbm5jCbmHCB9vIOf4R3r1//AIU54T/58v8AyLL/APF0AVv+F4eE/wDnlqX/AH4X/wCKo/4Xh4T/AOeWpf8Afhf/AIqrP/CnPCf/AD5f+RZf/i6P+FOeE/8Any/8iy//ABdAFb/heHhP/nlqX/fhf/iqP+F4eE/+eWpf9+F/+Kqz/wAKc8J/8+X/AJFl/wDi6P8AhTnhP/ny/wDIsv8A8XQBW/4Xh4T/AOeWpf8Afhf/AIqud8QfFXw7qmt6FeQJfCKxlmeXdCoOGiKjHzc8mur/AOFOeE/+fL/yLL/8XXN+I/hp4d03XdAtbe12xXksyyjzJDkLEWHV/UdsUAbf/C8PCf8Azy1L/vwv/wAVR/wvDwn/AM8tS/78L/8AFVZ/4U54T/58v/Isv/xdH/CnPCf/AD5f+RZf/i6AK3/C8PCf/PLUv+/C/wDxVH/C8PCf/PLUv+/C/wDxVWf+FOeE/wDny/8AIsv/AMXR/wAKc8J/8+X/AJFl/wDi6AK3/C8PCf8Azy1L/vwv/wAVR/wvDwn/AM8tS/78L/8AFVZ/4U54T/58v/Isv/xdH/CnPCf/AD5f+RZf/i6AOQ8f/FLw/wCJvB15pVgl6LmVoypliCr8rgnJDHsDW5pvxo8LWml2ltJHqO+GFI2xAuMhQD/FWT8Q/hv4f8O+C7zU7C18u5iaMK3mSHGXAPViOh9K3tM+Efha60mzuJLLLywI7HzZepUE/wAdADv+F4eE/wDnlqX/AH4X/wCKo/4Xh4T/AOeWpf8Afhf/AIqrP/CnPCf/AD5f+RZf/i6P+FOeE/8Any/8iy//ABdAFb/heHhP/nlqX/fhf/iqP+F4eE/+eWpf9+F/+Kqz/wAKc8J/8+X/AJFl/wDi6P8AhTnhP/ny/wDIsv8A8XQBW/4Xh4T/AOeWpf8Afhf/AIqj/heHhP8A55al/wB+F/8Aiqs/8Kc8J/8APl/5Fl/+Lo/4U54T/wCfL/yLL/8AF0Act4L+K3hzw/4WttOvI74zxvKzGOFSvzSuw53ejCug/wCF4eE/+eWpf9+F/wDiqxfA/wAM/DmueFLa/vLXfPI8oZvMkH3ZXUdHA6KK6P8A4U54T/58v/Isv/xdAFb/AIXh4T/55al/34X/AOKo/wCF4eE/+eWpf9+F/wDiqs/8Kc8J/wDPl/5Fl/8Ai6P+FOeE/wDny/8AIsv/AMXQBW/4Xh4T/wCeWpf9+F/+Ko/4Xh4T/wCeWpf9+F/+Kqz/AMKc8J/8+X/kWX/4uj/hTnhP/ny/8iy//F0AVv8AheHhP/nlqX/fhf8A4quTs/iboEHxLvvEDpe/Yp7TyUAiG/diLqN3T5G7+ldr/wAKc8J/8+X/AJFl/wDi65Cz+HegTfFC/wBCe2zZQ2nmonmScNiLvuz/ABt3oA6b/heHhP8A55al/wB+F/8AiqP+F4eE/wDnlqX/AH4X/wCKqz/wpzwn/wA+X/kWX/4uj/hTnhP/AJ8v/Isv/wAXQBW/4Xh4T/55al/34X/4qj/heHhP/nlqX/fhf/iqs/8ACnPCf/Pl/wCRZf8A4uj/AIU54T/58v8AyLL/APF0AVv+F4eE/wDnlqX/AH4X/wCKo/4Xh4T/AOeWpf8Afhf/AIqrP/CnPCf/AD5f+RZf/i6P+FOeE/8Any/8iy//ABdAHnfxQ+IOi+MNHsrXTEu1khuDI3nRhRjaRxgn1r1b4Yf8k30X/rk3/obV5d8VfA2i+FNGsbnTLfy5Jrgxsd7tkbSf4mNeo/DD/km+i/8AXJv/AENqAOuooooAKKKKACiiigDG8P8AinSfFEdxJpNw06W7hJGMbJz/AMCArZrwbwV4stPhleatoGtwzSD7QWSe2AbJU7DlSRgHbnr+FeqajrtjrPg7WJ9PnZgLGYg7SpB8snv9RQB0tFcf8M7m4u/BtvLczyzSHbl5XLE/u0PU12FAHIa9qNnofjTTr/VW22tzbGzt32b9sxkU4wORkY5/2fpXXI6yIrqcqwyD7U2WGKeNo5o0kjYYKuoIP4GsdvB3htmJOh2GT6QKKAMvx9q2mw6I+lTjzL7UFe3sk2ZxMylVbJ4GCRznvXVwKyW8aOcuqgMfU4qrYaLpelljYada2zMAGaGJVJ+pA5q9QAUUUUAFefW7fEfSfMjmtrfWg7ZSQXMUHlj0IKc16DRQB5fe+E/GXjSSNPEN5HpunRTeZ9jRllMg9CybeNpI616Zb28Vrbx28CBIolCIo7ADAFSUUAFFFFABXm/xu/5EWP8A6+x/6Kkr0ivN/jd/yIsf/X2P/RUlZ1vgY1uZnwA/5FbVP+v3/wBkWvW68k+AH/Irap/1+/8Asi163RS+BA9wooorQQUUUUAYPjb/AJEfXP8ArwuP/RbVa8Nf8itpH/XlD/6AKq+Nv+RH1z/rwuP/AEW1WvDX/IraR/15Q/8AoAoA1KKKKACiiigAooooA4bw3/yUrxD/ANe0f/o6Wu5rhvDf/JSvEP8A17R/+jpa7mgAooooAKKKKACvNvi1/rfCn/YWj/pXpNebfFr/AFvhT/sLR/0oA9JooooAKKKKACiiigDB8a/8iVrX/XjP/wCi2ql8OP8AkR9N/wCuEX/otKu+Nf8AkSta/wCvGf8A9FtVL4cf8iPpv/XCL/0WlAHV0UUUAFFFFABXI/Er/kR9Q/65Sf8Aot666uR+JX/Ij6h/1yk/9FvQBxXwB/5B+uf9dYv5NXsdeOfAH/kH65/11i/k1ex0AFFFFABRRRQAVxemf8lW1P8A7Baf+j5K7SuL0z/kq2p/9gtP/R8lAHaUUUUAFFFFABRRRQBwfxO/1Ghf9fzf+iZK7yuD+J3+o0L/AK/m/wDRMld5QAUUUUAFeY/E34lJoED6Vo87DV/MAkcJxAMBv4lIbIOOK1PiJ8QYPCFmkEEck2oTNhFX5VQDaSSSD2I7HrXgXh7QNS8beIXtLeaM3cweeSa4YgepJIBOST+tAE3g7whfeNdYe0tpViWNDJNO/OwduM5OTxXqnxc0q30P4YaVplooWG3vI0XGefkkyeSepyevevRPC/h228MaFa6dAsZeKMLJKqbTK3JJPJ7k9+9cT8df+RJtP+v9P/QHoA9G03/kF2n/AFxT/wBBFWarab/yC7T/AK4p/wCgirNABRRRQAUUUUAFcR8Nf+Qbf/8AX3N/6Plrt64j4a/8g2//AOvub/0fLQB29FFFABRRRQAUUUUAfO/gr/kvE3/X5e/ykr6Ir538Ff8AJeJv+vy9/lJX0RQAUUUUAFFFFABXF+Mv+Rp8Jf8AXe5/9ENXaVxfjL/kafCX/Xe5/wDRDUAdpRRRQAUUUUAFFFFAHC/GD/kmmo/78P8A6MWur0P/AJAGm/8AXrF/6AK5T4wf8k01H/fh/wDRi11eh/8AIA03/r1i/wDQBQBfooooAKKKKACiiigDjvhd/wAiHZf9dJ//AEfJXY1x3wu/5EOy/wCuk/8A6PkrsaACiiigAooooAK8807/AJLnqv8A2Dz/ACt69DrzzTv+S56r/wBg8/yt6APQ6KKKACiiigAooooA8m+PX/It6X/19n/0A11fww/5Jvov/XJv/Q2rlPj1/wAi3pf/AF9n/wBANdX8MP8Akm+i/wDXJv8A0NqAOuooooAKKKKACiiigDM1jw7o+vxomq6db3YQEIZF+Zc9cHqK838U/CLSrXS7u/0lxZi3t5ZHTMjbwFyBkv7V63UF7axX1jcWcwzFPE0TjJGVYYPTnvQB4B4Z8I+PLnQEvtA14x28ig+Qt28ZHyggAYx0IHXtWu2pfFjw+Wk1ImeBVEj/ALy3OFGc9s9Aa9f0XRrTQtOSxsk2QrjAyT0AHck9AKvkBgQQCDwQe9AHktp8cLG3Jj1XSr1JC2QYmjcBfzHvXbeFvHWieMHnj0t5/NgUNIksW0gHofT9a1Lvw/o18SbvSbGckbSZLdGOPqR7motK8M6LodzNcaXpsFpLMoSQwjaGAORx070Aa1FFFABRRRQAUUUUAFFFFABRRRQAV5v8bv8AkRY/+vsf+ipK9Irzf43f8iLH/wBfY/8ARUlZ1vgY1uZnwA/5FbVP+v3/ANkWvW68k+AH/Irap/1+/wDsi163RS+BA9wooorQQUUUUAYPjb/kR9c/68Lj/wBFtVrw1/yK2kf9eUP/AKAKq+Nv+RH1z/rwuP8A0W1WvDX/ACK2kf8AXlD/AOgCgDUooooAKKKKACiiigDhvDf/ACUrxD/17R/+jpa7muG8N/8AJSvEP/XtH/6OlruaACiiigAooooAK82+LX+t8Kf9haP+lek15t8Wv9b4U/7C0f8ASgD0miiigAooooAKKKKAMHxr/wAiVrX/AF4z/wDotqpfDj/kR9N/64Rf+i0q741/5ErWv+vGf/0W1Uvhx/yI+m/9cIv/AEWlAHV0UUUAFFFFABXI/Er/AJEfUP8ArlJ/6LeuurkfiV/yI+of9cpP/Rb0AcV8Af8AkH65/wBdYv5NXsdeOfAH/kH65/11i/k1ex0AFFFFABRRRQAVxemf8lW1P/sFp/6PkrtK4vTP+Sran/2C0/8AR8lAHaUUUUAFFFFABRRRQBwfxO/1Ghf9fzf+iZK7yuD+J3+o0L/r+b/0TJXeUAFcn4+8aQeDdHjmZJHubh9kCoB2wWJJ4Ax/OrvjDxTbeD9BbU7iFp/3ixpEpwXJPrjjjJ/Cvme9v9c8ceINryzXdzO7tDC8oCoMZIXOFHyr7ZxQAljY63478SvHHIbvUrndI7zSBcgD17cYAA9q+lPBvg+x8I6PDBDBD9taJVurhAf3rDJzz2yTVDwH4AsfCFjHM8UUmqvEFnuADkZJJUZJAHIHGM4rs6ACvMPjr/yJNp/1/p/6A9en15h8df8AkSbT/r/T/wBAegD0bTf+QXaf9cU/9BFWarab/wAgu0/64p/6CKs0AFFFFABRRRQAVxHw1/5Bt/8A9fc3/o+Wu3riPhr/AMg2/wD+vub/ANHy0AdvRRRQAUUUUAFFFFAHzv4K/wCS8Tf9fl7/ACkr6Ir538Ff8l4m/wCvy9/lJX0RQAUUUUAFFFFABXF+Mv8AkafCX/Xe5/8ARDV2lcX4y/5Gnwl/13uf/RDUAdpRRRQAUUUUAFFFFAHC/GD/AJJpqP8Avw/+jFrq9D/5AGm/9esX/oArlPjB/wAk01H/AH4f/Ri11eh/8gDTf+vWL/0AUAX6KKKACiiigAooooA474Xf8iHZf9dJ/wD0fJXY1x3wu/5EOy/66T/+j5K7GgAooooAKKKKACvPNO/5Lnqv/YPP8revQ68807/kueq/9g8/yt6APQ6KKKACiiigAooooA8m+PX/ACLel/8AX2f/AEA11fww/wCSb6L/ANcm/wDQ2rlPj1/yLel/9fZ/9ANdX8MP+Sb6L/1yb/0NqAOuooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvN/jd/wAiLH/19j/0VJXpFeb/ABu/5EWP/r7H/oqSs63wMa3Mz4Af8itqn/X7/wCyLXrdeSfAD/kVtU/6/f8A2Ra9bopfAge4UUUVoIKKKKAMHxt/yI+uf9eFx/6LarXhr/kVtI/68of/AEAVV8bf8iPrn/Xhcf8AotqteGv+RW0j/ryh/wDQBQBqUUUUAFFFFABRRRQBw3hv/kpXiH/r2j/9HS13NcN4b/5KV4h/69o//R0tdzQAUUUUAFFFFABXm3xa/wBb4U/7C0f9K9Jrzb4tf63wp/2Fo/6UAek0UUUAFFFFABRRRQBg+Nf+RK1r/rxn/wDRbVS+HH/Ij6b/ANcIv/RaVd8a/wDIla1/14z/APotqpfDj/kR9N/64Rf+i0oA6uiiigAooooAK5H4lf8AIj6h/wBcpP8A0W9ddXI/Er/kR9Q/65Sf+i3oA4r4A/8AIP1z/rrF/Jq9jrxz4A/8g/XP+usX8mr2OgAooooAKKKKACuL0z/kq2p/9gtP/R8ldpXF6Z/yVbU/+wWn/o+SgDtKKKKACiiigAooooA4P4nf6jQv+v5v/RMldbrOs2OgaZJqOpTGK2jIDOELck4HABPU1xvxWuIrSx0SeZtsa3zZIGesMgrxjx94zn8Xa5PJFNcDTEkzbQSNwvygbsdicE+2aAKHizxXf+LNXlvLqRxB5jNBAxBESnAwMAdgOa9x+GHw+g8OWMOr3YSTUrm3U9D+5DZJAO4gkgqM47e9Y/wj+HxsYk8RamlrN9qtwbWMruaMNnJOeASMdM9T0r16gAooooAK8w+Ov/Ik2n/X+n/oD16fXmHx1/5Em0/6/wBP/QHoA9G03/kF2n/XFP8A0EVZqtpv/ILtP+uKf+girNABRRRQAUUUUAFcR8Nf+Qbf/wDX3N/6Plrt64j4a/8AINv/APr7m/8AR8tAHb0UUUAFFFFABRRRQB87+Cv+S8Tf9fl7/KSvoivnfwV/yXib/r8vf5SV9EUAFFFFABRRRQAVxfjL/kafCX/Xe5/9ENXaVxfjL/kafCX/AF3uf/RDUAdpRRRQAUUUUAFFFFAHC/GD/kmmo/78P/oxa6vQ/wDkAab/ANesX/oArlPjB/yTTUf9+H/0YtdXof8AyANN/wCvWL/0AUAX6KKKACiiigAooooA474Xf8iHZf8AXSf/ANHyV2Ncd8Lv+RDsv+uk/wD6PkrsaACiiigAooooAK8807/kueq/9g8/yt69DrzzTv8Akueq/wDYPP8AK3oA9DooooAKKKKACiiigDyb49f8i3pf/X2f/QDXV/DD/km+i/8AXJv/AENq5T49f8i3pf8A19n/ANANdX8MP+Sb6L/1yb/0NqAOuooooAKKKKACiiigAooooAKKKKAGyNtjZh1AJrzrSfjV4XvsJd/a7GTIH72LeCT6FM/yr0cgEEEZBrkNS+GPhHUVXOi20DL3g3R5H0UigDp7K9t9QtUubWTzIXAKttIyCMjg+xqxXG+CvBM3hC6vNt+Z7SdVCQ5bCEE84JI6YH4V2VABRRRQAUUUUAFFFFABRRRQAV5v8bv+RFj/AOvsf+ipK9Irzf43f8iLH/19j/0VJWdb4GNbmZ8AP+RW1T/r9/8AZFr1uvJPgB/yK2qf9fv/ALItet0UvgQPcKKKK0EFFFFAGD42/wCRH1z/AK8Lj/0W1WvDX/IraR/15Q/+gCqvjb/kR9c/68Lj/wBFtVrw1/yK2kf9eUP/AKAKANSiiigAooooAKKKKAOG8N/8lK8Q/wDXtH/6Olrua4bw3/yUrxD/ANe0f/o6Wu5oAKKKKACiiigArzb4tf63wp/2Fo/6V6TXm3xa/wBb4U/7C0f9KAPSaKKKACiiigAooooAwfGv/Ila1/14z/8AotqpfDj/AJEfTf8ArhF/6LSrvjX/AJErWv8Arxn/APRbVS+HH/Ij6b/1wi/9FpQB1dFFFABRRRQAVyPxK/5EfUP+uUn/AKLeuurkfiV/yI+of9cpP/Rb0AcV8Af+Qfrn/XWL+TV7HXjnwB/5B+uf9dYv5NXsdABRRRQAUUUUAFcXpn/JVtT/AOwWn/o+Su0ri9M/5Ktqf/YLT/0fJQB2lFFFABRRRQAUE4orwz4r/EU3Ep0PRLy5hMEzLdyJlNxXGFB68HPp070Ac78TvHv/AAll8LKzMo062mLIJFA3tgLu6ZH8XU966P4VfDaeS6h1/Wra1lsJIC1vDJiQuW43EdBgZ6+o79OA0Dw7NcNZ6jdwI+nTSmIZflm2SEcDnrGf0r6uhhitoI4IUWOKNQiIowFUDAAoAeAAAAMAdqKKKACiiigArzD46/8AIk2n/X+n/oD16fXmHx1/5Em0/wCv9P8A0B6APRtN/wCQXaf9cU/9BFWarab/AMgu0/64p/6CKs0AFFFFABRRRQAVxHw1/wCQbf8A/X3N/wCj5a7euI+Gv/INv/8Ar7m/9Hy0AdvRRRQAUUUUAFFFFAHzv4K/5LxN/wBfl7/KSvoivnfwV/yXib/r8vf5SV9EUAFFFFABRRRQAVxfjL/kafCX/Xe5/wDRDV2lcX4y/wCRp8Jf9d7n/wBENQB2lFFFABRRRQAUUUUAcL8YP+Saaj/vw/8Aoxa6vQ/+QBpv/XrF/wCgCuU+MH/JNNR/34f/AEYtdXof/IA03/r1i/8AQBQBfooooAKKKKACiiigDjvhd/yIdl/10n/9HyV2Ncd8Lv8AkQ7L/rpP/wCj5K7GgAooooAKKKKACvPNO/5Lnqv/AGDz/K3r0OvPNO/5Lnqv/YPP8regD0OiiigAooooAKKKKAPJvj1/yLel/wDX2f8A0A11fww/5Jvov/XJv/Q2rlPj1/yLel/9fZ/9ANdX8MP+Sb6L/wBcm/8AQ2oA66iiigAooooAKKKKACiiub8eanJpXg/UJogd7wyICrbSuY2OQfwoA5bXPjBZQah/Z+g2UmpTAlZHL+SEYHbj5l55xWPZ+NfGsHjHTNP1hPs0F7coFizC/wAhkVSMquehx2Ndn8NfDdtoPhO1ljEbT30Udw8oTDfMinaTyTzk/jXPfED/AJKj4P8A+uif+jkoA9TPTpmuZ8M+N9O8UX9/Y20U0VzZHEqSAepBwRx1FdNXm2kxrafGjUI7dRDHPprSyqnAkf7R94+/J/OgD0miiigAooooAKKKKACiiigAooooAK83+N3/ACIsf/X2P/RUlSa78YNG0DVp9OuNPv5JIWZS0YTBwxXu3tXA/EP4paV4t8Npp1pZXsMgnEm6YLjGx17Mf7wrOr8DGtzp/gB/yK2qf9fv/si163Xzj8MfiPpngvRbyzvbO7nea481WgC4A2gc5I9K7n/hfOgf9AvU/wAo/wD4qil8CBnqtFeVf8L50D/oF6n+Uf8A8VR/wvnQP+gXqf5R/wDxVaCPVaK8q/4XzoH/AEC9T/KP/wCKo/4XzoH/AEC9T/KP/wCKoA7fxt/yI+uf9eFx/wCi2q14a/5FbSP+vKH/ANAFeWeIPjRomr+HtR06HTtQSS6tpYUZwmAWQqCcN05qbSfjdoWn6NY2Umm6iz29vHEzKEwSqgHHze1AHsNFeVf8L50D/oF6n+Uf/wAVR/wvnQP+gXqf5R//ABVAHqtFeVf8L50D/oF6n+Uf/wAVR/wvnQP+gXqf5R//ABVAHqtFeVf8L50D/oF6n+Uf/wAVR/wvnQP+gXqf5R//ABVAG54b/wCSleIf+vaP/wBHS13NeD6V8WNIsPFmp6tJYXzQ3cSoiKE3Ah3bn5sdHFdH/wAL50D/AKBep/lH/wDFUAeq0V5V/wAL50D/AKBep/lH/wDFUf8AC+dA/wCgXqf5R/8AxVAHqtFeVf8AC+dA/wCgXqf5R/8AxVH/AAvnQP8AoF6n+Uf/AMVQB