É tentador argumentar com alguém que está mal informado, mostrando-lhe estudos e artigos que provam que ele está errado. Mas uma nova pesquisa mostra que há outra maneira menos conflituosa de fazer alguém mudar de ideia.
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GeZ3VqTONPn2wl4Irz+mPp+K87LrGsdei8tNR3FJU1idDRYwUYbY7Z1Tl6y3JEuQsmhykABOmWpiJNVeV2UBYDkbkppokcwNIpSqpSDUtU4RUIlXRy9CdWWmYglpwlBjrNnm4dGFximuVYrRTUKAoADv6uTo5eiyJzrSsSzeua9Tp05a3OqcXZhyerceDPucsmOnJjrHbjz6Z1jPWSG3PlvPsX43Xu+rpyb1vWdo8tdIYnqAmY0jGtXL1lpolPI1pOJAHNSK5ZhWV3VUxCoLKQhjmhyFS5JVTCQrahIblRWYlFMw+jm6Duw0xsEpVoFBI4MOrm1z55vPlRpRUggBAAvZvzacu9yhXarNdJy3MMek2tvJ2aGD3nTHS5cZ0OWss941M8OrDrz5Y3jWK9TxzWfotvI7ujs159wqGjYiJ1yzdHnpZSETntkurmpJHJSTqXUHJeRNdhlrrKGlbmkEFIEJoCHKygIJmW5kGRMNSlrp4+mTvw3x3JHKkkhFKzn5u3jk58+mebnOhxzHTRyHbcvn7d2mN8b7tue/Or1srOA7RriXfZ5999ZeevSdeZPquzya9a68yPYZ4z9kk8SPfNPn8fpVqfLz9UR8jP161n47T6uLnye7Q6NnhlZ21loPO1EXDXSRJUAUQy0whjLz0xOONcs7025ttTci7kSBkCshGiiClErpESaZzMVMwumcKLMwvr4OtPWw1w3CXNpLRPr8vdjII5ZE1AGWbqBJFZs0eesJzYgNaYn0o07ATAAE0MAFLGSxsBNMAQ5clDBKkRGxXKumduLTXM1m1EJpU4dBKOl46ySwLz0g5MOrnmpvNy9F82m86kKqkiKgzWozJbiEUsojWM0aKJiiEWpzTXr83umfc5+jn7FNSoT2S9lC44JrLGdGOlkac7F4aQ89edei86rDq5+gQnrQ0+hgWJpgACcFkSN8eR6Jz6mwAmmCciALJoABMBKlUTqq5zbPUUulynaJclpAtcCut82yaQKOfLTNqYqc6KyqtzGtZ1hYlZZRm6xkotZhcp5slrKJ0moTnWNslppl3cfbme1hth2SObT1+Tu5xJnDMONKarGyijNidc8k9ZlzKke0OmEa0tfM7dzdNUwAADLWDl5/RnT5rm7vPrQyqtdeVR6fX4XpZfQKLyaHRcMoljAAAEwABRoVhHSVyR2ZVxHldTXTWDO18fRvOPH1cGN3fDGXoHFuu9802b8+MmsS8UZWUUjNbhlTNCBbhjcazOkJnfs5O7T1ebow6EHUvZTOMU2ZmV0Uo0CSlGU0QzSYzm9FzrRCw25tubu4fSq0AwAACakoAnLcrwjt6Dw8fo9q+Q7PfqMtKIVADSGfL2fSZ+JyH0VfNI9rX5mj6zb47pPqDh6ywKAD5ryvrvko06eIX1tvCrT2+HjRvnksy1IlCBtEt1mS61jc1QpWxKKEDlzuTNSygEPY8b0tT2sOjLrqPUw6ucAMwAAAABRbWHRBnZU2iHLKjLoZz7sBNDAAAJqSgAAPN69WYdE0TU0ASF83SIYnLHYW+Xx/QSfJn03JXhX6kR53P6/ZHzvT9DS7iaAFHy/1HDnXzcdeHPrgaLfOCkkjLJGIhgmAADE1YiKJZQhalolUrJGkO/g77PfiunetGGMgAAAACcUVhqrrJmgKGRYkTRpFwEsaGCaB5agmhgAAS0yNIsTEMAx2x2oIuAAAATBMAAAAAATBAHzvJ7vhc++ZbM43WXMtlvGS0VzBSRAWAAADQDE1ABoQxAIEPQ4O8+l2DQAkAAEWsTgkis7lVROppjrzRn28vUS5ZSqBaRYmnAnIVNAmhgBNSTc1UaRcCaGJGWudVVTQnFwAAAAAAAAAAAAgF8x9R5M347K5dpHOUBWpM6JM1otTJXOsS2JIyxAINA3LUTQAIgA9Dz/AED6sFYxCgFNADQTh0gsdyMtWVBTIpkRYUZ6AmEICppkJgCaHFqnFkAAAAmgmwAAAAAAAAAAAAAAAABABnoV8su7i4emI1iIpFjEQ0is5udYQ1coZUjSAwljsSYIEgAHfwd59Yg0AAAAAAAAAAaCGAAAAABQBIAAAoACAYAAAwEACAYA0AAAAAAAAAAAAAAAAgAAPO8kOXoiQxpILkYEyFkoNQQMgFSBcgEowsQAkFygA7wP/8QALRAAAgECBAUFAQADAQEBAAAAAAECAxEEEBIgEyEwMTIUIjNAQTQjQlAkQ2D/2gAIAQEAAQUCn5yKw9lCnxKmIq8NcSRqkamXf1LM0s0s4cjhSOBI4DOAzgHAFQRKkrPk49n9R7FnEiSJ5RfunydTnF84EBcs+53hPt+S7KXKPIkubV1lHvhP6Z+cisPK2WA74n5+hZmiRw5HCmcGRwJHp2emPTHpkemienicCJwonDiaImhGlFlncuXLlyXaXlDsyxbZfq2HEeazRFkmSy/2fh+f6FN+6XJ5fsO0snlflGQrE4NZ4P56nyMrDIjQzAv/ACYtWrU465elR6WJ6eB6eBwYCpxNCNKLIsW6DLl8uZzLMsaTSaTSaSxYaKnlTyXWsWNJpNI0SW5CY2PL9j8f7+MQ+azj2fOKyZ+XIzLk6ZYwXz1PkZVGRGMwrtXxy91J2qX5Xyv07Fi2VjSW3XLly5qRrRxEOqio7unlfetljSaDSaS2cmTfQeyHeXJjERYz8Idh5LkNZpsjU5XhMwitia0rVXMqSvki4ynyqY1f413h7o6SxbqXLly45Gs1o4iOKjjI45xjinFZrkJyHqNMjhyJKxBly4jkWRYtksrCRYsWzuOQ5EpD6DzQipk81zWUO0h98l2P9RC7YP8AoxcrYnU91yr78KYZ3hncuJly5c1Cka0cQ4prZrY5MbGxtnuNEjhSODI4BwDgo4SOEjho0osixXXNFy4pGo1Go1FzUazWKocQ4pxTiHEHMci/SecSJU7Ilmhe4cSPaXZiZ/rl+ZLvg/6cZ/Vvoe7CmFly4kTixOKiVSwpNq8htiky+UctLFTkcNnCZwjhI4cTRE0o5dTEfSv9FMn8aJd9kZ3LFhHZxdm0M/LiPzB/0Yz+rfgvjqK1SgW56WRhK7hKRGnJLhM4JwYnDiaYll9ev2+vcuX32LFifgfuayixZTGXOTclkhmD/qxn9W/BP3YpWrUPNJFvqXyc0cVHEHVsU56t1bx/4SKmS7ZPNCdzyT7PL9by7JmC/qxv9W/Cu1fGr30n749upfZKrY45GTZUlJEHKQlyqw5Q8oxVpRTKa0y