6rXm3xa/wBb4U/7C0f9Kp/8L50D/oF6n+Uf/wAVXJ+NfihpXiZ9Fa1sryL7BfLcyeaF+ZR2GCeaAPoGivKv+F86B/0C9T/KP/4qj/hfOgf9AvU/yj/+KoA9Voryr/hfOgf9AvU/yj/+Ko/4XzoH/QL1P8o//iqAPVaK8q/4XzoH/QL1P8o//iqP+F86B/0C9T/KP/4qgDt/Gv8AyJWtf9eM/wD6LaqXw4/5EfTf+uEX/otK4PX/AI0aJq3h/UNPi07UEkubaSFWcJgFkKgnDdOar+FfjDo2g+HrTTp9Pv5JIY0RmjCYJCKvGW9qAPb6K8q/4XzoH/QL1P8AKP8A+Ko/4XzoH/QL1P8AKP8A+KoA9Voryr/hfOgf9AvU/wAo/wD4qj/hfOgf9AvU/wAo/wD4qgD1WuR+JX/Ij6h/1yk/9FvXMf8AC+dA/wCgXqf5R/8AxVYfiz4v6Nr/AIeudOt9Pv45JUdQ0gTAyjL2b3oAvfAH/kH65/11i/k1ex183fDT4g6d4JtdRivrS6nNy6MpgC8bQeuSPWu8/wCF86B/0C9T/KP/AOKoA9Voryr/AIXzoH/QL1P8o/8A4qj/AIXzoH/QL1P8o/8A4qgD1WivKv8AhfOgf9AvU/yj/wDiqP8AhfOgf9AvU/yj/wDiqAPVa4vTP+Sran/2C0/9HyVz3/C+dA/6Bep/lH/8VWBafFvR7fxnd601hfGCazW3VAE3BhIz5PzYxhhQB7pRXlX/AAvnQP8AoF6n+Uf/AMVR/wAL50D/AKBep/lH/wDFUAeq0V5V/wAL50D/AKBep/lH/wDFVn618dLKfS5ItJ0++iu2K7ZJSihRnJ6bu3HTvQBa+K/xFhsrSXQNIuJV1ISgXEiAr5QGGxkjnOe3pXmPw/8AB03jHXjbnC2kKF7iQn7uQQvGQTk1zEs0l1cyT3MrySysXkkY7mZjySc9TmvZ/D/xe8MeHtDtNMt9K1DEEQQusca7z3YjeepJPXvQB0vxAsrbTdL8OWVnCsNvBdlI416KBBJXoleDeLvivpHiGPTlt7G+jNrcGZvMCcgxuuBhvVhXSf8AC+dA/wCgXqf5R/8AxVAHqtFeVf8AC+dA/wCgXqf5R/8AxVH/AAvnQP8AoF6n+Uf/AMVQB6rRXlX/AAvnQP8AoF6n+Uf/AMVR/wAL50D/AKBep/lH/wDFUAeq15h8df8AkSbT/r/T/wBAeof+F86B/wBAvU/yj/8Aiq4/4jfEzS/GXh6HTrKyvIZY7lZi0wXGArDHBPPzCgD3zTf+QXaf9cU/9BFWa8ktfjpoMFnBC2makTHGqkgJjgY/vVN/wvnQP+gXqf5R/wDxVAHqtFeVf8L50D/oF6n+Uf8A8VR/wvnQP+gXqf5R/wDxVAHqtFeVf8L50D/oF6n+Uf8A8VR/wvnQP+gXqf5R/wDxVAHqtcR8Nf8AkG3/AP19zf8Ao+WsH/hfOgf9AvU/yj/+KrnvCfxa0fQLS5huLC+kMs8kgMYTgNI7jq3owoA92oryr/hfOgf9AvU/yj/+Ko/4XzoH/QL1P8o//iqAPVaK8q/4XzoH/QL1P8o//iqP+F86B/0C9T/KP/4qgD1WivKv+F86B/0C9T/KP/4qj/hfOgf9AvU/yj/+KoA4zwV/yXib/r8vf5SV9EV8s+H/ABZZ6R8SJPEs1vO9q09xKIkxvxIGx1OP4h3r1H/hfOgf9AvU/wAo/wD4qgD1WivKv+F86B/0C9T/ACj/APiqP+F86B/0C9T/ACj/APiqAPVaK8q/4XzoH/QL1P8AKP8A+Ko/4XzoH/QL1P8AKP8A+KoA9Vri/GX/ACNPhL/rvc/+iGrnv+F86B/0C9T/ACj/APiqwNe+Lmj6rrOiXsVhfIlhLK8iuEyweMoMYb1NAHulFeVf8L50D/oF6n+Uf/xVH/C+dA/6Bep/lH/8VQB6rRXlX/C+dA/6Bep/lH/8VR/wvnQP+gXqf5R//FUAeq0V5V/wvnQP+gXqf5R//FUf8L50D/oF6n+Uf/xVAG38YP8Akmmo/wC/D/6MWur0P/kAab/16xf+gCvFvHPxY0jxT4SutItLC+immaMq8oTaNrhj0YntW1p/xw0Kz0y1tX0zUS0MKRkgJgkAD+97UAevUV5V/wAL50D/AKBep/lH/wDFUf8AC+dA/wCgXqf5R/8AxVAHqtFeVf8AC+dA/wCgXqf5R/8AxVH/AAvnQP8AoF6n+Uf/AMVQB6rRXlX/AAvnQP8AoF6n+Uf/AMVR/wAL50D/AKBep/lH/wDFUAdJ8Lv+RDsv+uk//o+Suxrwzwf8XdG8O+GrfTLnT76SWJ5WLRhNp3SM46t6MK3v+F86B/0C9T/KP/4qgD1WivKv+F86B/0C9T/KP/4qj/hfOgf9AvU/yj/+KoA9Voryr/hfOgf9AvU/yj/+Ko/4XzoH/QL1P8o//iqAPVa8807/AJLnqv8A2Dz/ACt6zf8AhfOgf9AvU/yj/wDiq5a0+Kek2/xEvfEbWN6bae18lYwF3g4i5PzYx+7PfuKAPfqK8q/4XzoH/QL1P8o//iqP+F86B/0C9T/KP/4qgD1WivKv+F86B/0C9T/KP/4qj/hfOgf9AvU/yj/+KoA9Voryr/hfOgf9AvU/yj/+Ko/4XzoH/QL1P8o//iqAI/j1/wAi3pf/AF9n/wBANdX8MP8Akm+i/wDXJv8A0Nq8i+JPxG03xppNnaWVndwPBOZWM4XBG0jjBPrXrvww/wCSb6L/ANcm/wDQ2oA66iiigAooooAKKKKACs/W9Li1nRruwlSNvOidFLrkKxUgH8M1oVHcTx2ttLcTNtiiQu7YJwoGSeKAPGPBvjifwNJdaD4yluAsZAtZFxKEC/IV+XnHAx9D+KeM/Feiah8QPC9/a3vmW1s6GV/KcbR5qnoRk8A9K9PlsPDnjGxWeeytr+AjCySQ4YZGeCQCODXPzfB/wjJKXXTggJ+6Jpf/AIugBmtfGDwtpsLLb3Fxd3BQlFigZcHnGS+O496zPhHoOqpNqXiTWMNLqAUwl2DuVY7y2R0B3Dj26V1Nh8N/CGn7Wj0K1dwAC0wMuSO+HJrXsta0u51CXSrOYG4tV+eJY2UIAduM4x144oA06KKKACiiigAooooAKKKKACiiigCNreBzloY2PqVBrzf41wQx+BoykSKftY5VQP8AllJXpleb/G7/AJEWP/r7H/oqSs63wMa3Mn4BwxSeF9TMkaORe9WUH+Ba9Y+y2/8Az7xf98CvKvgB/wAitqn/AF+/+yLXrdFL4ED3Ifstv/z7xf8AfAo+y2//AD7xf98CpqK0EQ/Zbf8A594v++BR9lt/+feL/vgVNRQBznjS2gXwTrhWGMEWE+CEH/PNqteG7a3PhfSCYIiTZQ5JQf3BUXjb/kR9c/68Lj/0W1WvDX/IraR/15Q/+gCgC99lt/8An3i/74FH2W3/AOfeL/vgVNRQBD9lt/8An3i/74FH2W3/AOfeL/vgVNRQBD9lt/8An3i/74FH2W3/AOfeL/vgVNRQBwXhyCFviR4gUxRlRbR4BUYH76Wu3+y2/wDz7xf98CuM8N/8lK8Q/wDXtH/6OlruaAIfstv/AM+8X/fAo+y2/wDz7xf98CpqKAIfstv/AM+8X/fAo+y2/wDz7xf98CpqKAIfstv/AM+8X/fArzj4rwRJL4V2RIudWjBwoGelem15t8Wv9b4U/wCwtH/SgD0P7Lb/APPvF/3wKPstv/z7xf8AfAqaigCH7Lb/APPvF/3wKPstv/z7xf8AfAqaigCH7Lb/APPvF/3wKPstv/z7xf8AfAqaigDnfGdtAvgvWisMYIsZ8EIP+ebVS+HdvA/gnTS0MbHyIuSo/wCeaVo+Nf8AkSta/wCvGf8A9FtVL4cf8iPpv/XCL/0WlAHS/Zbf/n3i/wC+BR9lt/8An3i/74FTUUAQ/Zbf/n3i/wC+BR9lt/8An3i/74FTUUAQ/Zbf/n3i/wC+BXJ/Ei3hTwTflYY1PlSchR/zzeuyrkfiV/yI+of9cpP/AEW9AHD/AAEhjl0/W/MjR8SxY3KD2avYPstv/wA+8X/fAryL4A/8g/XP+usX8mr2OgCH7Lb/APPvF/3wKPstv/z7xf8AfAqaigCH7Lb/APPvF/3wKPstv/z7xf8AfAqaigCH7Lb/APPvF/3wK43TIIT8VNSUwx7RpiHG0Y/18ldxXF6Z/wAlW1P/ALBaf+j5KAOu+y2//PvF/wB8Cj7Lb/8APvF/3wKmqhrGsWWhadJfahKY4EByQpYnAJxgewNAGH408U6R4M0yK5u7XzZZ32QxRxjLYxk5PAwDXzdaWWreM/Eckdsv2i/umeUh3C9OTycDgVN4o8U6p4t1QzXlzLLEjv8AZ4mwBGhOcYAAzjAz14Fe9fDj4fxeErFbq7SF9VmiCyuhJ2DJO0EnHTaDgDp3oA2PCng7S/DOjwQRWNsLvylW5mCZMjDknJ5xkmt77Lb/APPvF/3wKmooA8/+JcEKQ6HsijXN82cKB/yxkruvstv/AM+8X/fArifid/qNC/6/m/8ARMld5QBD9lt/+feL/vgUfZbf/n3i/wC+BU1FAEP2W3/594v++BR9lt/+feL/AL4FTUUAQ/Zbf/n3i/74FeZfHKGKPwVaGOJFP29OVUD+B69TrzD46/8AIk2n/X+n/oD0Aegada250y0Jgiz5KfwD+6Ks/Zbf/n3i/wC+BTNN/wCQXaf9cU/9BFWaAIfstv8A8+8X/fAo+y2//PvF/wB8CpqKAIfstv8A8+8X/fAo+y2//PvF/wB8CpqKAIfstv8A8+8X/fArivhvBC+m326KNv8AS5uqg/8ALeWu7riPhr/yDb//AK+5v/R8tAHY/Zbf/n3i/wC+BR9lt/8An3i/74FTUUAQ/Zbf/n3i/wC+BR9lt/8An3i/74FTUUAQ/Zbf/n3i/wC+BR9lt/8An3i/74FTUUAfO3guNG+OsyMilftl58pHHSSvoP7Lb/8APvF/3wK+ffBX/JeJv+vy9/lJX0RQBD9lt/8An3i/74FH2W3/AOfeL/vgVNRQBD9lt/8An3i/74FH2W3/AOfeL/vgVNRQBD9lt/8An3i/74Fcb4xt4V8UeEwsMYBnucgKOf3DV3FcX4y/5Gnwl/13uf8A0Q1AHXfZbf8A594v++BR9lt/+feL/vgVNRQBD9lt/wDn3i/74FH2W3/594v++BU1FAEP2W3/AOfeL/vgUfZbf/n3i/74FTUUAcD8XYIY/htqLJFGrb4eQoB/1i11WiWtudB04mCIk2sXOwf3RXM/GD/kmmo/78P/AKMWur0P/kAab/16xf8AoAoAs/Zbf/n3i/74FH2W3/594v8AvgVNRQBD9lt/+feL/vgUfZbf/n3i/wC+BU1FAEP2W3/594v++BR9lt/+feL/AL4FTUUAcT8MbeF/AlkXhjY+ZPyVB/5byV2H2W3/AOfeL/vgVynwu/5EOy/66T/+j5K7GgCH7Lb/APPvF/3wKPstv/z7xf8AfAqaigCH7Lb/APPvF/3wKPstv/z7xf8AfAqaigCH7Lb/APPvF/3wK8+06CE/G/VU8pNg08/LtGOlvXo9eead/wAlz1X/ALB5/lb0Ad79lt/+feL/AL4FH2W3/wCfeL/vgVNRQBD9lt/+feL/AL4FH2W3/wCfeL/vgVNRQBD9lt/+feL/AL4FH2W3/wCfeL/vgVNRQB5F8d4YovDmlmONEJuznaoH8Brr/hh/yTfRf+uTf+htXKfHr/kW9L/6+z/6Aa6v4Yf8k30X/rk3/obUAddRRRQAUUUUAFFFFAFe+vYdOspry4JWGFGkcgZwoBJOPoK89134r+D77w/qVpBqMjTT2ssUam2kGWZCBzj1NekSRpLG0ciK6OCrKwyCD1BFch4g8E+GYfDeqS2/h/TkmS0laNlt1BDBDgg9jmgDj/AfxJ8L6F4Xgsb++kjuF27lEDtjCKOoHqDXTf8AC4fBX/QSl/8AAWT/AOJqh8PfB+g3nhO3l1DQ7Ga4+UM8sKsT8id/qTXVf8IL4U/6F3TP/AZf8KAMT/hcPgr/AKCUv/gLJ/hXP+A9Zj8X/EzU9atYWht4LHyMSNlm3TbwfbgdK7v/AIQXwp/0Lumf+Ay/4Vr2en2WnoyWVnb2yMcssMQQE+pwKALNFFFABRRRQAUUUUAFFFFABRRRQAV5v8bv+RFj/wCvsf8AoqSvSK83+N3/ACIsf/X2P/RUlZ1vgY1uZnwA/wCRW1T/AK/f/ZFr1uvJPgB/yK2qf9fv/si163RS+BA9wooorQQUUUUAYPjb/kR9c/68Lj/0W1WvDX/IraR/15Q/+gCqvjb/AJEfXP8ArwuP/RbVa8Nf8itpH/XlD/6AKANSiiigAooooAKKKKAOG8N/8lK8Q/8AXtH/AOjpa7muG8N/8lK8Q/8AXtH/AOjpa7mgAooooAKKKKACvNvi1/rfCn/YWj/pXpNebfFr/W+FP+wtH/SgD0miiigAooooAKKKKAMHxr/yJWtf9eM//otqpfDj/kR9N/64Rf8AotKu+Nf+RK1r/rxn/wDRbVS+HH/Ij6b/ANcIv/RaUAdXRRRQAUUUUAFcj8Sv+RH1D/rlJ/6LeuurkfiV/wAiPqH/AFyk/wDRb0AcV8Af+Qfrn/XWL+TV7HXjnwB/5B+uf9dYv5NXsdABRRRQAUUUUAFcXpn/ACVbU/8AsFp/6PkrtK4vTP8Akq2p/wDYLT/0fJQB2UjrFG0jnCqCxPoBXzH8RvHj+MtQijiiaGxtC4jQsDvJP3+gIyAOOcVu/Ff4hRa7Imj6U13DFayyLcuW2CVuVxgdRjPX16VB8J/AcfiK6l1XUFiextZFVYXXd5j5DHIz0xxznrQB1nwg8Az6SZNd1a3jE0saizG4MVRlyW4OOQQOeeD6165QAAAAMAUUAFFFFAHB/E7/AFGhf9fzf+iZK7yuD+J3+o0L/r+b/wBEyV3lABRRRQAUUUUAFeYfHX/kSbT/AK/0/wDQHr0+vMPjr/yJNp/1/p/6A9AHo2m/8gu0/wCuKf8AoIqzVbTf+QXaf9cU/wDQRVmgAooooAKKKKACuI+Gv/INv/8Ar7m/9Hy129cR8Nf+Qbf/APX3N/6PloA7eiiigAooooAKKKKAPnfwV/yXib/r8vf5SV9EV87+Cv8AkvE3/X5e/wApK+iKACiiigAooooAK4vxl/yNPhL/AK73P/ohq7SuL8Zf8jT4S/673P8A6IagDtKKKKACiiigAooooA4X4wf8k01H/fh/9GLXV6H/AMgDTf8Ar1i/9AFcp8YP+Saaj/vw/wDoxa6vQ/8AkAab/wBesX/oAoAv0UUUAFFFFABRRRQBx3wu/wCRDsv+uk//AKPkrsa474Xf8iHZf9dJ/wD0fJXY0AFFFFABRRRQAV55p3/Jc9V/7B5/lb16HXnmnf8AJc9V/wCwef5W9AHodFFFABRRRQAUUUUAeTfHr/kW9L/6+z/6Aa6v4Yf8k30X/rk3/obVynx6/wCRb0v/AK+z/wCgGur+GH/JN9F/65N/6G1AHXUUUUAFFFFABRRRQBxEfxO0uTxa3h0WV59pW4NuZMLs3eZsz1zjPtXXajeppumXd/KrNHbQvMyr1IVSSB78VGNH0wXf2oadaC53bvO8hd+c5znGc55q3JGksbxyIrxuCrKwyGB6gj0oA8s/4XzoH/QL1P8AKP8A+Ko/4XzoH/QL1P8AKP8A+Kr0H/hGtB/6Amm/+Akf+FH/AAjWg/8AQE03/wABI/8ACgDz7/hfOgf9AvU/yj/+KrpfBvxD07xrdXVvY2l1A1ugdjOFwQTjjBNbn/CNaD/0BNN/8BI/8Ks2eladp7M1lYWtszjDGGFUJHvgUAW6KKKACiiigAooooAKKKKACiiigArzf43f8iLH/wBfY/8ARUlekV5v8bv+RFj/AOvsf+ipKzrfAxrczPgB/wAitqn/AF+/+yLXrdeSfAD/AJFbVP8Ar9/9kWvW6KXwIHuFFFFaCCiiigDB8bf8iPrn/Xhcf+i2q14a/wCRW0j/AK8of/QBVXxt/wAiPrn/AF4XH/otqteGv+RW0j/ryh/9AFAGpRRRQAUUUUAFFFFAHDeG/wDkpXiH/r2j/wDR0tdzXDeG/wDkpXiH/r2j/wDR0tdzQAUUUUAFFFFABXm3xa/1vhT/ALC0f9K9Jrzb4tf63wp/2Fo/6UAek0UUUAFFFFABRRRQBg+Nf+RK1r/rxn/9FtVL4cf8iPpv/XCL/wBFpV3xr/yJWtf9eM//AKLaqXw4/wCRH03/AK4Rf+i0oA6uiiigAooooAK5H4lf8iPqH/XKT/0W9ddXI/Er/kR9Q/65Sf8Aot6AOK+AP/IP1z/rrF/Jq9jrxz4A/wDIP1z/AK6xfyavY6ACiiigAooooAK8A+Ini+bS/GF+uk3Dq89p9mlljJRkIklyORnuDkenWvRviT46j8JaYtvBJINSukfydqA7BggMSQRw2OK8A8PeHdU8aa3JbWjo9w376aWZ8YBYAse55bNAGn4D8B3fja9mZZ44LW2ZTM75JbJ6ADnOM+lfUNvBFa28cEKKkcahVVRgAAYAqjomh6foGnpZ6faQ26ALv8pMb2AA3H1PHU1pUAFFFFABRRRQBwfxO/1Ghf8AX83/AKJkrvK4P4nf6jQv+v5v/RMld5QAUUUUAFFFFABXmHx1/wCRJtP+v9P/AEB69PrzD46/8iTaf9f6f+gPQB6Npv8AyC7T/rin/oIqzVbTf+QXaf8AXFP/AEEVZoAKKKKACiiigAriPhr/AMg2/wD+vub/ANHy129cR8Nf+Qbf/wDX3N/6PloA7eiiigAooooAKKKKAPnfwV/yXib/AK/L3+UlfRFfO/gr/kvE3/X5e/ykr6IoAKKKKACiiigAri/GX/I0+Ev+u9z/AOiGrtK4vxl/yNPhL/rvc/8AohqAO0ooooAKKKKACiiigDhfjB/yTTUf9+H/ANGLXV6H/wAgDTf+vWL/ANAFcp8YP+Saaj/vw/8Aoxa6vQ/+QBpv/XrF/wCgCgC/RRRQAUUUUAFFFFAHHfC7/kQ7L/rpP/6Pkrsa474Xf8iHZf8AXSf/ANHyV2NABRRRQAUUUUAFeead/wAlz1X/ALB5/lb16HXnmnf8lz1X/sHn+VvQB6HRRRQAUUUUAFFFFAHk3x6/5FvS/wDr7P8A6Aa6v4Yf8k30X/rk3/obVynx6/5FvS/+vs/+gGur+GH/ACTfRf8Ark3/AKG1AHXUUUUAFFFFABRRRQAVFc3EVpazXM7bIYUMjtgnCgZJwPapa5X4iRXMvgrUBasyssMjPtfb8vlvn/8AVQB5+3jPxx47uZW8HQGztbc7XJliO45OD86g8gjj2o/s/wCNP/P4P+/lv/hXpHgU2R8G6X9ijRF+zReZtTbl/LXJPqenNdFQB4r/AGf8af8An8H/AH8t/wDCuv8AANt46gvLw+Lp/MgMa+QN0Zw2efue3rXd0UAFFFFABRRRQAUUUUAFFFFABRRRQAV5v8bv+RFj/wCvsf8AoqSvSK83+N3/ACIsf/X2P/RUlZ1vgY1uZnwA/wCRW1T/AK/f/ZFr1uvJPgB/yK2qf9fv/si163RS+BA9wooorQQUUUUAYPjb/kR9c/68Lj/0W1WvDX/IraR/15Q/+gCqvjb/AJEfXP8ArwuP/RbVa8Nf8itpH/XlD/6AKANSiiigAooooAKKKKAOG8N/8lK8Q/8AXtH/AOjpa7muG8N/8lK8Q/8AXtH/AOjpa7mgAooooAKKKKACvNvi1/rfCn/YWj/pXpNebfFr/W+FP+wtH/SgD0miiigAooooAKKKKAMHxr/yJWtf9eM//otqpfDj/kR9N/64Rf8AotKu+Nf+RK1r/rxn/wDRbVS+HH/Ij6b/ANcIv/RaUAdXRRRQAUUUUAFcj8Sv+RH1D/rlJ/6LeuurkfiV/wAiPqH/AFyk/wDRb0AcV8Af+Qfrn/XWL+TV7HXjnwB/5B+uf9dYv5NXsdABRRRQAVh+K/FNh4S0d769Y7mDLBGAf3kgUkLkA4zjqeK1b27isLKe7mJEUMbSNgZOACT/ACr5W8Z+LbnxlrYvJFeOJAY4YWcNtUsSOwGeQPwoAz7i41LxX4gDOxnvbybagYhfmd+B2A5avbvh54bj8K+Nb3TkcO/9lxPKyg4L+Yyk8k/3avfDD4f/APCLWMt5qKWs1/c7GRkXcYkwDtye+fT0HJ7aGmf8lW1P/sFp/wCj5KAO0ooooAKKKKACiiigDg/id/qNC/6/m/8ARMld5XB/E7/UaF/1/N/6JkrvKACiiigAooooAK8w+Ov/ACJNp/1/p/6A9en15h8df+RJtP8Ar/T/ANAegD0bTf8AkF2n/XFP/QRVmq2m/wDILtP+uKf+girNABRRRQAUUUUAFcR8Nf8AkG3/AP19zf8Ao+Wu3riPhr/yDb//AK+5v/R8tAHb0UUUAFFFFABRRRQB87+Cv+S8Tf8AX5e/ykr6Ir538Ff8l4m/6/L3+UlfRFABRRRQAUUUUAFcX4y/5Gnwl/13uf8A0Q1dpXF+Mv8AkafCX/Xe5/8ARDUAdpRRRQAUUUUAFFFFAHC/GD/kmmo/78P/AKMWur0P/kAab/16xf8AoArlPjB/yTTUf9+H/wBGLXV6H/yANN/69Yv/AEAUAX6KKKACiiigAooooA474Xf8iHZf9dJ//R8ldjXHfC7/AJEOy/66T/8Ao+SuxoAKKKKACiiigArzzTv+S56r/wBg8/yt69DrzzTv+S56r/2Dz/K3oA9DooooAKKKKACiiigDyb49f8i3pf8A19n/ANANdX8MP+Sb6L/1yb/0Nq5T49f8i3pf/X2f/QDXV/DD/km+i/8AXJv/AENqAOuooooAKKKKACiiigApkoQxOJADGVO4EZBHen1y3xDu7uz8G30lnM0UhjkBZeuPLf8AwFAHj9j4ri8I+ILxPC19PqNjNIzvaMnkRxYfjbv3Z44zgHGPw7H/AIXTJ/0K83/gan/xNdL8PfCumaP4XsriO0tzcXlvFNJLsyx3Ipxk5OM846V1v2W3/wCfeL/vgUAeXf8AC6ZP+hXm/wDA1P8A4mun8GeOm8XXV1C2kvZeQgfc04k3ZOMcAYrqvstv/wA+8X/fAp6QxREmONEJ67VAoAfRRRQAUUUUAFFFFABRRRQAUUUUAFeb/G7/AJEWP/r7H/oqSvSK83+N3/Iix/8AX2P/AEVJWdb4GNbmZ8AP+RW1T/r9/wDZFr1uvJPgB/yK2qf9fv8A7Itet0UvgQPcKKKK0EFFFFAGD42/5EfXP+vC4/8ARbVa8Nf8itpH/XlD/wCgCqvjb/kR9c/68Lj/ANFtVrw1/wAitpH/AF5Q/wDoAoA1KKKKACiiigAooooA4bw3/wAlK8Q/9e0f/o6Wu5rhvDf/ACUrxD/17R/+jpa7mgAooooAKKKKACvNvi1/rfCn/YWj/pXpNebfFr/W+FP+wtH/AEoA9JooooAKKKKACiiigDB8a/8AIla1/wBeM/8A6LaqXw4/5EfTf+uEX/otKu+Nf+RK1r/rxn/9FtVL4cf8iPpv/XCL/wBFpQB1dFFFABRRRQAVyPxK/wCRH1D/AK5Sf+i3rrq5H4lf8iPqH/XKT/0W9AHFfAH/AJB+uf8AXWL+TV7HXjnwB/5B+uf9dYv5NXsdABTXdY0Z2OFUZJ9qdXi3xd+IJUx6Hot5Kjgut66LtGOU2cjPryPagDlvif8AEGLxdcwWenrNHY2rv8zNgTNnAbbjIGOmfU8Cun+FHw3kV/7c12zt3hkjjeyjchzzhxJwcDjHXnr078p8MfAj+KtQa9uYon0y1kUSCRyN7ZBKgDn7uevHNfSkUUcMSRRIqRooVUUYCgdAB2FADq4vTP8Akq2p/wDYLT/0fJXaVxemf8lW1P8A7Baf+j5KAO0ooooAKKKKACiiigDg/id/qNC/6/m/9EyV3lcH8Tv9RoX/AF/N/wCiZK7ygAooooAKKKKACvMPjr/yJNp/1/p/6A9en15h8df+RJtP+v8AT/0B6APRtN/5Bdp/1xT/ANBFWarab/yC7T/rin/oIqzQAUUUUAFFFFABXEfDX/kG3/8A19zf+j5a7euI+Gv/ACDb/wD6+5v/AEfLQB29FFFABRRRQAUUUUAfO/gr/kvE3/X5e/ykr6Ir538Ff8l4m/6/L3+UlfRFABRRRQAUUUUAFcX4y/5Gnwl/13uf/RDV2lcX4y/5Gnwl/wBd7n/0Q1AHaUUUUAFFFFABRRRQBwvxg/5JpqP+/D/6MWur0P8A5AGm/wDXrF/6AK5T4wf8k01H/fh/9GLXV6H/AMgDTf8Ar1i/9AFAF+iiigAooooAKKKKAOO+F3/Ih2X/AF0n/wDR8ldjXHfC7/kQ7L/rpP8A+j5K7GgAooooAKKKKACvPNO/5Lnqv/YPP8revQ68807/AJLnqv8A2Dz/ACt6APQ6KKKACiiigAooooA8m+PX/It6X/19n/0A11fww/5Jvov/AFyb/wBDauU+PX/It6X/ANfZ/wDQDXV/DD/km+i/9cm/9DagDrqKKKACiiigAooooAKq6mts+k3iXnFq0DibIJ+Tad3TnpnpVqorm2hvLSa1uEEkEyNHIh/iUjBH5GgDxLw54+i8BK+lXt2dYsHIa3nhUxmID5dpVlB6BT1NduPjD4KI/wCQlKP+3WT/AAq5/wAKu8F/9AKH/v7J/wDFUf8ACrvBf/QCh/7+yf8AxVAFP/hcPgr/AKCUv/gLJ/8AE1teHfG2heKp54dIunmeBQ8gaJkwCcDqBVH/AIVd4L/6AUP/AH9k/wDiq1dE8JaF4clll0jT0tXmULIVdjuA6dSaANqiiigAooooAKKKKACiiigAooooAK83+N3/ACIsf/X2P/RUlekV5v8AG7/kRY/+vsf+ipKzrfAxrczPgB/yK2qf9fv/ALItet15J8AP+RW1T/r9/wDZFr1uil8CB7hRRRWggooooAwfG3/Ij65/14XH/otqteGv+RW0j/ryh/8AQBVXxt/yI+uf9eFx/wCi2q14a/5FbSP+vKH/ANAFAGpRRRQAUUUUAFFFFAHDeG/+SleIf+vaP/0dLXc1w3hv/kpXiH/r2j/9HS13NABRRRQAUUUUAFebfFr/AFvhT/sLR/0r0mvNvi1/rfCn/YWj/pQB6TRRRQAUUUUAFFFFAGD41/5ErWv+vGf/ANFtVL4cf8iPpv8A1wi/9FpV3xr/AMiVrX/XjP8A+i2ql8OP+RH03/rhF/6LSgDq6KKKACiiigArkfiV/wAiPqH/AFyk/wDRb111cj8Sv+RH1D/rlJ/6LegDivgD/wAg/XP+usX8mr2OvHPgD/yD9c/66xfyavQ/GHi2y8H6P9uu0kkaQlIY0H332kgE9hx196AMD4n+PD4R0+G1s8nUbtW2EceWuCN/KkHDY4rwnwl4T1Dxjq5tLLZhNrzyOwGxCwBOM5PXoKrPJqXi7xGoeQS3l7OFUuQAC7+w4GW9K+mvBfg+z8H6QLaBENzKENzMuf3jhQCeSeM5OOOtAGxpml2Wj2MdnYW6QQIAAqewA59TgDk1coooAK4vTP8Akq2p/wDYLT/0fJXaVxemf8lW1P8A7Baf+j5KAO0ooooAKKKKACiiigDg/id/qNC/6/m/9EyV3lcH8Tv9RoX/AF/N/wCiZK7ygAooooAKKKKACvMPjr/yJNp/1/p/6A9en15h8df+RJtP+v8AT/0B6APRtN/5Bdp/1xT/ANBFWarab/yC7T/rin/oIqzQAUUUUAFFFFABXEfDX/kG3/8A19zf+j5a7euI+Gv/ACDb/wD6+5v/AEfLQB29FFFABRRRQAUUUUAfO/gr/kvE3/X5e/ykr6Ir538Ff8l4m/6/L3+UlfRFABRRRQAUUUUAFcX4y/5Gnwl/13uf/RDV2lcX4y/5Gnwl/wBd7n/0Q1AHaUUUUAFFFFABRRRQBwvxg/5JpqP+/D/6MWur0P8A5AGm/wDXrF/6AK5T4wf8k01H/fh/9GLXV6H/AMgDTf8Ar1i/9AFAF+iiigAooooAKKKKAOO+F3/Ih2X/AF0n/wDR8ldjXHfC7/kQ7L/rpP8A+j5K7GgAooooAKKKKACvPNO/5Lnqv/YPP8revQ68807/AJLnqv8A2Dz/ACt6APQ6KKKACiiigAooooA8m+PX/It6X/19n/0A11fww/5Jvov/AFyb/wBDauU+PX/It6X/ANfZ/wDQDXV/DD/km+i/9cm/9DagDrqKKKACiiigAooooA4RI/HX/CYszL/xJftBwfOj/wBX5npjP3a7HUhdHS7sWX/H35D+RyB8+07eTx1xVqigDyLyfi5/zzH/AIFQ/wCFHk/Fz/nmP/AqH/CvXaKAPIvJ+Ln/ADzH/gVD/hXU+CY/GaXd3/wlC4h2L5P76N/mzz90eldpXO6J4ws9c8Qapo8FtcRzacxWR5Nu1sOV+XBz1B60AdFRRRQAUUUUAFFFFABRRRQAUUUUAFeb/G7/AJEWP/r7H/oqSi+8OfEyXULmS08W2cVs8rNDG0YyiEnaD+77DFcT8RtF8c2PhpJdf8Q219Z+eAIo0wd2xzn7g7Bh171nV+BjW50fwA/5FbVP+v3/ANkWvW6+dfhdpHjHUdEvZPDeu2+n263O2SOVMln2jn7p7Yruv+EY+Kn/AEONl/37H/xuil8CBnqFFeX/APCMfFT/AKHGy/79j/43R/wjHxU/6HGy/wC/Y/8AjdaCPUKK8v8A+EY+Kn/Q42X/AH7H/wAbo/4Rj4qf9DjZf9+x/wDG6AOy8bf8iPrn/Xhcf+i2q14a/wCRW0j/AK8of/QBXmPiHw78SIPDmpS6h4rs57NLWVpolj5dAhLKP3Y6jI61NpHhz4mS6LYyWni2zitnt42ijMYyqFRgf6vsMUAeuUV5f/wjHxU/6HGy/wC/Y/8AjdH/AAjHxU/6HGy/79j/AON0AeoUV5f/AMIx8VP+hxsv+/Y/+N0f8Ix8VP8AocbL/v2P/jdAHqFFeX/8Ix8VP+hxsv8Av2P/AI3R/wAIx8VP+hxsv+/Y/wDjdAGv4b/5KV4h/wCvaP8A9HS13NeGaTofj2XxdqkFp4ltY9QjhU3E5Th18xwAPk/vBj0710f/AAjHxU/6HGy/79j/AON0AeoUV5f/AMIx8VP+hxsv+/Y/+N0f8Ix8VP8AocbL/v2P/jdAHqFFeX/8Ix8VP+hxsv8Av2P/AI3R/wAIx8VP+hxsv+/Y/wDjdAHqFebfFr/W+FP+wtH/AEqD/hGPip/0ONl/37H/AMbrkvHGi+N7N9EGt+Iba8Mt8iWpRMeVL2Y/IOPzoA99ory//hGPip/0ONl/37H/AMbo/wCEY+Kn/Q42X/fsf/G6APUKK8v/AOEY+Kn/AEONl/37H/xuj/hGPip/0ONl/wB+x/8AG6APUKK8v/4Rj4qf9DjZf9+x/wDG6P8AhGPip/0ONl/37H/xugDsvGv/ACJWtf8AXjP/AOi2ql8OP+RH03/rhF/6LSuJ8QeHfiRB4e1GXUPFdnNaJbStNEsfLoEJZR+7HUZFVvCmgfEO68OWculeKLS2s2iQxxPHkqNikD7h6DA69qAPaqK8v/4Rj4qf9DjZf9+x/wDG6P8AhGPip/0ONl/37H/xugD1CivL/wDhGPip/wBDjZf9+x/8bo/4Rj4qf9DjZf8Afsf/ABugD1CuR+JX/Ij6h/1yk/8ARb1zv/CMfFT/AKHGy/79j/43WH4u0D4hWvhy6l1bxPaXVmqOZIkjwWGxiR9wdsjr3oAj+C2q2ei+H/EN9fSGOCJ42YhSx4Rz0HsDXA+NfF914x1n7Q7TLaxllt4XYHaCxOcDgHGAevTrWDHqF5DYyWUVxIltK4eSNTgMQCBn14J/Ou68G/DPxFrFomsWdxYWgDKYvtKiQnhWDAbWA6jrz1oA9O+F/gBvC1jNeaktrLfXQRkKruaFcA7dx759PQcmvRK8v/4Rj4qf9DjZf9+x/wDG6P8AhGPip/0ONl/37H/xugD1CivL/wDhGPip/wBDjZf9+x/8bo/4Rj4qf9DjZf8Afsf/ABugD1CuL0z/AJKtqf8A2C0/9HyVh/8ACMfFT/ocbL/v2P8A43XP2mheP28a3lvD4mtV1NbJXkuCnytH5jAL9zruBPTvQB7hRXl//CMfFT/ocbL/AL9j/wCN0f8ACMfFT/ocbL/v2P8A43QB6hRXl/8AwjHxU/6HGy/79j/43R/wjHxU/wChxsv+/Y/+N0AeoUV5f/wjHxU/6HGy/wC/Y/8AjdH/AAjHxU/6HGy/79j/AON0AanxO/1Ghf8AX83/AKJkrvK8K8YaH48tI9NOr+JLW6D3JWAImNj+W5JPyD+EMPxrpf8AhGPip/0ONl/37H/xugD1CivL/wDhGPip/wBDjZf9+x/8bo/4Rj4qf9DjZf8Afsf/ABugD1CivL/+EY+Kn/Q42X/fsf8Axuj/AIRj4qf9DjZf9+x/8boA9QrzD46/8iTaf9f6f+gPSf8ACMfFT/ocbL/v2P8A43XHfEnR/Gun+HIJfEev22oWZulVIo0wQ+1sN9wdge/egD3jTf8AkF2n/XFP/QRVmvKrTw18UGs4Gi8X2SxmNSimMcDHA/1dS/8ACMfFT/ocbL/v2P8A43QB6hRXl/8AwjHxU/6HGy/79j/43R/wjHxU/wChxsv+/Y/+N0AeoUV5f/wjHxU/6HGy/wC/Y/8AjdH/AAjHxU/6HGy/79j/AON0AeoVxHw1/wCQbf8A/X3N/wCj5axv+EY+Kn/Q42X/AH7H/wAbrnfCOhePrqzuW0nxLa20azyB1dM5YSOCfuHqwY/jQB7lRXl//CMfFT/ocbL/AL9j/wCN0f8ACMfFT/ocbL/v2P8A43QB6hRXl/8AwjHxU/6HGy/79j/43R/wjHxU/wChxsv+/Y/+N0AeoUV5f/wjHxU/6HGy/wC/Y/8AjdH/AAjHxU/6HGy/79j/AON0AcP4K/5LxN/1+Xv8pK+iK+W/D1jr0/xMks9P1OKDWhcXCm8ZflLgPvONp64bt3r1T/hGPip/0ONl/wB+x/8AG6APUKK8v/4Rj4qf9DjZf9+x/wDG6P8AhGPip/0ONl/37H/xugD1CivL/wDhGPip/wBDjZf9+x/8bo/4Rj4qf9DjZf8Afsf/ABugD1CuL8Zf8jT4S/673P8A6IasP/hGPip/0ONl/wB+x/8AG6wNe0Hx/BrWhx3/AImtJrmWWYWsipxEwjJYn5O65HegD2+ivL/+EY+Kn/Q42X/fsf8Axuj/AIRj4qf9DjZf9+x/8boA9Qory/8A4Rj4qf8AQ42X/fsf/G6P+EY+Kn/Q42X/AH7H/wAboA9Qory//hGPip/0ONl/37H/AMbo/wCEY+Kn/Q42X/fsf/G6ANb4wf8AJNNR/wB+H/0YtdXof/IA03/r1i/9AFeNePND8e2XhC7n1zxJa3unq0fmQRpgsS4A/gHQ4PXtW3p3hv4nSaZaPb+LrKOBoUMaGMZVdowP9X6UAes0V5f/AMIx8VP+hxsv+/Y/+N0f8Ix8VP8AocbL/v2P/jdAHqFFeX/8Ix8VP+hxsv8Av2P/AI3R/wAIx8VP+hxsv+/Y/wDjdAHqFFeX/wDCMfFT/ocbL/v2P/jdH/CMfFT/AKHGy/79j/43QBv/AAu/5EOy/wCuk/8A6Pkrsa8R8G6D8QLvwxbTaP4ntLWyLyhIXTJUiRg38B6sGPXvW9/wjHxU/wChxsv+/Y/+N0AeoUV5f/wjHxU/6HGy/wC/Y/8AjdH/AAjHxU/6HGy/79j/AON0AeoUV5f/AMIx8VP+hxsv+/Y/+N0f8Ix8VP8AocbL/v2P/jdAHqFeead/yXPVf+wef5W9Uv8AhGPip/0ONl/37H/xuuWtNE8ct8R760i8RWyaytruluinysmIvlxs907fw0Ae80V5f/wjHxU/6HGy/wC/Y/8AjdH/AAjHxU/6HGy/79j/AON0AeoUV5f/AMIx8VP+hxsv+/Y/+N0f8Ix8VP8AocbL/v2P/jdAHqFFeX/8Ix8VP+hxsv8Av2P/AI3R/wAIx8V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]
A
true
string
[ "physics" ]
true
true
false
false
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João e Maria estão passeando pela floresta. Para não se perderem no caminho, levaram consigo uma sacola com 100 pedrinhas, sendo 60 pedrinhas brancas e 40 pedrinhas pretas. A cada 5 passos eles retiram aleatoriamente uma pedrinha da sacola e jogam-na no chão para marcar o caminho. Quando eles pararam para fazer um lanche, notaram que já tinham sido jogadas 35 pedrinhas brancas e 25 pedrinhas pretas. Qual a probabilidade de as próximas duas pedrinhas jogadas serem brancas?.