21fF97Fv+BEn3PzL8EfpGXO3JrKPfJd5MwP8ARjf6t9J2q41exd6TvDbdGpHEQ6yIVFLOtUtKjU1LKtD2x84eNR3dONkVPHtNT9lOV5ad0/F+UKd48BCwiZ6GA8DElgmh4aSOFIcWvswGLvPNbHlSleM0MiuWb74P+jG/170Yj3YYw7vDZPUVJyi6N5nCJ0eVL2zJdqq1OlLTKEtSJ+MuU1O1ONT3xd0S7VPOENUYR0zbsou+2XaXnR8URzaHEcCdMnTsaSxY0mk0mg0mk0mhmllumuUGU1zlzk8/zZRFzUlz7ZM7ijzwqticb/X0Ie/CGEft24qJhn7m/bCpeTh7io/bTjcrQ0vD1Mn2rK06ScipT0lGqJ3GV17sO+TRWkUXy2PtU86HjEWx5MmiUTSWLFixYsWLCQ0aTSaTSaTSaSxbJIl2/VyjFXfDOEcM0MkrMty0lPk4Fvc+eXJFy9jCP/1Y3+voYR3ozVp4R89uJXtg7Sbk40bqayrvlCVlUvJc4So1LoxK54YnFSU1plRqmrlW9zpaonuZwmyEdK2MreWG8ULYx5MaLZ2LGk0li3VWSRPxor3JFixYq07pESJp5RJcj8uy4h3MJQ4Zjf6+hgnzxCtWwz9+2srx7Tpc4Sp+5diq7yjFWsYiKKcnFxqXVZOZThKIr2dHU1RSFA0IsujX74TxQtjzYx52EixYaLFi2226xNFNcqxR3VoaZMjzX+qKzGdyx2WCp3ce+N/r6GEdq2MX+Sk7VI9tk+1XlPDz5XvlN2UlJyp6spU7iooUEjSi3XxBhOyFvY9q3MfRQioU/Gr5UfHbJXVtDtZ/j9sXlcXIS4k4x0xXfG/19Ci7VsauUfKn47Klx0HJxoWIxtnZdRs1o1ctbZqkcX3LtniDCCFvY9iFtY97zQiZT7VPKl4ZXLly5K0ku9isPLUK8nh6CpoXfHf17rM0MhDni1eiUH7OvcuOohVEyUrEq7KUnImrqMffV5KlaxOnzj2zxHbC+SFvY9q+ghEu0e9TypeBId73ZdjbLsjzaKr90hlLDzqlHDwpZx747+vPSxUmyNE4aNOVX3Ycwr9nRuakORKskca5eRPWim9SrRaMPLn+Yhc6E7Nv20/KvG6U5ROOxVyEtWyv44b5Ii3vctr6aES7R71O9LxysWLFjSJEmT7z7YTDqa2LvjV/61SkyOHFRSNAllLNc6T74N7nUSOOiM1LKrqKepy0csRCxQ8vzlIjG0qsLx8J05XjNapNaJRneFIkcOMjgInRsqHfOr40flj2/wCB+1CnvRqJdnzXdU1ansj3rU71lAtk83nT7VlarhX79sqdyrFqVOo4unVUh80uVQxC9sHacqvtoS55YiBSnYp83iIEZWKXar406hqRUldUoW2VPGHKrDt95ZMqeMN7eVRlyKciC9myPlU+TN7qXfFq1ag7VFuqL31KPJOUHSrXJea7VF7XynCClCMNM6krKm7qcbqcdMsP2krqULTh4yV0qRwxQ2z7f/Sn4/8AAY+cYd+hUyw1LRDbHyqfJm9lixDyxy91Pzh221iHONWjccXBqoU3eMu1VWnh5e1tFadyh2KlLUU46UaVvuhzQ6o5tr/aj4/8L/foU6EdMsPC+6PlU+TN5W2LvjV7F3peO2r2ovKpTUidJxdDxmydJycKTRwzhISt0LodRDqmts9zOGxUzRyqq0sP4dGzHyL9F9Zoi+W1Js4MiPJZXLly5ch5VPk6WJV6Bh37NtaRDWnC+TimKNsrdC6HUQ6pqky0mcMVNGlbG0V3eWF8N1rmg5InUiirWOIxVhVhVUa0akX+l2ZZs4bFTYqRGKSffVz22yh5VPk6UleiYR+3bpRpXS1IdVDql5M0yYqQqaNK2ucUOuiWIY6knlhPHbJ2IVo3nVSVSvKQ7stsuama2cRnFIylIjTkSi11bFmQpmlLNZtGqz3Q8qvydKPOE1aeEfUujiRHWRxGe5mhsVI0IstrnFEq8USxA6smXbzUGyNAo09KsWLZ1OzTUpSlYvmotjg1shRlMhhERpxiSqRiVa6ZHtuUGxUmcEVI0IssrlyzLbZK6UnEvth5VPk3uSOLE4yFibFecZU41NJ6mR6mR6mQsQKbZrYpJmpEq0UPEoliZDqSZRWqSpGhFltcoolXiiWJHXkyFGrUJYSSJU5RysKDZGgyFOxyRFrbYcLjoEqJwGemkLCEcNBChFDimVMMmSw80NNFKuonq0TxUmNykRiR7bIxbcKaRYuXLly+XcjG3QlHUXdNp32Q86nybJzjEliB1JMvsl4Z3NRTatyt/tiYOMmsrMVKTKFJxeblFEq8USxRTjOY8OmSwZ6SZRwlpWsMcFJSwyuqUUexEqyQ8SOrJunJ241iNZMVRF9t0ajUajUXL5OEZE8KiWHkjhsUC2aVxUSNGKFFLN5XzSu1y6TSacXAjO+cPOr8mdd8Oi23vlup1bCqmoqS4slQbI4ZCopGlIvFEq8USxRLESY5yZ3KNNupHt0K0ZWk5XyRTkS5kXYUka2U9WTkSqHENZrOIazWahMTL5OKY6SOCcJHDQklknsY8/1LSupOmKbRch51fkzk1KNTDyh1EmxU2e2JqcjDr3XiiVeCJYtEsTJjnJ7LGHoKK0osLo1qKkpRcWR7ilySUhQu1SsdiVUc2zTNipTYsPyqUXHK5cTE8rly+dy5cuaudy5cuPKMHIjBRH1pRUhqUChK9St8udX41Vkh1IyGqRogaEaDQjQjTEtTPYXRqZfJEpuA5ye6zFSkynQ5x7dStSU1JaXEi+b5nNFK95TspVDm3So2LLNq5WoD5FyIi5fZcuXLmociMuVzUXObcaOT+jTh/lrfLna8WPorbEq7FCTI0GRw4oRQ5wiPEJCrcoVoy6jMRSuR5Ci2QoyFQRO0VKRCDmU6KjvqUIyKmGcSPIQkW23LlxscilM1HNlOmxJLN/Rh5Vfk2VFab306bqSdGCI04FSGnZEknJqi2Rw4qUUeyJLERQ8TclUkzmUcNcVONnQiRWldFySHWIxqMlQ1EKenKXarrKdNzcY6VdmpmtnEOIcQ4pxh10SkpOnA07Lly5ccjUU6E6hDDwgWS3PqvnlfKn5VfkysWMQhj3YbmlOxqiVHsRTUVTdaESWJJVZGpvZRtxV26TqRRKvc0yqOnSUc752NKRdHLLUi6G0Nly0mKi2QoqJ2HI1DZqLly5KQ5GEoX2L6bzp+dX5LbKivTHuoPTWk+d9qOFeE8MOjNDTWxilYWKaKeLTIzUuhLmlSso0tU1FLJvc2KNzQaSVJMdBjoyOCzSsrmscxzNRqNRqFGclwarPRzZHAnZdB/Q7FL5Knntfd7k7Or55POCu8rDpRZLDInh5IcGttOrKm6NZVFtYl00tlyzZpWdiyHRiz00D0kT0iPSxHhCnhEn2Lij9p5Uvkqee2qrTY90ubyedBe7c4JksNFk8K0OnJHMjCUiNOcHSrXL7FzexvpdxLPvu7HNlrF7nZCVsn9l5UvOp57awx9F54T5O