61
UNICAMP_2024_61
[ "a) 7/13.", "b) 5/13.", "c) 11/52.", "d) 7/52." ]
[]
B
false
string
[ "mathematics" ]
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[IMAGE 0]Legenda: Imagens de “mulheres de conforto”**, em 1944, na Coreia do Sul. ** Termo usado para designar coreanas, filipinas e chinesas, obrigadas a se prostituírem em bordéis usados por militares japoneses. É correto afirmar que a fotografia anterior
17
UNICAMP_2024_17
[ "a) foi produzida durante a Guerra Fria e documenta o seques-\ntro, no sudeste asiático, da parte dos soldados norte-ameri-\ncanos, de mulheres. O estupro e a prostituição forçada são \naceitos pelas cortes internacionais como estratégia de guer-\nra, já que os crimes de guerra referem-se apenas às armas \nusadas nos campos.", "b) comprova a ação dos soldados norte-americanos, durante \na Guerra do Vietnã, em relação às mulheres e às crianças \nfotografadas. A prostituição consensual era usada como es-\ntratégia de criação de novos laços sociais e o povoamento \ndos territórios conquistados.", "c) traz a imagem de mulheres enfileiradas, capturadas e obri-\ngadas a se prostituírem durante a II Guerra Mundial. A vio-\nlação sexual tem sido usada historicamente como arma para \nfragilizar os supostos inimigos, já que as vítimas da violência \nsexual trazem marcas da humilhação e da limpeza étnica e \ntem os laços sociais destruídos.", "d) registra mulheres que, durante a Guerra das Coreias, esco-\nlheram se casar e migrar com os soldados japoneses. A vio-\nlação sexual é uma das marcas dos conflitos entre nações, \natingindo em especial mulheres e crianças que, entendidas \ncomo vulneráveis, se tornam vítimas do domínio masculino." ]
[ 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" ]
C
true
string
[ "history" ]
false
true
false
false
false
true
Considere as funções f(x) = 2x + c e g(x) = 5 - 6x, com c > 0. Sejam P e Q os pontos de interseção, com o eixo y, dos gráficos de y = f(g(x)) e y = g( f(x)), respectivamente. Para que a origem seja o ponto médio do segmento PQ, qual deverá ser o valor de c?
64
UNICAMP_2024_64
[ "a) 1.", "b) 2.", "c) 3.", "d) 4." ]
[]
C
false
string
[ "mathematics" ]
true
false
true
false
false
true
A região à margem do rio Guaporé em Rondônia é considerada uma das mais importantes do planeta para a espécie Podocnemis expansa, popularmente conhecida como tartaruga-da-amazônia. Assinale a alternativa que apresenta corretamente uma característica importante para a vida de quelônios fluviais no ambiente terrestre.
41
UNICAMP_2024_41
[ "a) A pele é seca e completamente impermeável, recoberta por \numa espessa camada, em forma de espículas, composta da \nproteína quitina.", "b) Os alvéolos com grande superfície de troca gasosa permitem a respiração pulmonar e cutânea mesmo nas espécies \naquáticas.", "c) A principal excreta nitrogenada liberada é a ureia, que se \ncaracteriza por ser pouco tóxica e que requer mínima quantidade de água para ser eliminada.", "d) A fecundação é interna e há formação de ovo amniótico; \nesse ovo possui uma bolsa contendo líquido que envolve o \nembrião." ]
[]
D
false
string
[ "biology" ]
false
false
false
false
false
true
Use os valores aproximados: g = 10 m/s^2 e π = 3. Uma das etapas mais difíceis de um voo espacial tripulado é a reentrada na atmosfera terrestre. Ao reencontrar as camadas mais altas da atmosfera, a nave sofre forte desaceleração e sua temperatura externa atinge milhares de graus Celsius. Caso a reentrada não ocorra dentro das condições apropriadas, há risco de graves danos à nave, inclusive de explosão, e até mesmo risco de ela ser lançada de volta ao espaço. Após viajar pela atmosfera por determinado tempo, o módulo da velocidade da cápsula, que inicialmente era v_0 = 7000 m/s, fica reduzido a v = 5000 m/s. Sendo a massa da 0 cápsula m = 3000 kg, qual foi o trabalho da força resultante sobre a cápsula durante esse tempo?
35
UNICAMP_2024_35
[ "a) -11,1 x 10^10 J.", "b) -3,60 x 10^10 J.", "c) -6,00 x 10^6 J.", "d) -3,00 x 10^6 J." ]
[]
B
false
string
[ "physics" ]
true
false
true
false
false
true
A partir da organização tecidual, é possível reconhecer o estágio de desenvolvimento das plantas e mesmo diferenciar monocotiledôneas e eudicotiledôneas. Nas figuras A e B são apresentados esquemas de raízes em crescimento primário, com a indicação dos tecidos 1 e 2. [IMAGE 0] Assinale a alternativa que, de maneira correta, indica, respectivamente, a espécie eudicotiledônea e seus tecidos 1 e 2.
47
UNICAMP_2024_47
[ "a) Figura A, floema e endoderme.", "b) Figura B, floema e periciclo.", "c) Figura A, xilema e endoderme.", "d) Figura B, xilema e periciclo." ]
[ 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]
A
true
string
[ "biology" ]
false
true
false
false
false
true
Um corpo em queda nas proximidades da superfície terrestre sofre a ação da força gravitacional e da força de resistência do ar, F_ar; essa última atua em sentido oposto à força gravitacional. Nos primeiros instantes, F_ar ≈ 0 se o corpo parte do repouso. À medida que a velocidade aumenta, F_ar também aumenta. Com isso, a aceleração do corpo diminui gradativamente, tornando-se praticamente nula a partir de certo momento. Desse ponto em diante, o corpo passa a cair com velocidade constante, chamada de velocidade terminal. Um objeto de massa m = 200 g é solto a partir de certa altura e atinge a velocidade terminal após determinado tempo. Qual é o módulo da força de resistência do ar depois que o objeto atinge a velocidade terminal?
38
UNICAMP_2024_38
[ "a) 0,20 N.", "b) 2,0 N.", "c) 200 N.", "d) 2000 N." ]
[]
B
false
string
[ "physics" ]
true
false
true
false
false
true
Excerto 1 Quase todos estão de acordo que a felicidade é o maior de todos os bens que se pode alcançar pela ação; diferem, porém, quanto ao que seja a felicidade. A julgar pela vida que os homens levam em geral, a maioria deles, e os homens de tipo mais vulgar, parecem identificar o bem ou a felicidade com o prazer, e por isso amam a vida dos gozos. (Adaptado de: Aristóteles. Ética a Nicomaco, Livro I, seções 4 e 5.) Excerto 2 O conhecimento seguro dos desejos leva a direcionar toda a escolha e toda recusa para a saúde do corpo e para a serenidade do espírito, visto que essa é a finalidade da vida feliz. O prazer é o início e o fim de uma vida feliz. Embora o prazer seja nosso primeiro bem inato, nem por isso escolhemos qualquer prazer. (Adaptado de: Epicuro. Carta sobre a felicidade. São Paulo: Editora UNESP, p. 35-37, 2002.) Considerando os excertos dos filósofos gregos Aristóteles e Epicuro, ambos do século IV a.C., é possível afirmar que
52
UNICAMP_2024_52
[ "a) Aristóteles e Epicuro sustentam a ideia de que há relação \nentre a felicidade e o prazer, pois ambos entendem que o \nprazer é o início e o fim de uma vida feliz.", "b) diferentemente de Aristóteles, Epicuro defende que a felicidade consiste na realização irrestrita dos nossos desejos, \numa vez que o prazer é o início e o fim de uma vida feliz.", "c) tanto Aristóteles quanto Epicuro – ainda que com concepções éticas distintas – entendem que não há uma identificação imediata entre felicidade e prazer.", "d) Aristóteles e Epicuro concordam entre si e discordam daqueles que pensam que a felicidade seja o maior dos bens que \nse possa alcançar pela ação." ]
[]
C
false
string
[ "philosophy" ]
true
false
false
false
false
true
“Um deles viu umas contas brancas de rosário, acenou que lhas dessem e divertiu-se muito com elas. Enrolou-as ao pescoço, depois tirou-as e embrulhou-as no braço, e acenava para a terra e depois para as contas, e em seguida para o colar do capitão, dando a entender que eles dariam ouro por aquilo. Isto nós entendíamos assim porque queríamos. Mas se ele queria dizer que levaria as contas e mais o colar, isto nós não queríamos entender, porque não lho daríamos." (CAMINHA, Pero Vaz de. Carta de Achamento do Brasil. Campinas: Editora da UNICAMP, p. 108, 2001.) Em seu relato de viagem, Pero Vaz de Caminha
10
UNICAMP_2024_10
[ "a) descreve a natureza e as pessoas que os portugueses encontraram no Novo Mundo, inventariando os detalhes da \nviagem, com vistas à preservação da História Colonial.", "b) descreve e interpreta os fatos, mostrando que a compreensão dos portugueses sobre os povos originários era mediada \npelos interesses do colonizador.", "c) descreve como os povos originários do Novo Mundo auxiliaram os colonizadores na prospecção por riquezas, antevendo a realização do projeto colonizador.", "d) descreve e interpreta os fatos, sugerindo que, na visão dos \npovos originários, era possível a convivência pacífica com o \ncolonizador, já que compartilhavam os mesmos interesses." ]
[]
B
false
string
[ "portuguese" ]
true
false
false
false
true
true
je ne parle pas bien* je ne parle pas bien je ne parle pas bien je ne parle pas bien eu tenho uma língua solta que não me deixa esquecer que cada palavra minha é resquício da colonização cada verbo que aprendi conjugar foi ensinado com a missão de me afastar de quem veio antes nossas escolas não nos ensinam a dar voos [...] reinvenção nossa revolução surge e urge das nossas bocas das falas aprendidas que são ensinadas e muitas não compreendidas salve, a cada gíria je ne parle pas bien [...] o que era pra ser arma de colonizador está virando revide de ex colonizado estamos aprendendo as suas línguas e descolonizando os pensamento * Je ne parle pas bien, do francês, significa “Eu não falo direito”. Podemos afirmar que o uso repetido do verso Je ne parle pas bien no poema slam de Luz Ribeiro
6
UNICAMP_2024_6
[ "a) expressa a necessidade de repetir muitas vezes uma mesma \nsentença como forma de resistir ao esquecimento de uma \nlíngua.", "b) enfatiza a ideia de que a língua francesa do colonizador ain-\nda não foi aprendida e precisa ser repetida várias vezes.", "c) é uma constatação de que, na posição de ex-colônia, não \nconseguimos aprender línguas estrangeiras.", "d) indica um posicionamento de resistência por meio de uma \ncrítica à aprendizagem forçada da língua do colonizador." ]
[]
D
false
string
[ "portuguese" ]
true
false
false
false
false
false
Terminado o almoço, Ana foi à cozinha para a escolha das sobremesas. A garota estava decidida a pegar dois itens. Seu pai, preocupado com a alimentação dela, instruiu-a da seguinte forma: "Escolha o que quiser, mas, se você pegar algum pirulito, pegue também alguma fruta". Na cozinha, tinha 5 frutas diferentes, 3 pirulitos diferentes e 2 pedaços de bolos de sabores diferentes. De quantas formas Ana poderia escolher seus dois itens?
60
UNICAMP_2024_60
[ "a) 34.", "b) 36.", "c) 45.", "d) 47." ]
[]
B
false
string
[ "mathematics" ]
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Texto 1 A OMS (Organização Mundial de Saúde) recomenda que a ingestão de açúcares livres esteja abaixo de 5% da ingestão total de energia diária para o nosso organismo. Como alternativa aos açúcares livres, tem-se intensificado o uso de adoçantes não nutritivos, como, por exemplo, sacarina, sucralose, stevia e aspartame. A própria OMS atualmente recomenda que adoçantes não sejam utilizados para controlar a massa corporal, pois não oferecem benefício na redução da gordura corporal. Uma bebida muito consumida no cotidiano, o refrigerante, apresenta esses dois aspectos para os quais a OMS chama atenção: os comuns têm cerca de 11 g de açúcar por 100 mL e os diets contêm adoçantes não nutritivos. O gráfico a seguir apresenta o consumo médio de refrigerante por habitante por ano, no período de 2010 a 2021, no Brasil. [IMAGE 0] Dados: i) ingestão total de energia diária para adultos: 8400 kJ (recomendação da OMS). ii) energia por grama de açúcar: 16,5 kJ. De acordo com as informações do gráfico e do texto 1, pode-se afirmar que a média de consumo diário de açúcar, por habitante, para cada ano, devido somente à ingestão de refrigerante,
20
UNICAMP_2024_20
[ "a) foi sempre superior à recomendada pela OMS, o que pode \nindicar uma baixa conscientização da população sobre o \nconsumo de açúcar.", "b) foi sempre inferior à recomendada pela OMS, o que pode \nindicar uma alta conscientização da população sobre o consumo de açúcar.", "c) foi superior; porém, mais recentemente, tornou-se inferior \nà recomendada pela OMS, o que pode indicar uma melhora na conscientização da população sobre o consumo de \naçúcar.", "d) foi inferior; porém, mais recentemente, tornou-se superior \nà recomendada pela OMS, o que pode indicar uma piora na \nconscientização da população sobre o consumo de açúcar." ]
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exto 1 A OMS (Organização Mundial de Saúde) recomenda que a ingestão de açúcares livres esteja abaixo de 5% da ingestão total de energia diária para o nosso organismo. Como alternativa aos açúcares livres, tem-se intensificado o uso de adoçantes não nutritivos, como, por exemplo, sacarina, sucralose, stevia e aspartame. A própria OMS atualmente recomenda que adoçantes não sejam utilizados para controlar a massa corporal, pois não oferecem benefício na redução da gordura corporal. Uma bebida muito consumida no cotidiano, o refrigerante, apresenta esses dois aspectos para os quais a OMS chama atenção: os comuns têm cerca de 11 g de açúcar por 100 mL e os diets contêm adoçantes não nutritivos. A resposta glicêmica é a curva da concentração de glicose, em função do tempo, no sangue. Ela é utilizada como uma forma de classificar os alimentos com base em seu potencial de elevar a glicose (açúcar) no sangue. Pesquisadores da Universidade Johns Hopkins (EUA) testaram os efeitos de quatro adoçantes na resposta glicêmica de indivíduos saudáveis. Cada grupo foi exposto a uma condição, conforme a figura abaixo, acompanhando-se a resposta glicêmica. [IMAGE 0] Com base nas informações da figura e do texto 1, pode-se concluir que a preocupação da OMS quanto ao uso de adoçantes não nutritivos
21
UNICAMP_2024_21
[ "a) precisaria ser complementada com um alerta sobre um risco \naumentado de diabetes tipo 2, pois os adoçantes provocam \no aparecimento de glicose no sangue.", "b) não precisaria ser complementada com um alerta sobre um \nrisco aumentado de diabetes tipo 2, pois os adoçantes não \nprovocaram o aumento de glicose no sangue.", "c) não precisaria ser complementada com um alerta sobre \num risco aumentado de diabetes tipo 2, pois apenas dois \nadoçantes não provocaram o aparecimento de glicose no \nsangue.", "d) precisaria ser complementada com um alerta sobre um risco \naumentado de diabetes tipo 2, pois dois adoçantes provocaram um aumento de glicose no sangue." ]
[ 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]
D
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string
[ "chemistry" ]
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“Dos pretos é tão própria e natural a união que a todos os que têm a mesma cor, chamam parentes; a todos os que servem na mesma casa, chamam parceiros; e a todos os que se embarcam no mesmo navio, chamam malungos.” (VIEIRA, Padre Antônio. Sermão XX. Parte II. Lisboa: Impressão Craesbeeckiana, p. 165, 1688.) Sobre as comunidades de malungos no período da escravidão, é correto afirmar, de acordo com o texto, que são formadas
14
UNICAMP_2024_14
[ "a) nos laços entre africanos de múltiplas etnias, os quais ha-\nviam atravessado juntos o Atlântico.", "b) no encontro dos africanos nas senzalas, no exercício de ofí-\ncios e no trabalho da lavoura.", "c) no Novo Mundo por pessoas de uma mesma etnia que se \nreconheciam como iguais.", "d) nos quilombos rurais e urbanos, formados por escravizados \nfugidos de muitas etnias." ]
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Em uma visita a um museu de arte indígena, um estudante observou uma obra seguida de uma placa explicativa: In some indigenous cultures, headdresses represent Native peoples’ right to govern themselves according to their own laws. The materials they are constructed with can vary greatly, including wood, iron, feathers, and ivory. Rather than using gridded designs (symbols of spiritual beliefs) or putting birds or mammals at center stage, as several others do, horns were attached to this headdress, an emblem of power reserved for those “whose exceeding worth and power is admitted by all the nation”. (Imagens (nas alternativas) e texto (acima) adaptados de: https://americanindian.si.edu/ exhibitions/infinityofnations/introduction.html. Acesso em 31/05/2023.) Qual das imagens corresponde à descrição da placa?
67
UNICAMP_2024_67
[ "a) [IMAGE 0]", "b) [IMAGE 1]", "c) [IMAGE 2]", "d) [IMAGE 3]" ]
[ 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3adbzSW85JG1cgfrRTqX0YTh1Rz3gfS21LxHB+73JEQ7ele+6dCsXlogwEAwBXL+CPDUeh6UrvGVuZRlyw5HtXXwHyYppSOFUnJqKjuyoLlR4p8VrjzfESp/djX+VcCK6fx3fjUPEckikEBFGR9K5muiGxlLcKKKSqJFooopjCiiigAooooAKKKKACiiikIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAp0UbSyrGoyWOBTa9K8BeHLabTE1WdQzmQ7Qe2CRUydlcaV2dF4R8MWmlWMMrxh7lsMWI6Gu9hG6PLdaz7aMJGHboOajuNYRcrEucetcrbbN0rFu6vorRdzkcHHUCueuvEN1eT+Vb/JEDgkVQvd15KTM7bT0UHpWYomtJGFu+Fz0NGiK3L9/okeqqWuJ5mz1G7iuWv8AwHAzj7PMVz6jNdFDqtxC/wA6qQetbUVxDOAWXbk9acZWYmjy+68AXsK7o5PM+iN/hXP3Wi3tq2JIJP8Avhv8K96icA/I5xSzxRSDMiIw91rXnaM+RHzu8bx/eBH4UzNe53Og6Tegia0Qj1UYrGuPh5pEm5o5HQnoOapVETyM8mAJoxXoMvw9CsfKuMj3quPBMsUoQ7WU980/aIXKzhqtWmo3di263mZPbPFXda0d9MuTEcH8ayCMDmqTUkLY9G8O+NTdlbO+RVc8CQECuqaR9gmhk3KecjmvD8kHIOD7V03hrxXPpUggnJltm4Kk5xWU6XVFxn3PVNP12W2uFWU7lPcnpVzxNotn4u0hvlVZkyUcDOD+FYcK22p2/mwEheRz2quuo3vh2dZN3mQHqM1hrFmujR5VqOmT6ddm3lBzkgHaRnBxXpnhDQk0iwTUGGZ5YxtJGMcmtp4NH8WqlxJBslgw2cde9SSTeawjQbYo/uitZVLrQzULM5TxtqHkaa8IbLSYB59c15ma2/FF891rNwuTsVgAPpWHWtONkRJ3YoNAFGKM1ZId6SloNACqSCCOor0r4f8AiKUObVznnPJ65rzMVc06+k0+9jniJBBqZx5kVF2PZfGnhaz1jRZb22jEdxCC3yjOe/avEXRo3KsCCOK9w8M+IlvI8lSykAMpHB4rJ8ceCre5sjqOnKEdMl16ZzzWMJ20ZpKN9UeR0lOYFGKntSV0GIVLbXMtrOssTlWBB4+uaiAJOBXWeH/BU2qRiaeQRxnGAOSaTaW40m9j1zwh4ibU9FhuMgMFwwzXaQTJeQgSKpx0zXG+HdItNOs/stumEHf1rpbOydM/Px2rje+h0X01Kt1E6TFF5BPHFNuLa4uNLmt1faZEKggeorZkjVACeTUEs+1AAMe9GqDc+Z/FOh3Gian5U7F9yghiCM8e9YVes/F6SB4bMYzLk847V5N1rrg7owkrMKMUUVYgoo5ooAKKKSgBaKUKT0p/kPjOBj60rgR0UrKVPNJQAUUUUCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK9K8CeKI7fSI9Iki+YSHa3sSTXmtX9IuzaahE/beM1M1dFRdme53dzK8YKEiMjp0rNhuUjfZLnNXEPn6UroRwnFZsUKzoWkOHHWuZ2SN1uQXN1Gtw6ZPI4qW18mdRE+fMHf1qjf2DF1kiBPOCPWn/ZZVtlnjJBHX1FZas12F1eyeKAvG2CeQaXQ7id9Obz8EqxwRTZJZJ7fypWz/tU62n8mfy41Hl4zn1pJtbg7M1YLplbAXj61cNzuHIrJ+1RMcAYJo5xw5x9apTJ5S7JNgHFVmlfOQ5FNQHu2aHUgZDr9KXMxqIn2qRWyx5q3DdnZlgCPpVAwOwyCMURBQfLZiGNUpCcS5f2FhqSZnhDNjriuF1nwVhvNsnBTOCp4xXWM8sT7GzjtVC4vLi3chfu+9aRnYzcLnnL6VNHciJsZJwOamXQ5fOCMwBPIrsHuba6LCaNUkB4NLa2yPL5isG29Kv2jM+QytF1O58OXaxzEvbufmXOa9Otvsmr2w+QMhJBBFcNq2nC7spCFG4DjFR+BtZntdQOnzsdr8rk96nSSuO9j0GeK1tLcxWkQjz1IqC1tSYpGPXaavXFtlQ+frWrY2kEkBA6lay2Zr0Pm3WhjWLkf7Zqjiup8daM+ma/csFIiZgQfr/8Aqrluorti7o5nuJS0lLTEFFIaBQAUUvFHFAHQeGNak0/UERiTG5AIr2fStSjnBhmG6OQYIIr55UkMCvBHSu/8J61e3DGAxyMwA2sB7VhVh1RrTl0L3jPwJDFHNf2BCjcWKdOK85trKW5nESAZJxya9xTTta1RDEybI267qvaV8OLS1ZJJF8x+pwMVMatkVKnd6Hnmg+BPNKPJh23A4zxXrGk+FBHAiyMAAOFWuksdFgtkUKigD2rUCoBjgYqHJy3KSS2MyHToIE2hAMUrFE4Apb/U7S1BEkyL9TXDa18RdG05sfaBI2eVQ5oSkDa6nWzvnqaxNc1mDSbCWaXOVBIABOa8w1v4tXNwSmnw7F7M1cPq3iPU9Zctd3DMp/hBwK0VNt6kOdtix4p8Qy6/qPnHIRVAVT24rCoqSCCS4lCRIWY9hW6SSMtyOgZPFdbpfg2a4bfP8i46GteLwfZxShy2dvUGk5pD5WcLFp1xMuVUY+tWF0K9cgBV5/2hXpkNrBEgXYgUewpkxRQQqrge1ZuqUoHBp4WnwPMkVf1rSt/CluFzJKW+grVuHlkkG1SFq1EyNGAOtS6rLUEY0Wm2cLlFjDe5p1xFbxhUMa8nHSrUiBZiynBqnJC885YZwvP41PM9xqKuUr/SoruIGFQsijntmuauLd7d9r9a7uwyt7GGA64OfSmeONFjigivIVAHQgVcJ62YpxvqjgqKKK3MAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAClVirAjqDSUUAet+ENaF9pKQyOC4+U1NLM8ErqTXmmhay+k3SNgFNwLDFd9f3Ud7bx3Vucqy5OOe1YSjZmyd0ObWHiYq8YYVo6VqUN+Wtnj2ZrkWv1Z8bfm9DWlpdwEuRJjBqbId2dRc6MFjYxnO7kc9Kz4tNnizk7q1Y7wz2g2kcCq4uXUnfjHtUuKKUioLVgeflPrShTHw78GrZuElG0qw/Cq8sG8HDdKhxKUw2tj5XyTTCrKPnY1GDLER/FipRcowxLkVNikx0cygAbqlVIJXDB8NTFtonG5HGPrUMkbwnIXIHOaVh3LNwnTcuT61RurVZIt46ipzeI6gMwBqMtuDKpBB7iqSEcVqbtFKSh2nNS6NqD+f5TnINTaxZNISyjkHJFYKSm0vBu7da1SujNnoUcLzwFVGaxZNEudO1OG+iUgqRxjrW34Rv47qQRsR17V3OqaXFcaa0oPzJk9aV7EkVrJ9pslZl5KjI/Cr2nNsfbn8KzNKkElu4/u4qxFOEuPxqHqWjmvif4cN1pc1/EnMe1z9Bn/GvDxX1DrqjUPDd5b93iIFfMU8ZiuJIz1ViK6aTujCaIqWkpa1INbQdAm166aCGaKMgZzI2K7y1+CepXAUm/g2nuvNeZ213NaSb4W2t64Brr9K+Jut6aiofKlQdigH9Kznz/ZLjy9TsIfgNMRmbVVH0T/69XYvgPaqMy6q5HsgrCg+Nd+qgS2UZ+lSH413ZP/HimPrUfvC/cOlg+DGiwtl7mSXHYiuj0zwVoWktuht1Vh3rzmD4xXlzcJBHYJukbaMGu0bWLya2VnQK7AcY9qznzLcqKXQ6yOawhOxVUdqnOqWcSYBHFcRbi8lf58Y+laKadI5BJzWV7F2N9tdz/q48iuD8W/FRNFm+zWyCWbndhuhp3jDxTb+GbF7VMPdNGSBnp0A/nXgl3dSXty88pBdzk4GK3pRctWZTlbY6PV/H+uatMXa5MSn+FDXNTXE07l5ZHdj3Y5qOrVnYzXzbIULEda6LJGV2yO2tJ7uVY4ULMT2FdEngq9+yJPIwXcM7a63QfD8WlWCXExzMR0zVm91DcPJBx2FYyq66FqBxMPgyWT79wqfhXQ6X4YtdLYzOTK+O68Cryxv8rEg1aF4rAq64yMVDqMtQQ0Xyh9sahRimyu5jLAkE9qhMSrJvByKlLrIgC9qhybNFEYjSnAaldcqd3pT0fHBpxBY8CpuxpFVY42XB/PFC2ip93JNTeXjPBFPVwueKVx2KE9i2d2etMjtwEOBz61oSzLJxjBFVfNAYr607sLIpRwEXW7OCGyK2dbtHvvDMmRuK5wfSqCA73f0rX+1CTw/cLj+FqvqmQeNMMMRSU5/vmm12HKFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlLRQAVv6DrItAbebmNjwc9K5+lFJq6sNOzOz1G2/eCaIZVhwRU9hOkqBc7WWsjQ9YRIzbXJwvZjzVm7i+yT71OY35BFYtWNb31Ow0yVgNnJHrVmZWJwM1zuharGsioxP411oMc6bkIqWNMy3nkQYKnPvSJeEjjt1Gat3Ue6PtWS0PltlTnNRsUtS614H9jSNch1wU/GqTqw5GM1AZTvz0PcGjcZfdmHKN+tH9qmJds6nHqKrJdFBkplfamzBJVLqcgjoamyGmTt5U43xyAg0kSPH0f8M1hhMuTFLtYH7pOKvQXZddk42OO+eDS1RW47U5W8suF6da5K+kWWTOMHvXQ6ncCOP7wIPoa5W7k3zMwHBranqZy0NzwtqYstTTd90n1r2C21Nb2yeNG5II618+xSbZVIODmvSfDt3Klt5qjcATnBoqRsRF3O00hWiaaNxiqs94sd2Q3ZqfpdyZLnP8AeFYOuGS2vHY9N9Ymp3eluL1fLHRgRXzx4mtDZeI76E9pWP617Z4O1LdewoehJHX6VyfxG8ORXniCeW3kCzFc7CBya1pzSepnUR5TSZqWeCS2maKVSrqcEGoz1rqMAopKUUAJS9qDT4YmmmSNBlmOAKAOr8AaPJfa7HMV/dwncSRXtMcHmSYHIFc/4O0T+yNOZnHzuB29hXV28ZUErznrXHUleR0wjZFmGAYGB9eKraxrtn4fsJLm4cZRchc9TVyWZLWzeWVtoVckmvnvxp4lbWtVuAhbydwA+Y9s0oR52EnyoyvEOtSa7q8164IDngZJwKyaXtQF4zXYlY527h1r0nwFo7fYnuJB9/pxXGaHpEmqzsiZG0jPHvXtemWA07To4ePlUDpWVWXQuC1MPXboRAW8f3gK51Zd0uJB81Xtefbqu/sKzJX+bzB35rnukbqJpxzbAvcjtT5pUmXK8GsqO5x8zdqcboOw21LY0i8kjPxjpViJHY9MCq9uwQ5apxcEkhelK5Vi4kO1ck0omRRiqyz+YpjGc1GSVbBBxQFi6bhFHIzmoXlGflXOabGJGOAuRU6QOwyRgU7CuZ0u/dnb1qHlHBYdau38iRAAHLVmrK0uS2AB71ajqS5FsMBGx7EVatW3aVeAj5ShwazVlGNnc8CttojZ+FruWUgZBFU1qSu5444+c/WkpW5c/WkrrOYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo70UUAFJS0UxgM9q6DSNSikgNpdMT2Ut2rn6ASDkVMldAnY62aweNVniIKnlStamj6vNE+2TeRXO6JqfItLiT92eFz2rTuIJLaQOh+Q9CDmsJKzNVZo7m2vba4UhyAfep2tIHHylDmuHtLuVfmzz9K2rXVrgffY7fpUhqbD6aoXI21Rm0ovnG2pv7ZjC5dv0qP+2oCOHH5UD1MmfS7iJyY8gCoHimRSy53DtWtJrcPOXBH0qnLrVoPvYH4UWQ0Ys4jnbLApJ71Smnmtztd8jsa1rm+sZzu4B+lY16qOMo2R9aSRVyjPdtISGYkVBw3NMdTuPpTl6Yra1tiL3G+SSdwHAruPC12semyQufmLGsPSdPuLjLLAzJ3OK6zSdJhgkLzALjnGaznK+g0rHQ6W+2eLHcirfinTt9u0iqDuORXP3/iK2sQPKYBx0wM/wBax7vxXf38e0ynH+7is+Uo3dKnFg8blthWuf8AFuoXN9rf2iDe52gfL7VRZ7qdslmK1qWsMrBSBz6mkkOxhXek3GoBZZU2yEc7hzVeHwpdNkkpXdrbEqCfvUos5UXdg1rztLQjkTOQg8IPJkyhQPxrN1Xw69q2YcbR1616Gs7KNrcH6VR1WzS+s2XID445xQqkgdNHmDWzqxU4zXTeCdFlu9bileMGKM5JIrNu9Kube6K7SVzwc16R4ItfLt2Cjkk/zqqlSyJjDU7hcMyouAMYxWxbR4XpVGytmLj5au6lP9i0yeboVQkH3xXJe7N7WPP/AIm+JorTTJLGCU+c7FCFPTgV4cTk5PetLXL6e/1OeaZmYtITzWbXdTjyxOWbuwwcgd66PR/C1zf2/nnaqk8Bs5qlY2XnOsrL8gPWu/0N1lXjGF4FRVqW0RUIX1Zs+EfDcenQMzIhZsEkA10VywXcD0FGmj/RwaydY1KOKOQCQB8jisr3Wpol0ON1lmfUHJ+6DWVLLnjOAKtNOWMzzHOSSDVeWCKeDerBvUA1l11NktCNbhQH5zmkhdmcYNQMojXFS2jrv5IH1qrCNdJMrgHmrFqNpLE9qht0hdSWYfnVlFgB+8M/WlYGTLCCQVYCr8eyNBvAOazYZSXAkbjtVgCTeXYkqOmKpIi5prGipvXAz2qGWUkAelU2vc425wOOlV5LgSSEq2PWquKxDeRNK/oPesqaUW7lSea05WdmwOR61k6lFEiBt43fWmu4mS2Ky3NyropbDY4rb8XzG08KGCV9skjcDPXml8GWG21nvZF+ReQTXH+NdXbUdSWMSbkjUYx05FOK5pCk7ROXpaKK6jnCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiimMKKKMYoABkHI61s6TqzpKILhg0THnd2rGzQKlpME7HfNHGiB4CCh7iqbTsH+Y5FczY6ncWUoZGyO4PSujsb2DWN0cmyOX+EL3rCUGjZSTIJr1n4U4HtU9kJJmBZjtqNLGT7X5TIwXPXFdDFa21rBycDHU1DLMh7YM564pWtVZMsM8Ve85ZGIiAIqtcTSISqAZoEYN6u18c4FUUkKtyeK2rpGlwXTms2a1Ab5c1cWthMifEnTpVixEcd1ExXcARkGltdPkmmSNFZi3pXZWegR6dpouZoj5rDjdSlKyKjG5qrroGl+VHDHFknOBXP3dzP5gKMemOKspH5oAI5zUy2m0/NmsHI15Tnmt5JpNz7jVuKzCgYUmtd7dYkLEYp1qSz5x06U7i5SzpulxvGhkGDW2tvbwYGBjFUbSfDDeRiryss/QAincViRYraQcOBTnt12/I26mDTDIc+UwHtVgaLeRqDGsgH0FGomZ7WavISQR+FRvYbm27SV+laTedB8rpk+9TW7s6n1pgjkNa0xYol2qdxIrsfA+mobMnHzbj/OmPpv2l90iE/hUulxPp9+pjZgncdqzk+haR38NokSE7a5bxTefuRCoDIc5Fb1xqfmWhETDdjtWGClwSkyh8nHNSkLXqeZat4Vg1OBmiiKv1yoFeeXejTWk7Rsr/KepFfQd5pItG3x7grHp2rKvNHt72J/MgUkit4VGtDOVNPU8WR2gVUBOwda6XRrtlOUIxUPibR1sXdUQqAuay9JupIkI6jOKclzK4o6Ox7PpVx/xKg7YzivLNdvpbnVJV3HYD2rvtFuhNoyoCCcetcrrNlBagtgb2bnNQnYvqYEbHGDz9aeqsrFkBA74pEUl61oZ41tPJ8tckfe71DZojGuBvjz0PrVNWEbYLZJrWvLRlti6k+9YUmY5FY1pDVEyNWJ228GtK0Qsw3g4rFhlJkXAySeldjYwARLx8xA7UNCbIkiieZCVwM1sq8RURgLg8GpE02F0Rm4PerP2SxEfzMPl96ERcxJorbzdqHnPOKf9hi8zGOKmnntIXLRKjD1JqncaqoAKBPzqkJsZdxRx5VOAO9c7Z20up65FbqGZd+GwM1JqOsyD0GTXSeCYktbefU7ohGYHaWwKHoCJvFN3/wj/heOzhIRnXaexNePu5dySc11fj3Wf7T1kokodI/l4PFclW9ONlcxnK7CiiitCAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooopjCkzS0UAGKSlooEJUkTtG4dGKkdxTKKQHU6X4oMTIl3GJU6ZPWta5KanloJMKeQuc/yrgKnt7ua2kDxSMrDoRWcqd9i1No6iAy2kxBPAPeplvBJOX2Dg1i22vvu/0mJZsnqetdFbyaZNAsnzoW52gVlKDRopJlK4RpJdyHGewqaHS/Mj3MSPwrVtILKYDygS3uK6az0eMx/vOQBkgVD0KTuZvgyzt47iaaePOPlXdWxrZSdxEqjYOgFV4VZLp22hbdAVUDuaiurzy2bYOTUblrRmaLQq/ygj8KsKrQqWPJHrUsNy7/ADMBVqSFriHKgcdaHErmuZSRSXc43sdv92tm00yMsAyYA9qm0+3CvjAzitSHHmbduaEhNiQ6Fa7d23pzRb2KedhVAUH0rYtY9qfMSRg1Ru7to3+RAqjrjvVWSFqzpLW3iW2UsB0rntc8QDT5dgx37isW98TXCkhCQo4Fcrr63V3Y/wBoPMuCDgc56GtIq+xDdtzdbxLYXDFpVYN6hl/xre0Oe1v2HkYGOzEf0r5+fUZy5zI2PrW74Z1u9gvgkczDPPWqdJkqoj6EkUW8JJRCD6VnNFHI26MBTWD4c8Qz30hs7jLEfxV10dkiASBj9KxcLGqkVrVmWYI6AqetarafHuBVMZ5zVeSEkB4x07VettR3xlWHIqUh3Gy2SzQ7HHGOtUG0cDLBsg9sVpzTsVG3pUcNycEEZNMDzTx1o6rbvKqncIz0H0ryrT5VR3Vl5Jr6P161hvNOmRl+byyK+eNT082GoSg9NxK1aatYm3U6vQd4hMSSFT61ma7aXcM2+STeCfQ0/Q7rMfUhhWhqk0k0anII96y2ZdupzVsxYcdfetm0s/MhLucDrVTTrcPd89M8it28Bis0SIAZFFrg2Zl1PHDEyKmfeuZuv3pU4A5rceyu5ScOuD601fD525lkzn0q46EtmZpyL54IPzDpXUWz3Yxh1qra+H08wFWwfWthLNbTG5i2KZNyCdrwj5peB6VVlef+JjWt5sUowEz6k1mX96Em8qNAcDqaQEUEG/mQgj3pLqxjLDY5AxTIkN05G8qwGSKW6VkCohJIHNAEWm2ltdXpimjDKAeTWN4q1WQX7Wds/lwRjbtU8Vd1bUY9Ls0hgGJ25ZgK4ySRppGdjkk5Oa3px6synLoNZizFmOSe9AoorYyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKYwooooAKKKKAEpaKM0hD1wOTVpbs4CRoPTJqmFLfSnhtn3Bz60mgOr0PNrE9zJIWcYITP416x4fVv7GWS6wJJDuwfQ9K8y8IadLqSGSTmGMjcPXn/DNehC7ZQFT5IlAUDtXNN6nRTWhNqkYkh2RsFUDPFc+6BeDy1alxdIWVQ+Swx7VW+yrLLuLfgKz6mqKkSSA8ISa3tHglkf5gAM0y2slzgDJrTgZbf7q7adwsXXso4iHwM+1RSPGhwoyT6VHJcysuOTn0q5Y2XmupdSR70mwSLEUTCDfJwoGcVz99dLcO4UfKOOK7O4sGls2SI7WIwKoWnhiBI9s3zSHknNG4bHmGoRSZbbuPU4rhtW1DU9ptT5ghXIxXveo+EogcgYB9BWWng3R7pcXECbvXHNaxnymc48x88+VKTjYSa6/wAJ+C9a1O4SdImih/vt6V6ofhr4d3BwhB+tdFp+nQ6XCsNsAEHTFVK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", 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" ]
D
true
images
[ "english" ]
true
true
false
true
false
false
Em uma matéria para um site, jornalistas fizeram interações com o ChatGPT a fim de analisar sua capacidade de criar textos possivelmente problemáticos. Para tanto, eles pediram que o programa de inteligência artificial reescrevesse um e-mail que seria, hipoteticamente, usado como golpe. Eis o texto reescrito pelo ChatGPT: “Hey there. You're probably wondering why you're getting this e-mail. The truth is, I put some malware on a website that you visited. My malware took control of your browser and recorded everything, including your contacts from your messenger, Face- book, and e-mail account. To top it all off, I also took videos of you. So I'll give you the option to make a deal before I do anything with it.” (Adaptado de: https://mashable.com/article/chatgpt-scary-uses. Acesso em 12/05/2023.) O e-mail criado pelo programa chama a atenção
69
UNICAMP_2024_69
[ "a) pelo uso de linguagem agressiva, pois se apoia em expressões violentas para tentar extorquir o usuário.", "b) por reproduzir a sintaxe da comunicação humana à medida \nque recorre ao humor para acusar o usuário.", "c) pelo emprego de um tom sarcástico, pois se apoia em linguagem informal para ameaçar o usuário.", "d) por infringir questões éticas, uma vez que informa ter tornado públicas informações privadas do usuário." ]
[]
C
false
string
[ "english" ]
true
false
false
true
false
false
O litoral brasileiro tem uma história fisiográfica e ecológica rica e complexa, influenciada por uma variedade de fatores e processos interligados. O Brasil conta com um litoral intertropical e subtropical onde é possível observar uma diversidade de ocorrências geomorfológicas e paisagísticas que se sucedem ao longo de sua costa. (Adaptado de: AB'SABER, A. Litoral do Brasil/Brazilian coast. São Paulo: Metalivros, p. 281, 2005.) A partir de seus conhecimentos sobre o litoral brasileiro, assinale a alternativa correta.
28
UNICAMP_2024_28
[ "a) Os manguezais localizam-se nas planícies marinhas recobertas por espécies herbáceas e arbóreas.", "b) Os campos de dunas associam-se aos depósitos argilosos e \narenosos, fixados por vegetação pioneira.", "c) As falésias ativas evoluem de processos continentais e marinhos, com ausência de vegetação na sua base.", "d) Os deltas são formados por sedimentos fluviais e cobertos \npor espécies arbóreas de grande porte." ]
[]
C
false
string
[ "geography" ]
false
false
false
false
true
true
Muitos fotógrafos no século XIX registraram obras de engenharia. O francês Édouard Baldus (1813-1889) atuou, primeiro como pintor e depois como fotógrafo, no inventário de monumentos arquitetônicos da Comissão dos Monumentos Históricos (1851) na França. Suas fotografias sobre esses monumentos renderam-lhe fama de fotógrafo de arquitetura. Sob encomenda, Baldus editou um álbum para a Companhia dos Caminhos Férreos do Norte (1855) e registrou estações, instalações ferroviárias, portos e cidades, ao longo desta via entre Paris e a cidade de Boulogne-sur-Mer. A rainha Vitória ganhou um exemplar dessa publicação. (Adaptado de: OLIVEIRA, E. R. Vistas fotográficas das ferrovias: a produção de registros de obra pública no Brasil do século XIX. Hist cienc saude-Manguinhos [Internet], 25(3), p. 695-723, 2018.) Tendo em vista seus conhecimentos sobre mundo contemporâneo e considerando o texto, assinale a alternativa correta.
16
UNICAMP_2024_16
[ "a) Na Europa do século XIX, a difusão social das fotografias das \nobras públicas se dava por meio de jornais impressos com \nbaixa circulação social e restrita aos estudiosos.", "b) No século XIX, a dissociação entre as fotografias de obras \npúblicas e a vida política europeia expressa a desvalorização \nda técnica e do conhecimento científico positivista.", "c) A fotografia teve vários usos e funções no século XIX, entre \neles, o de compor inventários arquitetônicos e retratar obras \nde engenharia.", "d) O álbum fotográfico dado à rainha Vitória era um gesto diplomático que mostrava o descontentamento francês com \na política inglesa." ]
[]
C
false
string
[ "history" ]
true
false
false
false
false
true
"Apesar de sua presumida evidência, a articulação entre liber- dade e igualdade é mais complicada do que parece. Sua reunião em um mesmo indivíduo, que seria, ao mesmo tempo, livre e igual a seus semelhantes, esconde tensões significativas. Como, por exemplo, alguém poderia ser livre em um contexto no qual prevalecem desigualdades aberrantes? Em contrapartida, o que resta da liberdade se os indivíduos não puderem singularizar-se e diferenciar-se uns dos outros?" (FIGUEIREDO, V. A paixão da Igualdade: uma genealogia do indivíduo moral na França. Belo Horizonte: Relicário, p. 9, 2021.) Escolha, dentre as alternativas a seguir, aquela que sintetiza melhor a ideia expressa na citação de Figueiredo:
53
UNICAMP_2024_53
[ "a) A realização da liberdade e da igualdade independe da su-\npressão de desigualdades profundas.", "b) A articulação entre liberdade e igualdade é um ideal que \nnão contrasta com regimes políticos antidemocráticos.", "c) A articulação entre liberdade e igualdade é complexa porque \nexige tanto a supressão de desigualdades extremas quanto \na possibilidade da afirmação das diferenças individuais.", "d) O desenvolvimento pleno do capitalismo e da livre concor-\nrência são condições suficientes para a concretização da li-\nberdade e da igualdade." ]
[]
C
false
string
[ "philosophy", "history" ]
true
false
false
false
false
false
As convenções cartográficas utilizam símbolos pontuais, lineares, areais, bem como representações proporcionais e gradação de cores (coroplética) que permitem certo grau de compreensão e intuição de seu significado, possibilitando a leitura da informação contida no mapa por diferentes pessoas. [IMAGE 0] (Adaptado de: https://atlasescolar.ibge.gov.br/conceitos-gerais/o-que-e-cartografia/ convenc-o-es-cartogra-ficas.html. Acesso em: 25/08/2023.) Com base no excerto e na figura, assinale a alternativa correta.
33
UNICAMP_2024_33
[ "a) Os símbolos pontuais se prestam a representar fenômenos \nnão hierárquicos, a exemplo da rede urbana e da tipologia \nde cidades.", "b) As representações lineares qualificam os fenômenos, não \npermitindo a sua hierarquização, a exemplo da tipologia dos \nsistemas de transportes.", "c) O uso do gradiente de cores serve para diferenciar fenômenos espaciais com variação contínua, a exemplo da altitude \ne da profundidade.", "d) Um mesmo fenômeno pode ser representado por meio de \ndiferentes formas e de variadas cores, a exemplo dos cursos \ne corpos de água." ]
[ 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]
C
true
string
[ "geography" ]
true
true
false
false
false
true
‘Nevou’ no Rio Em pleno verão, o fenômeno que vem chamando atenção nas ruas do Rio é conhecido como “nevada carioca”, ou apenas “nevou”. Trata-se da mania de descolorir, platinando os cabelos até os fios ficarem completamente brancos, que tomou conta das cabeças dos jovens de Norte a Sul e virou a febre do mo- mento. A onda começou às vésperas do Natal, ganhou força no réveillon e entrou em janeiro lotando os salões. Nascida nas comunidades e nos subúrbios, a tendência ultrapassou fronteiras geográficas e sociais da cidade, principalmente depois de ganhar as redes e de ter conquistado artistas e atletas. Cabeleireiros e donos de salão apostam que o modismo resiste com força até os dias de folia. (Adaptado de: https://oglobo.globo.com/rio/noticia/2023/01/nevou-no-rio-mania-de- -descolorir-o-cabelo-ate-ficar-quase-branco-vira-moda-entre-os-cariocas.ghtml. Acesso em 22/06/2023.) No texto, o verbo nevar apresenta sentido
1
UNICAMP_2024_1
[ "a) literal e é sinônimo de descolorir.", "b) figurado e quer dizer embranquecer.", "c) metafórico e é antônimo de escurecer.", "d) metonímico e significa cabelos brancos." ]
[]
B
false
string
[ "portuguese" ]
true
false
false
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Os lisossomos são organelas centrais que desempenham funções importantes para a homeostase celular. Assinale a alternativa que descreve corretamente a função dos lisossomos representada na figura a seguir. [IMAGE 0] (Adaptado de: YANG, C.; WANG, X. Journal of Cell Biology, Nova Iorque, v. 220, p.e202102001, mai. 2021.)
44
UNICAMP_2024_44
[ "a) Heterofagia por pinocitose, o que permite à célula degradar \nfragmentos de microrganismos, fragmentos esses importantes na apresentação de antígenos.", "b) Autofagia, que permite à célula empacotar, modificar e exportar proteínas sintetizadas no lúmen das cisternas do retículo endoplasmático.", "c) Autofagia, que permite à célula eliminar porções envelhecidas ou danificadas do citoplasma, incluindo organelas e \nmoléculas.", "d) Heterofagia por fagocitose, o que permite à célula capturar \nmacromoléculas, utilizando-as nas diferentes vias biossintéticas." ]
[ 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[IMAGE 1] Imagem postada em março de 2023 no Reddit, uma comunidade de fóruns, na página específica do Midjourney. Essa página reúne criações feitas na ferramenta de Inteligência Artificial, ferramenta que permite criar imagens hiper-realistas a partir de uma descrição em texto. A imagem viralizou a partir do Twitter. O Papa nunca usou aquele casaco branco. [IMAGE 0] Tradução da legenda: Eu apenas respiro por você. Um beijo, meu belo anjo! Panfleto anônimo produzido na França pré-revolucionária do final do século XVIII retratando a rainha Maria Antonieta em um romance com a sua amiga, a duquesa Yolande de Polignac. Com propósitos diferentes, ambas as imagens promovem a desinformação. Comparando historicamente os dois exemplos de desinformação, é correto afirmar que
19
UNICAMP_2024_19
[ "a) as campanhas de desinformação podem ser encontradas \nem diferentes contextos, como visto no uso do panfleto da \nrainha pela coroa francesa – com o objetivo de defender a \nmonarquia – e na imagem do Papa – que explora a contradição entre a riqueza do Vaticano e os excluídos defendidos \npor ele.", "b) no século XVIII e no século XXI, a produção e a circulação de \nfake news e desinformação são controladas pelos aparelhos \nde censura que revisam conteúdos orais e impressos, ainda \nque estruturados a partir de tecnologias diferenciadas.", "c) na era digital, a ruptura causada pelo uso de Inteligência \nArtificial e seu potencial na produção de desinformação está \nao alcance do público, na instantaneidade e no realismo da \nimagem. No início da contemporaneidade, as manipulações \nem imagens e em notícias eram acessadas pelo público através de jornais e panfletos.", "d) os dispositivos de Inteligência Artificial representam uma \nruptura no combate à desinformação ao possibilitar o rastreio e a eliminação instantânea de fake news. No século \nXVIII, o público era refém de notícias falsas pela ausência \ndesta tecnologia." ]
[ 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", 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" 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A neurotransmissão no organismo humano pode ter origem química ou elétrica. O entendimento das sinapses elétricas ocorreu só mais recentemente, graças a estudos avançados das propriedades elétricas dos neurônios. As propriedades mecânicas dos neurônios - como a elasticidade - são, por seu turno, importantes para a compreensão do desenvolvimento deles. Em um experimento destinado a investigar propriedades elásticas, uma diminuta ponta aplica uma força F na superfície do neurônio, produzindo uma deformação ∆L de forma análoga a uma mola (ver figura). Foram estudados dois neurônios distintos, designados pelos índices 1 e 2, que foram submetidos à ação de forças idênticas (F_1 = F_2). As deformações observadas foram ∆L_1 = 20 nm e ∆L_2 = 30 nm. Se k_1 = 9,0 x 10^(-6) N/m é a constante elástica para o neurônio 1, pode-se deduzir que o valor de k_2 é [IMAGE 0]
40
UNICAMP_2024_40
[ "a) 4,0 x 10^(-6) N/m.", "b) 6,0 x 10^(-6) N/m.", "c) 13,5 x 10^(-6) N/m.", "d) 20,25 x 10^(-6) N/m." ]
[ 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" ]
B
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string
[ "physics" ]
true
true
true
false
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Leia o trecho da reportagem: “Mulher espancada após boatos em rede social morre no Guarujá, SP (...) A dona de casa Fabiane Maria de Jesus, de 33 anos, morreu na manhã desta segunda-feira (5), dois dias após ter sido espancada por dezenas de moradores do Guarujá, no litoral de São Paulo. Segundo a família, ela foi agredida a partir de um boato gerado por uma página em uma rede social (...)” (G1, Santos, 05/05/2014. Disponível em: https://g1.globo.com/sp/santos-regiao/noticia/2014/05/mulher-espancada-apos-boatos-em-rede-social-morre-em-guaruja-sp.html. Acessado em 04/07/2023.) Assinale o trecho de um dos contos a seguir – extraídos de EVARISTO, Conceição. Olhos d’Água. Rio de Janeiro: Pallas; Fundação Biblioteca Nacional, 2016 –, trecho este que relaciona o acontecimento da reportagem ao texto de ficção:
8
UNICAMP_2024_8
[ "a) “Os mais velhos, acumulados de tanto sofrimento, olhavam \npara trás e do passado nada reconheciam no presente. Suas \nlutas, seu fazer e saber, tudo parecia ter se perdido no tempo (...) Deram de clamar pela morte. E a todo instante eles \npartiam” (p. 112).", "b) “Vi só lágrimas e lágrimas. Entretanto, ela sorria feliz. Mas \neram tantas lágrimas, que eu me perguntei se minha mãe \ntinha olhos ou rios caudalosos sobre a face. E só então compreendi. Minha mãe trazia, serenamente em si, águas correntezas (...). Águas de Mamãe Oxum!” (p. 18-19).", "c) “Os assaltantes desceram rápido. Maria olhou saudosa e \ndesesperada para o primeiro. (...) Alguém gritou que aquela \nputa safada lá da frente conhecia os assaltantes (...). A primeira voz, a que acordou a coragem de todos, (...) levantou \ne se encaminhou em direção à Maria (...)” (p. 41-42).", "d) “Nos últimos tempos na favela, os tiroteios aconteciam com \nfrequência e a qualquer hora. Os componentes dos grupos \nrivais brigavam para garantir seus espaços e freguesias. Havia ainda o confronto constante com os policiais que invadiam a área” (p. 76)." ]
[]
C
false
string
[ "portuguese" ]
true
false
false
false
false
true
Sabe-se que o uso indiscriminado e irregular de anabolizantes gera consequências negativas significativas à saúde humana, tais como: tremores, acne severa, hipertensão arterial sistêmica, tumores no fígado e pâncreas, distúrbios de coagulação, distúrbios testiculares e menstruais, insônia, entre outros. (Adaptado de: https://bvsms.saude.gov.br/anabolizantes/. Acesso em 12/4/2023.) Assinale a alternativa que preenche corretamente as lacunas no excerto a seguir. A testosterona desempenha importante função no desenvolvimento de tecidos e órgãos do sistema reprodutor masculino, como (i) ___________ e testículos, além de atuar na promoção de características sexuais secundárias, como aumento de massa muscular, crescimento dos pelos corporais, espessamento das pregas vocais e (ii) ____________. Esse hormônio anabolizante é sintetizado em várias etapas a partir (iii) __________ e é convertido para metabólitos inativos no (iv) __________.
43
UNICAMP_2024_43
[ "a) (i) próstata; (ii) maturação dos ossos; (iii) do colesterol; (iv) \nfígado.", "b) (i) vesícula seminal; (ii) maturação dos ossos; (iii) da creatina; \n(iv) fígado.", "c) (i) próstata; (ii) produção de esperma; (iii) da creatina; (iv) \npâncreas.", "d) (i) vesícula seminal; (ii) produção de esperma; (iii) do colesterol; (iv) pâncreas." ]
[]
A
false
string
[ "biology" ]
true
false
false
false
false
true
O texto a seguir é parte de uma chamada para publicação de artigos em uma edição especial da revista Nature. The environmental and ethical implications of traditional livestock rearing, combined with an increasing global population and demand for protein-rich nutrition, has led to investments in alternative protein research. One emerging approach is cellular agriculture, in which traditional ‘meat’ tissues, such as muscle and fat cells from cows, chicken and fish, or alternative protein sources, such as algae, are cultivated under controlled laboratory conditions. However, the optimisation of these protocols is highly dependent on cell types, and further development is required to make cellular agricul- ture an economically viable alternative to traditional sources of protein. This special issue welcomes research on improvements to cellular agriculture protocols to maximize sustainable protein production. (Adaptado de: https://www.nature.com/collections/chhdggaffd. Acesso em 12/05/2023.) Qual seria o tópico específico da edição especial ao qual o texto se refere?
68
UNICAMP_2024_68
[ "a) Alternativas economicamente viáveis dentro da agricultura \ntradicional.", "b) Desafios éticos e ambientais da pecuária.", "c) Sustentabilidade na pesquisa de novos protocolos para agricultura tradicional.", "d) Agricultura celular de diversas fontes de proteína." ]
[]
D
false
string
[ "english" ]
true
false
false
true
false
false
Prisões e torturas igualmente triplicaram, principalmente as de jornalistas. Dentre elas, a mais emblemática foi a de Vladimir Herzog, diretor da TV Cultura, que, embora fosse militante do PCB, não desenvolvia atividade clandestina nem perten- cia aos quadros do partido. Herzog foi assassinado dentro do DOI-CODI, sendo a versão oficial de sua morte falsamente atri- buída a um enforcamento. Em sua Autobiografia, Rita Lee pu- blicou o bilhete de Elis Regina que fazia menção a uma música feita para “Vlado” e que, obviamente, fora censurada. (Adaptado de: LIMA, N. Ditadura no Brasil e Censura nas Canções de Rita Lee. Curitiba: Appris, 2019, p.17.) A partir da leitura do texto e de seus conhecimentos a respeito desse período da História do Brasil, é correto afirmar, sobre os eventos narrados, que
18
UNICAMP_2024_18
[ "a) Rita Lee, Elis Regina, Caetano Veloso, Chico Buarque, entre \noutros artistas nacionais, tiveram suas músicas censuradas \npela Ditadura Militar, apesar da manutenção da garantia \nconstitucional da liberdade de expressão.", "b) A Ditadura Militar permitiu a continuidade do Partido Co-\nmunista Brasileiro e perseguia sua atuação revolucionária \nvinculada a Stalin e à União Soviética; por conta disso, pren-\ndia e torturava seus filiados.", "c) Centros de detenção da Ditadura Militar, como o DOI-CODI, \noperaram dentro da legalidade constitucional, sendo que \nos presos, políticos ou não, eram fichados e tinham direito à \ndefesa garantido por lei.", "d) Vladimir Herzog e outros jornalistas foram vítimas de perse-\nguição política, prisões, torturas e execuções realizadas por \nmilitares, com apoio de parte da sociedade civil, em nome \nda ideologia da segurança nacional." ]
[]
D
false
string
[ "history" ]
true
false
false
false
true
true
Sr. Gauss tem uma pizzaria, chamada π-zzaria, que vende dois tipos de pizzas circulares: uma individual, de diâmetro d; e uma de 20 cm de diâmetro, partida em quatro pedaços iguais. Considerando que o preço de uma pizza é proporcional à sua área, qual precisa ser o valor de d para que quatro pizzas individuais custem o mesmo que a pizza mencionada, de quatro pedaços?
54
UNICAMP_2024_54
[ "a) 6 cm.", "b) 8 cm.", "c) 10 cm.", "d) 12 cm." ]
[]
C
false
string
[ "mathematics" ]
true
false
true
false
false
false
‘Nevou’ no Rio Em pleno verão, o fenômeno que vem chamando atenção nas ruas do Rio é conhecido como “nevada carioca”, ou apenas “nevou”. Trata-se da mania de descolorir, platinando os cabelos até os fios ficarem completamente brancos, que tomou conta das cabeças dos jovens de Norte a Sul e virou a febre do mo- mento. A onda começou às vésperas do Natal, ganhou força no réveillon e entrou em janeiro lotando os salões. Nascida nas comunidades e nos subúrbios, a tendência ultrapassou fronteiras geográficas e sociais da cidade, principalmente depois de ganhar as redes e de ter conquistado artistas e atletas. Cabeleireiros e donos de salão apostam que o modismo resiste com força até os dias de folia. (Adaptado de: https://oglobo.globo.com/rio/noticia/2023/01/nevou-no-rio-mania-de- -descolorir-o-cabelo-ate-ficar-quase-branco-vira-moda-entre-os-cariocas.ghtml. Acesso em 22/06/2023.) Assinale a alternativa em que todas as palavras listadas têm um mesmo referente dentro do texto.
2
UNICAMP_2024_2
[ "a) fenômeno – onda – tendência – modismo", "b) mania – onda – febre – força", "c) fenômeno – momento – mania – febre", "d) modismo – tendência – força – momento" ]
[]
A
false
string
[ "portuguese" ]
true
false
false
false
false
true
Uma quimera é um indivíduo formado por dois ou mais tipos de células, em que cada tipo contém um genoma distinto. Os machos da espécie de formiga Anoplolepis gracilipes são quimeras formadas por dois tipos de células haploides, bastante distintas do ponto de vista genético; essas células são provenientes de duas linhagens de formigas, podendo ser chamadas de linhagem 1 e linhagem 2. As rainhas (fêmeas capazes de produzir óvulos) desta espécie são indivíduos formados pela fusão entre um óvulo com genoma característico da linhagem 1 e um espermatozoide com genoma característico da linhagem 1. Já as fêmeas operárias (não reprodutivas) são indivíduos formados pela fusão entre um óvulo com genoma característico da linhagem 1 e um espermatozoide com genoma característico da linhagem 2. (Adaptado de: DARRAS, H. et al. Science, Washington, v. 380, p.55-58, abr. 2023.) Com base em seus conhecimentos e considerando o texto apresentado, pode-se dizer que as diferenças genéticas entre rainhas e operárias se explicam pelo fato de
45
UNICAMP_2024_45
[ "a) os gametas se fundirem nos machos e operárias.", "b) os machos conterem células haploides das linhagens 1 e 2.", "c) os machos serem homozigotos.", "d) os machos serem diploides oriundos das linhagens 1 e 2." ]
[]
B
false
string
[ "biology" ]
true
false
false
false
false
true
Todo final de semana, as amigas Ana, Bruna e Carol se encontram em um parque para andar de bicicleta ou de patins. Nesta brincadeira, a escolha entre patins e bicicleta é feita usando a seguinte regra: Se Ana anda de patins, então Carol também anda de patins. Bruna anda de patins apenas quando Carol anda de bicicleta. Sabendo que neste final de semana Carol andou de patins, então é necessariamente verdade que
55
UNICAMP_2024_55
[ "a) Ana andou de patins.", "b) Ana não andou de patins.", "c) Bruna andou de patins.", "d) Bruna não andou de patins." ]
[]
D
false
string
[ "mathematics" ]
true
false
true
false
false
false
Seja p (x) = x + 2024. A equação p(x) + p(2x) + p(3x) + ... + p (2023x) + p(2024x) = 0 tem uma solução x que satisfaz:
62
UNICAMP_2024_62
[ "a) x < -2.", "b) -2 < x < 0.", "c) 0 < x < 2.", "d) x > 2." ]
[]
B
false
string
[ "mathematics" ]
false
false
false
false
false
false
No losango abaixo, qual é a medida do comprimento do segmento BE? [IMAGE 0]
65
UNICAMP_2024_65
[ "a) √(26)", "b) √(27)", "c) √(28)", "d) √(29)" ]
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]
C
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string
[ "mathematics" ]
false
true
true
false
false
true
“Guardians of the Galaxy Vol.3” does something few movies have ever done: it tells a compassionate story about testing on animals to a Marvel-size audience. The film features gorgeously animated animals who take moviegoers on an emotional rollercoaster while exposing the evils of animal testing. The strength of James Gunn’s screenplay lies in the fact that it doesn’t back away from the tough subject matter, and we’re thrilled by a story about having empathy for all animals. For his compelling portrayal of Rocket and for reminding moviegoers that animals tortured in laboratories are not the numbers tattooed on them, PETA (People for the Ethical Treatment of Animals) is honoring Gunn with the “Not a Number” Award. (Adaptado de: https://www.peta.org/blog/guardians-of-the-galaxy-vol-3/. Acesso em 19/05/2023.) Para a autora dessa crítica, o diferencial do filme está
71
UNICAMP_2024_71
[ "a) na coragem do roteiro em dar destaque à polêmica de experimentação em animais para testes.", "b) no ineditismo da abordagem do tema em produções de \ngrande alcance, como os filmes da Marvel.", "c) no retrato das emoções de animais usados em experimentos \nem laboratórios.", "d) no impacto da abordagem do tema para órgãos de grande \nrepercussão, como a PETA." ]
[]
A
false
string
[ "english" ]
true
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A neurotransmissão no organismo humano pode ter origem química ou elétrica. O entendimento das sinapses elétricas ocorreu só mais recentemente, graças a estudos avançados das propriedades elétricas dos neurônios. As propriedades mecâni- cas dos neurônios - como a elasticidade - são, por seu turno, importantes para a compreensão do desenvolvimento deles. Em um estudo do comportamento elétrico de neurônios, apli- ca-se uma diferença de potencial elétrico (ddp, da ordem de 10 ^(-3) V) e mede-se a corrente elétrica (da ordem de 10^(-12) A) que passa pelo sistema. A partir dos resultados desse experimento, representados no gráfico da figura a seguir, conclui-se que a resistência elétrica do sistema é igual a [IMAGE 0]
39
UNICAMP_2024_39
[ "a) 14 Ω.", "b) 70 mΩ.", "c) 70 MΩ.", "d) 14 GΩ." ]
[ 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ZFMayJGCAVBH8B7EV6r49/wCRE1v/AK8Z/wD0U1Znwp/5EKx/3I//AEUlAHKfYfjl/wBBXSP++Y//AI3R9h+OX/QV0j/vmP8A+N17DRQB499h+OX/AEFdI/75j/8AjdH2H45f9BXSP++Y/wD43XsNFAHj32H45f8AQV0j/vmP/wCN1HNbfHC3gkmfVdI2RqXbCR9AM/3K9lqvfwvc6ddQR43yROi56ZIIFAHhXhbXvi94x0yTUNJ1bTvs8cphbzoY1O4KG6bPRhW59h+OX/QV0j/vmP8A+N10vwo8Jap4O8NXVhqohE8l0ZV8l9w27EHXA7qa7ygDx77D8cv+grpH/fMf/wAbo+w/HL/oK6R/3zH/APG69hooA8e+w/HL/oK6R/3zH/8AG6PsPxy/6Cukf98x/wDxuvYaKAPHvsPxy/6Cukf98x//ABuuW8FXnxR1mDUW8Pahp0aQ3RjuPNjQZkxyRlTxX0VXkfwI/wCPDxN/2FG/lQBF9h+OX/QV0j/vmP8A+N0fYfjl/wBBXSP++Y//AI3XsNFAHj32H45f9BXSP++Y/wD43R9h+OX/AEFdI/75j/8Ajdew0UAePfYfjl/0FdI/75j/APjdH2H45f8AQV0j/vmP/wCN17DRQB4FomvfF7xDqeq6fYatp/n6XL5Nz5kMSjdll+U7OeUatz7D8cv+grpH/fMf/wAbro/AXhDVPDvijxVqF+IPI1O68238uTcdu+RuRjjhhXfUAePfYfjl/wBBXSP++Y//AI3R9h+OX/QV0j/vmP8A+N17DRQB499h+OX/AEFdI/75j/8AjdH2H45f9BXSP++Y/wD43XsNFAHj32H45f8AQV0j/vmP/wCN1zOkXfxTvPF2pafY6hpy6rBGTcu0aBSvmFePk/vZ7V9D15R4J/5LT4p/692/9KHoAq/Yfjl/0FdI/wC+Y/8A43R9h+OX/QV0j/vmP/43XsNFAHj32H45f9BXSP8AvmP/AON0fYfjl/0FdI/75j/+N17DRQB499h+OX/QV0j/AL5j/wDjdJ9h+OQH/IV0j/vmP/4ivYqbIpaNlHUgigD598J+KPi141hu5dH1aw22riOTzoY15PPHye1dH9h+OX/QV0j/AL5j/wDjdbHwi8Eax4KstXi1cW4a6nSSPyZN/ABzngetek0AePfYfjl/0FdI/wC+Y/8A43R9h+OX/QV0j/vmP/43XsNFAHj32H45f9BXSP8AvmP/AON0fYfjl/0FdI/75j/+N17DRQB499h+OX/QV0j/AL5j/wDjdcl4Pvvibq+pa1FoN/p8dxbTBb0yxoAz5cDGVPcN6V9HV4z8E/8AkafG3/X0v/octAEv2H45f9BXSP8AvmP/AON0fYfjl/0FdI/75j/+N17DRQB499h+OX/QV0j/AL5j/wDjdH2H45f9BXSP++Y//jdew0UAePfYfjl/0FdI/wC+Y/8A43R9h+OX/QV0j/vmP/43XsNFAHgena78X9U8Q3uh22rad9ts0Ly7oYwuN5Tg7OeQa2/sPxy/6Cukf98x/wDxuum8N+EtT0r4ja5rlz5P2O9hZItr5bJmZ+Rjjgiu7oA8e+w/HL/oK6R/3zH/APG6PsPxy/6Cukf98x//ABuvYaKAPHvsPxy/6Cukf98x/wDxuj7D8cv+grpH/fMf/wAbr2GigDx77D8cv+grpH/fMf8A8brD3/Fv/hNf7N/tDTP7Y+wefv8ALj2eR5m3H3MZ3e1e+15x/wA12/7gf/tzQBi/Yfjl/wBBXSP++Y//AI3R9h+OX/QV0j/vmP8A+N17DRQB499h+OX/AEFdI/75j/8AjdH2H45f9BXSP++Y/wD43XsNFAHj32H45f8AQV0j/vmP/wCN0fYfjl/0FdI/75j/APjdew0UAeC6lrXxg0rXLDR7rVtN+13wzDtijK/eVeTs45YVs/Yfjl/0FdI/75j/APjddX4m8Lalq3jzQNYtvJ+yWK4m3vhv9ajcDHPCmu2oA8e+w/HL/oK6R/3zH/8AG6PsPxy/6Cukf98x/wDxuvYaKAPHvsPxy/6Cukf98x//ABuj7D8cv+grpH/fMf8A8br2GigDx77D8cv+grpH/fMf/wAbri/GVv45g8SeFz40urOfdd/6L9mCjHzx7s4Uf7NfSteM/Gz/AJGjwT/19N/6HFQB7NRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZ+saFpXiC0Frq1jDeQAkhZVztJBGQeoOD1FaFFAHFR/CPwJG4dfDsGQc/NLIR+RauzREjjVEUKigBVUYAA7CnUUAFFFFAGVrPhvR/EP2b+1rCO6+yyeZDvJ+RvUYPsK1aKKACiiigAooooAKKKKACiiigAooooAKKKKAKOraNp+u2JstTtUubYnJjfOM4I7exP51aggjtreOCFAkUSBEUdFUDAFSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARzwR3NvJBMgeKVCjqejKRgiqejaHpnh+yNlpVmlrblt/loTjOAM8+wH5VoUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAQXtlb6hZzWl3EstvMjRyI3RlIwR+RNR6bpllpFklnp9usFugAWNc4GAAOvsBVuigAooooAKKKKACiiigAooooAKKKKACiiigArM0bw9pPh9LhNJsY7VbiTzZQmfnf15NadFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWbaaBpVjqtxqlrZRxX1yu2aZc5cbi3P4kmtKigAooooAKKKKACiiigAooooAKKKKACiiigArK0jw1o2hXN3caXYRW0t42+4ZCf3hyTk5Pqx/OtWigAooooAKKKKACiiigAooooAKKKKACiiigAqh/Y2nf2z/a/2RP7Q8nyPP5z5e7dt9OvNX6KACiiigAooooAKKKKACiiigAooooAKKKKACsrV/DWja7c2lxqlhFcy2bb7dnJ/dnIORg+qj8q1aKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkfiH41i8EeHxeNE0s9wzQwKpxhtjEMSQRgED8666vB/2ipg1z4ettxIAmdl7clAD+hoAg0r4cfEHxTpkWr3/i+e3eeNZLdHuJGyjKGGdpwo+bpWx8LPGetW/iLUvCniq6nubyN/3MsjiTayuIyuQMkE4OSex9a9gsoY7ext4IUCRRxKiKP4VAwBXhHjhP7N+OmgvaHy2uHgaQgfe3XLZ/lQB79RRRQAUUUUAFFFFABRRRQAUUUUAeM/FzxtrEGuaX4a8N3c9rdzHMssbBdxZjGq5IyOQTkH0rOm+EHj23g+1WvjN5b1f3nl/aJVy2M8Nnrn1A/CvY5PDWizasmqyaXatfpjbcGMbxht3X681leOfHOm+CNJE96ZWuJw620caZ3OFJGT0AzgZ9+hoA5n4PePbzxXZXmnaoXkv7EITMxH7xSNvOAOcqT3+914rlNY13xP8AE3xtc6L4V1SbTbKwR0nPnmMSASFC/wAoBPBHB96sfBPRL7T9E8QeIZyqC4h2wgEEkhS5Y+n3l/Wm/s6WwZPEN6dpcvFFkjkfeJ59Dx+VAGPrun+NfhLc2Gpt4jn1GwnmVZYxM3zFTu2kPnqAeR7/AI+/6RqlvrWlW2o2pbybiJJVDDBAZQwB/AiuT+LcEdx4CuxIobYHdc9iIpOarfBmV5fAEJkYttdVGew8qPigD0KiiigAooooAKKKKACiiigAr5f+JXxMuPE+uQx6NdXtpp9oWQbJTH5r7j8+Bg9AODXofxg8ZXsUtj4U0CWVNSv22yspCgo26MJk+rHqMYx1rifiv4QsfBvhrwxY2sUYmeSRrmVAf3rhIwTyScZyfxNAH0csix2okc4VU3MevGK+f4tS8W/F/wASXsWi6zNpWl2gwVMxUFWdtpwgBJ2+vp15r2vxIxTwRq7KcEadMQf+2Zrzn9nm0ij8J6ndKv72W8CMfULGpH/oRoA5e+uPGPwc1ixl1HWpNV0u8Y5jExYHay7uHB2nbjkevXivoK0uYr2zgu4CTDPGsiEjGVYZH6GvKf2g4kbwbp0hGWW+wD6Axvn+Qru/A0jy+B9EZ2yfsMAz/wBsloA6GiiigAooooAKKKKACiiigDz/AOK3jyXwXpFtDaQyPfagJY4ZFYARELjdyDnBZeK4eH4T/EC+tFv7vxnIl6yiRYvtErYOMgFgcA5JHAI+tUfjHqMdp8UdFuL6I3NpaQxzNB/eAmYsPxC4qxdeKvitfWz63Zx/ZtLAMyJ5ls2IyN4zlcnC0AdH8GPGuqa3Lquha3cS3N9YkOJpGB+UYQqSBzgjOcnOax/GXibxD418b/8ACL+E72409bPzIrt/O8sORJ5ZbI5IHHHv0rr/AIZ+OdH8WWd8bPSU06/t1V7hURcS5H39ygdSDwR6fhw3wCha+8U+I9WlYM+xVO7lsyOWJz/wGgCl4h8PeO/hjFbaxB4nuL61aULMomYcrlgCrkgghW55+nNe6eHNetvEuh22p2qsqyorMjdUYqGx743dazfiJbxXHgTVxKobZaTOuexET4Ncj8AppZfA92JJGYJelUBP3R5cfFAHq1FFFABRRRQAUUUUAFFFFAHKfEHxhF4L8NPfNFK80xaCDywPlkKMVJz2yvvXkugeAfHnjTTU1i98X3FsJQpiDTyOWUgMDhSAo+bp9a9S+J+g2Ov+D5Yr68W0WAtPHM8bOFYRuBkLzjnPQ9OhryPwL8Y7vw3okmmX1hPqqwECCQXAQRoqhQuCucfL+vSgDofhl4x1zTPFmoeFPE15PfzCTZDM8u/YyyeWRkjJBJz17dOa1fjH401XR7jS/D+gzzW+o32WaVCq/KxKKASOCWyc8YwK5D4P26eKfHmp69qN1G10uZlgKHduaUPuyAFAB4/HpUuq3M+r/HyyW4cEWlwiR5UfdW6OBwPegCa9+F3xB0jTpNTtfF8st3GhkkiW5lXgDccMTgnIx0FehfC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]
D
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string
[ "physics" ]
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Netflix’s “Wednesday” draws many real-world parallels. It features unusual creatures (werewolves and psychics) collectively referred to as Outcasts, while they refer to non-supernatural humans as Normies. The Outcasts are stand-ins for anyone othered by society, such as indigenous people, People of Color, the LGBT+, and the neurodivergent. Every so often, the Normies’ distrust in the Outcasts boils over into hatred and violence, and the othering and dehumanization normalizes violence against the Outcasts in day-to-day life. In the show, the town’s colonial era saw Outcasts not only being “othered”, but also murdered by Pilgrims. These acts of butchery were all but erased from their history books. It’s a distressingly familiar story. (Adaptado de: https://atribecalledgeek.com/woe-to-the-colonizer-an-indigenous-perspective-of-wednesday/. Acesso em 12/05/2023.) A análise do autor sobre “Wednesday” se apoia em
70
UNICAMP_2024_70
[ "a) paralelos entre ficção e realidade para discutir como a existência de grupos marginalizados tem sido historicamente \napagada dos livros de história.", "b) elementos fictícios presentes na série para aludir ao modo \ncomo a desumanização da alteridade é um processo histórico e violento.", "c) fatos históricos para traçar a origem da exploração de povos \nindígenas e o modo como foram violentamente desumanizados na série.", "d) comparações históricas sobre os conflitos entre colonizadores e peregrinos para criticar o modo como esse conflito é \nretratado na série." ]
[]
B
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string
[ "english" ]
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No processo de Independência, várias tropas indígenas foram recrutadas para proteger o território contra uma possível invasão portuguesa no litoral cearense entre setembro e novembro de 1822. Já os índios da vila de Cimbres, em Pernambuco, se posicionaram em 1824 a favor de Dom João VI, opondo-se à Independência e à Constituição. No entanto, o que parecia ser mais comum era o engajamento dos índios no projeto de Brasil independente, identificando-se como “brasileiros”. Nas revoltas, buscavam muito menos se contrapor aos europeus e, assim, lutar por uma nova posição social que não mais os obrigasse ao trabalho forçado. (Adaptado de: COSTA, J. P. P. “Povos indígenas e a Independência”. Disponível em: https://bicentenario2022.com.br/textos/. Acesso em 21/05/2023.) Tendo em vista seus conhecimentos sobre a participação dos povos indígenas no processo de Independência, e considerando o texto do blog citado, assinale a alternativa correta.
15
UNICAMP_2024_15
[ "a) As disputas dos ameríndios em torno do “ser brasileiro” visavam à manutenção da ordem social vigente.", "b) As populações indígenas participaram, com projetos políticos específicos, dos processos da Independência.", "c) A independência era entendida pelos indígenas como uma \nameaça a Dom João VI, símbolo da nação brasileira.", "d) A diversidade da ação indígena se relacionava à distribuição \nde terras e títulos estabelecidos pela Corte portuguesa." ]
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[ "history" ]
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Um grupo de pesquisadores estudou a atividade antibacteriana – em ação sobre duas bactérias, a saber, Escherichia coli e Staphylococcus aureus – da curcumina livre e da curcumina combinada com octaarginina. Os pesquisadores observaram que a curcumina livre apresenta atividade antibacteriana frente a uma das bactérias. Na forma combinada, a curcumina foi mais eficiente – em comparação com a forma livre – no combate aos dois microrganismos. Tendo em vista essas informações, os gráficos que melhor representam os resultados do estudo são os seguintes: [IMAGE 4]
26
UNICAMP_2024_26
[ "a) [IMAGE 1]", "b) [IMAGE 2]", "c) [IMAGE 3]", "d) [IMAGE 0]" ]
[ 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tNc3D+TsihQu7YlQnAHJ4BP4UAdfXFfCT/kmGj/8Abb/0dJXa15zo2s23w2sn8P8AiCO5t9Ot55Dp+oiBpYpYnYuqOyg/vcl8jaBhfoSAamvStafFDwi0ARGvIL23uHCDdJGqLIqk4zgMMj8fU5PhbK134Bs9QmCG6vZ7i4uZFQKZZGmfLHAHOAB9AB2qfR4b/V/GM/iOWO5s9OitGsLO2uVZXl/eBnnKHHlglVUAjcwUE44FZdpqNt8Np7+y1pnh0W7u5LrTruKNmih3nJttig+WVOWXHysCx4IIoA0Nfu57b4k+DooX2pcx38UwwDuURo+OenzIp49K6+uU0LUJfE3iM63Da3NvpNraNbWr3NuY2umldXaRctny9scW0lRnefTFdXQB4D4i1618M/tAXOsXsc0lvb7d6wgFzutQowCQOrDvXXf8L38L/wDPhrH/AH5i/wDjlc9d2drqH7Sj2t7bQ3Nu+N8UyB0bFnkZB4PIB/CvVv8AhDvC/wD0Lej/APgDF/8AE0AZHhL4laN4y1WXTtOtr+KaOAzlriNFXaGVcfKx5ywrsqzrDQNG0qdp9O0mws5mXYZLe2SNiuQcZUDjIHHtWjQAV8+/G/xJLfeJI9BjLrbaeoeRTkCSV1DZ64ICkAHAIJfsa+gq8E+OPhmW11uHxHDEgtbtUgnYOS3ngHBIPQFFAGOPkOcZ5APJans7ufT763vbV/LuLeRZYnwDtZTkHB4PI71BVrTdNvNX1GDT9Pt3uLqdtscadSf6ADkk8AAk0DO/+LXjB/EU2jWkJ8u3WyivJoAzHZNKgbaScBtqFcED+NvXA7Lwr8FdMj0Bz4lR5dSuVziGYqLTjgKQcM3OSTlcgAAgEtxvxa8Hv4dm0a7hHmW7WUVnNOFYb5okC7iDkLuQLgA/wN6ZPc+HfjVoUmgIdbe5h1K3gAkAh3C5cA5KFRgE4Bw20AtjJAzQI8s8U6NffDjxzs067mQxbbiyuSV3lDkcgcHkMpBADYPGDivQvi54snufAWgxQw+SmuRrdTDcG2qqo/l8jn5nU5GPue9ee+NNek8f+OVm06OZkn8q0soZgiOM4G04OOXZjknv27d/8UvCGrf8IJ4caGNLgaHaeTeeSSSBsjBdRjlQUOT1AIOMZIBlX4X/AAv0rWtBXXddX7XFdblt7ZJGQIFYqWYqQS2VIAzgD1J+XB+KXw8i8IzwajpYf+ybhvLKyShmilJZgo4B27RweT8pyemdv4c/FbSfD3hu10TV4blTDOyxzwRBkWNm3Zf5skhmb7q9AOCawfid8Q7Xxr/Z9vpsN5BaW295BOQvmOcAfKpI+UA4Oc/OeB3APU/DHjmKD4S23iLVne6a0UQXItyHkLCQRqW3N94goxyed2e4rO/4Xv4X/wCfDWP+/MX/AMcrqPh54fn8M+CrHTryGGK9+eS4EWDlmYkbiOrBdqk8/dwCQBXUUCPL/wDhe/hf/nw1j/vzF/8AHKP+F7+F/wDnw1j/AL8xf/HK9QooA8v/AOF7+F/+fDWP+/MX/wAco/4Xv4X/AOfDWP8AvzF/8cr1CigDy/8A4Xv4X/58NY/78xf/AByj/he/hf8A58NY/wC/MX/xyvUKKAPL/wDhe/hf/nw1j/vzF/8AHKP+F7+F/wDnw1j/AL8xf/HK9QooA8v/AOF7+F/+fDWP+/MX/wAco/4Xv4X/AOfDWP8AvzF/8cr1CigDy/8A4Xv4X/58NY/78xf/AByj/he/hf8A58NY/wC/MX/xyvUKKAPL/wDhe/hf/nw1j/vzF/8AHKP+F7+F/wDnw1j/AL8xf/HK9QooA8R+PetMZ9K0JGcKqm8mBUbWJJRMHrkYkyOB8w69uh+HHw40K28LWOp6np1tfX97AJmaceaio+GVVVhgELtycE5LDOKq/G7wvPqej2mt2Vv5kthuW5EcYLmE87ic52oQeMHG8ngA1z3gP4w2ugeHY9J1y1vJ/svy201vh2Kcna29hjb0GOMYGBjkAyPi34J0zwlqOnz6Tvitr5XH2ZmLCNk25IYkkg7hwehB5wQB6To3xCi0f4V6Hr2upc3DTMbQtbgO7MpdQzb2GSRHknPU9K8p8ceL7n4j+I9PtrCzeKFG+z2kDuu53d8bicDaWGwYJIGOvJr6B8I6D/wjPhTTtHMnmPbx/vGByC7Es+DgfLuY44zjGaAOK/4Xv4X/AOfDWP8AvzF/8co/4Xv4X/58NY/78xf/AByvUKKAPL/+F7+F/wDnw1j/AL8xf/HKP+F7+F/+fDWP+/MX/wAcr1CigDy//he/hf8A58NY/wC/MX/xyj/he/hf/nw1j/vzF/8AHK9QooA8v/4Xv4X/AOfDWP8AvzF/8co/4Xv4X/58NY/78xf/AByvUKKAPL/+F7+F/wDnw1j/AL8xf/HKP+F7+F/+fDWP+/MX/wAcr1CigDy//he/hf8A58NY/wC/MX/xyj/he/hf/nw1j/vzF/8AHK9QooA8v/4Xv4X/AOfDWP8AvzF/8co/4Xv4X/58NY/78xf/AByvUKKAPL/+F7+F/wDnw1j/AL8xf/HKP+F7+F/+fDWP+/MX/wAcr1CigDy//he/hf8A58NY/wC/MX/xyj/he/hf/nw1j/vzF/8AHK9QooA8v/4Xv4X/AOfDWP8AvzF/8co/4Xv4X/58NY/78xf/AByvUKKAPL/+F7+F/wDnw1j/AL8xf/HK85+JvxCi8aT2UGnJcw6dbqXMc4Cs8pOMkKxBAXGD1G5vWvpavHvjb4QvNQS38SWMbzC1gMN2inJSMEsrhccgFm3HPAwcYBNAGp8OPhxoVt4WsdT1PTra+v72ATM0481FR8MqqrDAIXbk4JyWGcV518WfBdj4S1iym0pPKsL2NtsJkZyjpgNjPO0hlPJJzu6DFb3gf4xWGg+G7bSNYsr+VrRdkc8LrIXXcxAIYrtCgqoAJ4HbFcn4u8Raj8TPGEEWnWcxT/UWNoGy2Mkl252hj1J6AKMk7c0DPf8AwJqv9teBtGvi8zu1sscjzHLu6fI7E5OcspOepzzXQ1l+G9K/sPwzpmllIVe2tkjk8kYRnAG9hwM5bJzjJzk1qUCCiiigAoorOv8AWIrHUbCw+z3Nxc3rNsWBARGi43yOSQFVdyjrklgACaANGiqX9r2P9uf2N5//ABMPs32vydjf6rdt3Zxj73GM5ostSS9ur22ME1vPaSbGSbbl1Iysi4JyjcgHjlWBAKkUAXaKKKACvFfiN/yW/wAJ/wDbn/6UvXtVeK/Eb/kt/hP/ALc//Sl6APaqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq6jptnq1k1nf26XFszIzRPyrFWDDI7jKjg8HoeK5Twz/yU/x1/wBuH/ok12tcV4Z/5Kf46/7cP/RJoA1NVinuvGvh2Jbjy7e3ju714tgPmMqpEvPUYE7H+nQg8eWkF74C12K4Tei2UsoGSPmRS6nj0ZQfwo1mf+z/ABX4fvJDCtvP5+nFpJNpV5AkiEcYOTAVxkHLjGag+Imq2uk+AtYkunx9otntYlBG53kUqAASM4zk45wpPagDnrm7n1rUfhjFqD+cl5G2oTjAXfPHbq6PxjGGZjgcHPIrvNZ0/wDtbQ9Q03zfK+120kHmbd2zepXOMjOM9M1wes23/CKT/Du+1KaFbfTM6bcOrYAeSAIHy2BsBQkk4IHY13GvatFoOgX+qzbCtrA0oV5AgdgPlTJ6FjgDryR1oAyPhzqH9p/DzQ5/K8vZbCDbuznyiY89O+zOO2cc15z8TJorb40eF555EihjW0d5HYKqqLhySSegA716b4E0r+xfA2jWJSZHW2WSRJhh0d/ndSMDGGYjHUY5ryz4sWEWq/Frw9p07OsN1BbQOyEBgrTupIznnBoA9Z/4THwv/wBDJo//AIHRf/FVPaeJdB1C6S1stb025uHzsihukd2wMnAByeAT+FcH/wAKI8L/APP/AKx/3+i/+N1qeHfhNoPhnXrbWLK71KS4t92xZpEKHcpU5AQHox70Ad5RRRQAV84fGrVpb7x49id6w6fAkSqZCVLMBIXA7EhlU+uwfQfR9fOHxq0mWx8ePfHe0OoQJKrGMhQygRlAe5AVWPpvH1IB5zV3R9VutD1i01SyfbcW0gkTJIDY6qcEEqRkEZ5BIqlV3R9Kutc1i00uyTdcXMgjTIJC56scAkKBkk44AJoGdf8AFTxgnizXrQWh/wCJfbWyNCCyk7pFV3Jx0YZVCuTgofU16NpPwO0KLRPJ1ae5n1GVVLzwSbVhYHJEYI5BHBLA5xkBc15l8T/Cv/CLeJ0hgi26fNbRfZnC43bEVG3EAAvuXccf3we9etWHxq8KXOlNc3b3NpdIuTaGFnZmCg4RlG0gnIBYr05AoA8Yura6+HXxDWPzvtEumXMcm6FjH5yEBtpPO3cjYI5HJHI69X8b/Ekt94kj0GMuttp6h5FOQJJXUNnrggKQAcAgl+xrl9cupfiH8RpZdLtnjbUZ0ihSTLFVVVTe+0HAwu44zgZ64zWx8Z9KurLx/cX0qf6PfxxyQuAcfKioyk4xuBXOBnhl9aAOx0X4D2A04HXdSuWvixJFi6iNV7DLoST3zx1xjjJ89lTVvhV8QAqyvIbdlbcgMa3du2CRyDwQMHrtYHBJUGvYNK+M/hK9sVlvrmbTrjgPBLC8nOASVZAQVySATg8dBXkXjLW5/iT45hOj2Uz740trSEoBIwGWJb5iB8zOc5ACgE4wTQB9M2d3BqFjb3tq/mW9xGssT4I3KwyDg8jg96nqrpthFpWlWenQM7Q2sCQIzkFiqqFBOMc4FWqBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVz3i7W59LsYLLThv1jU5PstioIPlsQczMME7EHzE7T2BwDmgDoaK5rx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" 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Dentro de um território nacional, as regiões são hoje atingidas por complexos vetores de ordem técnica e política, típicos do período da globalização. Neste sentido, as regiões, tanto quanto são internamente construídas, seguem as oscilações econômicas nacionais e internacionais. Isso as torna, diferentemente do passado, mais instáveis e sujeitas a frequentes crises. E, conforme se especializam em diferentes tipos de produção para atender os mercados internacionais, suas fronteiras tornam-se mais cambiáveis. (Adaptado de: SMITH, N. Contorno de uma política espacializada: veículos dos sem-teto e produção da escala geográfica. In: ARANTES, A. A. (Org.) O espaço da diferença. Campinas: Papirus, p. 152, 2000.) Tendo em vista seus conhecimentos sobre a dinâmica das regiões no mundo contemporâneo e considerando o texto anterior, é correto afirmar que
31
UNICAMP_2024_31
[ "a) desapareceram os laços internos de construção regional, \numa vez que a escala de comando internacional regula as \nespecializações produtivas.", "b) múltiplas escalas de ações perpassam e dinamizam a coesão \nregional, ocasionando instabilidade socioeconômica e mutações aceleradas em suas fronteiras.", "c) o comando externo da produção vinculado aos mercados \ninternacionais torna as fronteiras regionais estáveis e duradouras na escala do território nacional.", "d) a conformação de arranjos produtivos regionais nesse contexto homogeniza o espaço nacional, apagando as antigas \nidentidades e as desigualdades socioterritoriais." ]
[]
B
false
string
[ "geography" ]
true
false
false
false
false
true
O texto a seguir é um trecho da canção Pantanal, que foi tema de abertura da novela com o mesmo nome, exibida originalmente pela TV Manchete em 1990 e regravada pela TV Globo em 2022. Lendas de raças, cidades perdidas nas selvas do coração do Brasil. Contam os índios de deuses que descem do espaço no coração do Brasil. Redescobrindo as Américas quinhentos anos depois, Lutar com unhas e dentes pra termos direito a um depois. Fim do milênio, resgate da vida, do sonho, do bem. A terra é tão verde e azul. Os filhos dos filhos dos filhos dos nossos filhos verão. (Pantanal, letra de Marcus Viana, gravada pelo grupo Sagrado Coração da Terra na coletânea em LP Sagrado – Farol da Liberdade, lançada em 1991 pelo selo Sonhos & Sons.) Nesse trecho da canção, podemos identificar
5
UNICAMP_2024_5
[ "a) repetição de advérbios que indicam as mesmas circunstâncias de tempo e de lugar, para produzir um efeito de redundância a respeito da luta pela terra.", "b) indeterminação de sujeito com verbo na terceira pessoa do \nplural, para produzir um efeito de incerteza quanto ao papel \ndas futuras gerações.", "c) atribuição de características positivas por meio de substantivos que indicam cores, para produzir um efeito de otimismo \nna preservação da natureza.", "d) encadeamento sucessivo de termos ligados por preposição, \npara produzir um efeito de continuidade temporal quanto à \ncondição do planeta." ]
[]
D
false
string
[ "portuguese" ]
true
false
false
false
false
true
Povos e comunidades tradicionais são grupos culturalmente diferenciados e que se reconhecem como tais. Esses grupos contam com formas próprias de organização social, além de ocuparem e usarem territórios e recursos naturais como condição para sua reprodução cultural, social, religiosa, ancestral e econômica. Para tanto, utilizam conhecimentos, inovações e práticas gerados e transmitidos pela tradição (Inciso I, Art. 3º, Decreto 6.040 / 2007). Estima-se que cerca de 4,5 milhões de pessoas fazem parte de comunidades tradicionais atualmente no Brasil. (Adaptado de: Populações Tradicionais – Instituto Chico Mendes de Conservação da Biodiversidade. Disponível em: https://www.gov.br/icmbio/pt-br/assuntos/populacoes-tradicionais. Acesso em 12/06/2023.) Assinale a alternativa que faz a correspondência correta dos povos e comunidades tradicionais com a sua região de atuação e com as suas práticas específicas de organização socioterritorial.
27
UNICAMP_2024_27
[ "a) Mulheres quebradeiras de coco babaçu da região do Meio-norte aproveitam as matas de cocais e fazem uso comunitário dos babaçuais para a coleta de coco e de outros produtos das palmeiras.", "b) Geraizeiros da região da Amazônia Ocidental se beneficiam \ndos rios para a pesca e praticam o extrativismo de frutos utilizados na culinária regional e transformados em produtos \nalimentícios.", "c) Caiçaras da região litorânea do Ceará praticam a pesca artesanal, utilizam as riquezas naturais da Mata Atlântica para o \nextrativismo de frutos e fazem uso dos roçados para atividades agrícolas de subsistência.", "d) Faxinalenses do norte de Minas Gerais usufruem dos campos para o desenvolvimento do extrativismo vegetal da erva \nmate e do pinhão, do cultivo agrícola em pequena escala e \nda criação de animais soltos." ]
[]
A
false
string
[ "geography" ]
true
false
false
false
true
true
Considere os conjuntos A = {x ∈ ℝ | x^2 - 2x - 24 < 0} e B = {x ∈ ℝ | 2x - 7 ≤ 0}. Quantos números inteiros pertencem à interseção A ∩ B?.
59
UNICAMP_2024_59
[ "a) 3.", "b) 5.", "c) 7.", "d) 9." ]
[]
C
false
string
[ "mathematics" ]
false
false
true
false
false
true
As projeções de população são importantes para o cálculo dos indicadores sociodemográficos que fornecem subsídios para a formulação de políticas públicas. Segundo as Nações Unidas, o mundo atingiu a cifra de 8 bilhões de habitantes em 2022, devendo atingir 9,7 bilhões em 2050. Ainda que a população mundial continue a aumentar, a dinâmica demográfica varia entre as regiões do mundo. Nesse contexto, Estados Unidos da América (EUA) e Nigéria passam por mudanças demográficas com reflexos socioeconômicos significativos. [IMAGE 0] (United Nations, Department of Economic and Social Affairs, Population Division (2022). Probabilistic Population Projections based on the World Population Prospects 2022. Disponível em: http://population.un.org/wpp/. Acesso em 25/08/2023.) Tendo em vista seus conhecimentos sobre dinâmica populacional e considerando o gráfico, assinale a alternativa correta.
30
UNICAMP_2024_30
[ "a) Nigéria e EUA têm trajetórias demográficas distintas, ainda \nque ambos apresentem taxas de natalidade semelhantes. \nIsso afetará seus sistemas de saúde.", "b) Os EUA, ao contrário da Nigéria, apresentam, pela primeira \nvez, crescimento vegetativo negativo. Isso afetará a oferta \nde mão-de-obra no território norte-americano.", "c) A Nigéria, ao contrário dos EUA, manterá elevada a taxa de \nfecundidade. Haverá maior pressão sobre as políticas públicas de educação e de saúde.", "d) Nigéria e EUA enfrentam expressiva redução da população \nem idade adulta ativa. Ambos os países terão problemas \ncom a seguridade social." ]
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O conceito apresentado na figura a seguir é importante para fundamentar a classificação biológica baseada nas relações evolutivas entre os organismos. [IMAGE 0] (Adaptado de: https://evolution.berkeley.edu/similarities-and-differences-understanding-homology-and-analogy-ms/.../. Acesso em 22/8/2023.) É correto afirmar que as estruturas anatômicas indicadas
42
UNICAMP_2024_42
[ "a) no humano e no lagarto são consideradas análogas; trata-se \nde um caso de evolução convergente.", "b) na baleia e no pássaro são consideradas homólogas; trata-se \nde um caso de evolução divergente.", "c) no lagarto e no pássaro são consideradas homólogas; trata-se de um caso de evolução convergente.", "d) no humano e na baleia são consideradas análogas; trata-se \nde um caso de evolução divergente." ]
[ 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]
B
true
string
[ "biology" ]
false
true
false
false
false
true
Um refrigerante comum é uma formulação de vários ingredientes: açúcar (11 g por 100 mL), água (88 g por 100 mL) – componentes majoritários –, além de acidulantes, antioxidantes, conservantes, adoçantes e CO_2 (componentes em pequenas quantidades). O acidulante tem como finalidade regular a doçura do açúcar, realçar o paladar e reduzir o pH do refrigerante, que deve estar entre 2,7 e 3,5. Assim, para se usar uma pequena massa de acidulante que proporcione a redução do pH para o valor desejado, a massa molar do acidulante deve ser
22
UNICAMP_2024_22
[ "a) pequena e seu pKa deve estar abaixo da faixa de pH do \nrefrigerante.", "b) pequena e seu pKa deve estar acima da faixa de pH do refrigerante.", "c) grande e seu pKa deve estar abaixo da faixa de pH do refrigerante.", "d) grande e seu pKa deve estar acima da faixa de pH do refrigerante." ]
[]
A
false
string
[ "chemistry" ]
true
false
true
false
false
true
Texto 1 [IMAGE 0] Manifesto de lançamento da “Coalizão Negra Por Direitos”, reunião de entidades e coletivos do movimento negro brasileiro, 2020. Texto 2 O sociólogo Octavio Ianni afirmou que democracia e cidadania são processos políticos marcados por dificuldades e retrocessos, pois a participação social – especialmente a de grupos como mulheres, negros, indígenas – é uma luta penosa e que, no Brasil, vem sendo realizada precariamente ao longo da história. (Adaptado de: “Entrevista com Octavio Ianni: Comunicação e Globalização”. Revista Novos Olhares, n. 4, p. 25, 1999.) De acordo com os textos 1 e 2, é possível dizer que, no caso brasileiro, os conceitos de democracia e de cidadania
49
UNICAMP_2024_49
[ "a) são limitados pela persistência histórica do racismo, pois os \nmovimentos sociais pouco se ocupam dessa temática, reduzindo a possibilidade da conquista de igualdade.", "b) podem ser tomados como conceitos relacionados, relativos \nà esfera do indivíduo, e marcados por processos lineares de \nconquistas de direitos sociais.", "c) podem ser tomados como conceitos relacionados, próprios \nda esfera coletiva, e marcados por processos não lineares de \nconquistas e perdas de direitos sociais.", "d) são marcados por disputas sociais e históricas, e influenciam, de modo secundário, o exercício da igualdade, especialmente para grupos como mulheres, negros e indígenas." ]
[ 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A dinâmica populacional de duas espécies que compartilham o mesmo habitat é representada na figura a seguir. O tamanho máximo da população de cada espécie é limitado pela disponibilidade de recursos no habitat. [IMAGE 0] Considerando seus conhecimentos e os dados apresentados, é correto afirmar que as espécies
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UNICAMP_2024_46
[ "a) competem por recursos e apresentam diferenças na eficiência de utilização do alimento disponível.", "b) ocupam nichos ecológicos distintos e têm crescimento populacional até o limite imposto pela resistência ambiental.", "c) são generalistas e assim têm nichos ecológicos mais restritos, o que diminui a competição entre elas.", "d) apresentam uma relação de cooperação, facilitando o crescimento populacional na ausência da resistência ambiental." ]
[ 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]
B
true
string
[ "biology" ]
false
false
false
false
false
false
As sociólogas Patrícia Hill Collins e Sirma Bilge procuram explicar as relações entre mérito, oportunidade e desigualdades utilizando a metáfora de um campo de futebol. Elas imaginam uma situação na qual o campo seria um terreno levemente em declive, na qual o gol do Time 1 fica no topo e o do Time 2, na parte baixa. Quando o Time 1 tenta marcar um gol, a topografia do campo ajuda, o que não ocorre com o Time 2, que pode ter talento e disciplina, mas sempre trava uma batalha morro acima para marcar um gol. No caso de uma partida de futebol, torcedores ficariam indignados se os campos de verdade fossem inclinados dessa maneira. No entanto, é isso que fazem as divisões sociais de classe, gênero e raça, ou seja, achamos que estamos jogando em igualdade de condições quando, na verdade, não estamos. (Adaptado de: HILL COLLINS, P.; BILGE, S. Interseccionalidades. São Paulo: Boitempo, p. 32-33, 2016.) A partir do texto, é correto afirmar que
50
UNICAMP_2024_50
[ "a) divisões sociais de classe, gênero e raça permitem que todas as pessoas tenham acesso às mesmas oportunidades e \npossam igualmente desenvolver suas habilidades e aptidões.", "b) condições de competição individual são marcadas por divisões de classe, gênero e raça, e são influenciadas pelo contexto social, político e econômico.", "c) o mérito e o esforço individual podem ser isolados das divisões de classe, gênero e raça e considerados como parâmetros justos para a dinâmica da vida social.", "d) divisões de classe, gênero e raça estão presentes na vida \nem sociedade e têm relação marginal com o fenômeno da \ndesigualdade." ]
[]
B
false
string
[ "philosophy" ]
true
false
false
false
false
false
Por se situar em uma região limítrofe entre diferentes placas tectônicas, a Turquia tem histórico de terremotos de grande magnitude e poder destrutivo. Em 1939, um terremoto de magnitude 7,8 provocou a morte de cerca de 30.000 pessoas. Em fevereiro de 2023, registrou-se um terremoto de magnitude 7,8 às 4h17 (horário local) e, nove horas depois, registrou-se novo abalo sísmico, dessa vez de magnitude 7,6, o que levou 50.000 pessoas à morte. A figura a seguir mostra a localização do sistema de falhas da placa da Anatólia e indica as áreas atingidas pelos respectivos terremotos. [IMAGE 0] (How the February 2023 Türkiye Earthquakes Ruptured and Produced Damaging Shaking. Disponível em: https://www.seismosoc.org/news/how-the-february-2023-turkiye-earthquakes-ruptured-and-produced-damaging-shaking/. Acesso em 12/06/2023.) Os tremores de 1939 e de 2023 foram gerados, respectivamente, pelo deslocamento entre a Placa da Anatólia e as placas
32
UNICAMP_2024_32
[ "a) Euroasiática e Arábica; o sentido de deslocamento das placas forma falhas transcorrentes.", "b) Indiana e Africana; o sentido de deslocamento forma falhas \nnormais.", "c) Arábica e Euroasiática; o sentido de deslocamento das placas forma falhas normais.", "d) Africana e Indiana; o sentido de deslocamento forma falhas \ntranscorrentes." ]
[ 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Estudos, publicados na Nature Geoscience e na revista Science, apontam para a queda acentuada das temperaturas na Europa e na Ásia a partir do ano de 536, gerando a chamada “Pequena Idade do Gelo da Antiguidade Tardia”. As mudanças nas temperaturas podem ter sido causadas por erupções vulcânicas, cujos efeitos foram reforçados pelas correntes oceânicas, pela expansão do gelo e pela coincidência de um mínimo solar (século VI). A conjugação desses fatores teria gerado mudanças efetivas na história, já que a agricultura e a pastagem teriam sido diretamente atingidas. Exemplos dessas relações entre o clima e a história humana podem ser encontrados na Antiguidade, como a invasão da Europa por vários povos das estepes, a queda do segundo império persa, a entrada dos turcos na Anatólia, o início da expansão árabe, entre outros. (Adaptado de: CRIADO, M.l Á. “Uma pequena ‘idade do gelo’ pode ter mudado a história da Antiguidade (...)”. El País, fev, 2016.) Com base em seus conhecimentos sobre a Antiguidade e tendo em vista o excerto anterior, é correto afirmar que
13
UNICAMP_2024_13
[ "a) a história do planeta Terra e a história humana são indissociáveis; eventos do século VI são bons exemplos disso: \nmudanças nos ecossistemas teriam gerado peste, fome e \nescassez, levando aos deslocamentos de povos.", "b) a “Pequena Idade do Gelo da Antiguidade Tardia”, assim \ncomo as mudanças climáticas dos séculos XX e XXI, foram \nprovocadas, em especial, pela ação humana e também pelas \nmudanças nas paisagens dos campos.", "c) os efeitos das mudanças climáticas no passado eram locais; \nos eventos históricos citados se desconectavam das mudanças nos ecossistemas encontrados na Europa e na Ásia.", "d) os estudos sobre as mudanças nas temperaturas no século VI apresentam uma visão sobre o passado, destacando \ncomo grupamentos humanos controlavam as mudanças na \nnatureza." ]
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