5oNO9wTOFE0IcB0yLlAU0847W+fQex7+Q5HORFWGJZvpPrvKl8lTz21fBj3Ltk84StCGLqRKeNhIjOMstJboWHEcT3Ip1HqT2SYujHYt7LXErZIbzf0v3eyj51PPbJe0e5dttBanKgSpNC1RIYupEp42EiM4yysW32HEcSL0E66VPDz102MWS3Pm85EdiGMtuQ+3Rf0qXy1fPO2cu7Ht/NuG8rlkx0kSoEqTFrgQxlSJDGU5CmpZW6E7FSa0YJ+1n7ktvYhskR7bHsW1jyX1f0/Cj8tX5N1Ve9j6dEQmai5ZMlRTJUCVKwnOBDGVIkMZTkKSe5kolSkYf2VSbs7i3S2sj22Po/n0rj23P0o/LU87bqwx7XuoZ3EzUXLjimSopkqI6YnOBDGTRDFwkKSZc1o1xJVoonXuOo9cJ3VTmfie6LvUzeS2vov6/7so/LPz3VPFj2d3LvtodtlzUahSNWTimTpDpMdMTnAhi5oeKjI40SdW423lGs4pYkUk8kLJEnaNKNtjyjtfRkfv0u2X7ex3d86Hzz890vEeyPeflto9i5ffc1F8nFEqRKBpNBwzQaTSOJGTgRrJkWJ5I7vayO1i75PYu8h5/vVbz7lx5t5Yf5qnnfe+7Hse6l2yvuvksrly5yNFzSkWysWGPKFRxIVNSTEf7bXulsexeUso9Z9h7754f56nnvn5MfShyV8rdO+S5jztkxjLZRk4uFZMjIvufQW5EhiYn0Hsvy/CWz8zuMw3z1fPfU7sfRUd98rb0tryYyw8rZRqSiU66ZTqIvktq6SykPJOwnsvlfY+/7myTPz8b5XL54b+ip57rNlSlNnDqnDqHBqHBqnAqnAqnpqx6WsekqiwtU9LUPS1BYSQsLEnhnq9NM9LM9LI9Kz0zPTHpj0yPTRPTQPTwODA4UDhwOHA0RNETRE0ROHA4cDhQOFTODTOBSPTUT0tEeHgOAuJBpp5vJdSQ+4hC3XLl7Fy5qGxMuXL5/ryuYR/+ip57e5COmPQbt/xLGkcDmicrFKoqie9bpEs0J7Xk2XLl8rmouXLly+y5g5f+qr8m2hHnuv7sn51HaNNe0ul9B9xn7vtz6DQo2e1DyT2sey4mXyfcY3kstWV975Z4H+ur8mxXZFaY5MWaXubyRLm+2UucuvLuxn7l+5/n50matrzT2s/Pz9L7GyTGNlzVnff3WWC/rq+eyhHZz1ZSfMhzlPt4xh7m+7Ic+rc1I4iK+IjTUcbTYsRRYpQef7s/F0rDidsrD2ply4x5vK5fNsky/K5cvnbY1mnYeWC/rq/JmldxWlZN2FkzuS5KJe8qkNcYx0pc5zKbvHPXHV0GicWaZXxMr1s9TQq1RCxdVEcZJikj9/ULq6TSO+T2KVhO4yTHLmqhqL5fl+TkOVy5fpvOLywf9Vb5M6EdvZE2IsdiOUu0L2qRciK0rK5T+WFRTyfba+9ssTRnxC5cvnhvkTLFizPcXLl11bEoXj6hpxrRZe53IsvdT5EhlxVBSRcczUX6reyLusIv/TV+TJcyK0xyauac7ZXG0a7Fy7He0dVrCWT8YysqXiPd+5WHTixUKc6lbCJHo5WeFqodKojCtxqdCw5JHGiSqpR9YhYqmxVqb6GPpaaoqkkRriqJiqEpJqTLly5cvsX0cG7163yZUI8+knd95DY+y7HYb5VXppyajBdt/wC7O1er2peBJe3SixYtsnXrKpHG1ULHzJVHKf8AnJSlw1M1iZRrcOpHFU2RnGW3FU+JQ2XZqZd9S/WwD/8AVW+QSuRWldNK2T2MsVKSqHD92X7t/dl1x6rtGj4ku2aknsnShN8CmPDQvPDkqa1N1Yjc7KUkPEVLKMpHvRh9Uq+3E0tFaw197A/11fksUo/f/dlkdxJLJ9sn2h5brEqUJEsHBksHI9LVFgWU8MqZoYo23Yqnqp/fwP8AXU84q76L7RyXQXfpfux5J3yfbNeX1a8dE2WLFi32sD/XU+SEdK6LJ8spSs788lJPJ9l2WV90Fn+7GfizXbJ9/q4uF4b7FvrYH+vT/k6VjvNsXMjzkVJWXZLs9lue1Z/udyXb8irZrOoLt9Rq6qQ0T+7gf6+kyT5Q7S7SvGEFZFYqOzP3L9/22MW/9eS77EVNVoeP1cbD72B/r6c3FNdpX1+5s/XFM0rJd8v3ZH6K+xUjrha33cD/AF//AIbEw01R9F/SwP8AX/y/37WL7D3v6mB/r//EACURAAIBBAIDAQEAAwEAAAAAAAABEQIQEiAwQCExUBMDIkFRYP/aAAgBAwEBPwHrU8dV1enee1T74Zs9JstHoiSLR1sjIyMiTIm8jeysxMj/ANMu49EjEgxIZG62Q+29EK83gggxMTEgggi0Wkkb7D0QrO62ez4cX10LVcjtOkGIrPrLovjq99ZcyvBVur19Zcy0rfFX1pJJMmZmaMkSuDIyY3stJKmQRyYsggS0RCZgYGA6GRZaP+hkyXed1bIndbJWhCs/BI7SQKkxIItBijwSNsbdqbPeOCCN4PRO1VMXppkVMD/p/wAP0YqzLf8AorUjfAno9UtIIPBNmtn683UUoqrnSSn1tW5I5FZ6yOyJfCmh1pehuSL+LqmTFEXkdRk+ZcsEcCV51klksk9k86u92STwMV0O61b6j3R4MCGiSdavRRv/AK7L3pXgxMbQmYENEk2ZR73fZe9Pq8GJFnSjGD/JmA6SfjL1rFoErsdOy7UaQJIyRmjJGSM6T9Efoj9Efoj9EfoZmaJXM+R6MknZdlckk6P4K4III+NFladI+V5JJJ0kT0er+BT7GiCPoJyiDExI+dQ/OkEEfNXoej+bR61fF//EACQRAAIBBAICAgMBAAAAAAAAAAABEQIQEiAwMSFAE0EDUFFh/9oACAECAQE/AV0VkC4YIMDAwMEYoxRCIKuNaTyroqEffp18a9FVjqkVRPJJOsFS8kGKMUYkGJBFoF6aHZaSSSTxV+hiYj5l0Lhkkkbsr1+grPmp6Kbtk3nzaom1WtXQkNkkIaJJJ4EPoWqI4KCm7ExeR2pZUR4EyoQr1dCHZDKrQYshkkkmRmKszkTESPjp7PvSnuzEQQJEbPoQ7IY7K7HqtkOy2kfekbSSSTZXQ7Kzsrseq0m1IyBK8EXfQrzaRi82fgYnaGKbod2PVj1WqVnotfop6u0dXQh+RDVlJF0PR6vZWd8inVaropu7NRZWRG60fM9KE1xUlOiXJkhPzpGsEDT3QqDBCWr2TJhmYnOmSFrkOsyJJEySSSakZsyJMrt6L8ZiiFt1d3eyZ2VsgxtJmS2RZ2Xkg/HA6UYD8DZOsshmIkvsUWdlumMVoTMSNkZGTJsvJGyclNqqoGzExGrRtReOBrV3Q/Gkk2gSjaBdkwSzsVBBBBiPxpBBSuR3Q70jXkVmYkcOIrtweRf7bKB/kZNoIII5Xq7u62XClrBCPHovV3YrIjWRVWd1Ziu/VYroquxW7I/hL+zwQReRMS8j3+/VeiKtmxVmRCIaM/6SmYjRImPdeq9Xd3q7tIqjMmRwS0ZkpGYqydvv23q9ciRVFVVkIkT1frLrR1D0bdobMWYswqPjZgzBnxs+NioIMWQKRPkXKur1MyMmZszZkybJi554XzLqzKnd6oXoSTrFnwZGZNu7Lq1THd6rifhSJzwyTabPSTIy0VlZdDdoIIMTA+M+M+NEcEk80iqHVOsEaK6Z9FT2Ssl6XgjV9CfofX6JqCSSSf1zHeSfRc+7V+yr75//xAAuEAABAgUDAgUFAQEBAQAAAAABACECESAwMRBAUDKBEiJBUbEzYGFxkQOScqH/2gAIAQEABj8CNcvReCELKysrO1xxsJTIKenakahSOFIqYypiiDujXEorOFhYWNcrPLiidMqXXuNPcawI1kfjSSzphYWFj7SmNIEa4UCh9qTFGF7FQo1wn8oH7amoQorE/wAbf15eXrdBUdiVvOuFjmRXKK5Co7EQRCOmFjXP2ANnCo7EQR+0PzahUdgIFD7XGkHdR9rEJ/KB20tl6rJTHiHsQKPt8WZ1tTLmibh17UwqPt8We1ydMqpHj5XD+rEKj7fFkhG091+WbWWpipkF4oupR9vizEFFamOdCNXiGF4gvzrKiZR/0PbSPt8Wf2pofYwrkvCcGpk6AQA0j7fFmFQlCptq3EjQWXUgpUSGVM9Wsfb4shT3zcQdBd9h7r3PvRH2+LXbYNy4tNoF448VR9vjR7Erjc2EbEhpPQAVRG0VFtJqWk1LmpATQnUdpMfZInms2wUNi3POJlTlYNsHhBxTWzs5aPwmU3FHlpT0ZPaYbF7EjYNw7xrzVME4pfVtxKKs2M64UJ8LphThPDrlMmWbbaTwspxsnOmNG0cJ9GTndPikI0uUwWaYbLFjRhPUynFoxWVOLd4TaPu3TUBGifqb0tZBPU2mdBMWvKnsMn4ycKkdAjR4IvVM4uYTsveltM0zObsjU1OFhPxQRon7aeaBeoXUutdQXUF1LqXqsJoRSJLNgG/KzM0zh2vm2YKNBGxFqd6Y0YJ7rJ77BebbGk2PZNMp01tlnScalK75U9OLjXJ4C91jcGkGxFD3sAnRllOaBd8uze4P9Isem6CN2H+I1hNZdNYlq13Oj6YstCV0J4gEPFGpDdBG6PwjbbRxvXNfquorrK6ymjU4zNSGj7wI7QV4TJk40wphSi4B+BCNQNgVC3jbS44I7QkZTunZMb/mvz44I1G9LVjJO6dkxuuiYVO3LjwjumJC8zp2TG2YURbn78eEd6xIXmdOyY2ZH1tS5AI1z3LErzOnZMdc6MgbR/HIBHg2JXmdY0bWScKYrn78hCjWeGekciEePbUciEePblIUeTlyECNbBdJXRF/F0RfxdEX8XREvplfTK6CuldKwsBeieIJySvJKS9FkLIWQsrqXUuorJXrrhdK6VhYCwF0hdIXSF0hdAXQF0BdAXToxTuOOhRrlyTenFQI1eKuVP70fYC3O03FQd/hGmSlXOjOzGo2j8RB3+EafFXLSc9Z6z2HrNP4gvqJox/a5LO6nuJ6Qd/hGmVqQUpyonR4ZvZzoEfxRlNHF/Vmf7UvA/wC9myxbdNuIO/wjR4q2zR+NGTqQpMXdNYGpiAY1k+woyvRY2BkxUoxwMCNEreCsLCZeagkogiyKHCLeuF5ZrKxNPAUQQXtZXUvFleaFeqaMWPGMRavvoEdZ3mUqc5UPubIp9M3CZyTyKeAIxD/TwzTeb/6j44Jdl6j9FZPcTXp/V+P2nmF5YgaSPXIpzvIUdZbQTLIEHtZFMpKdbUTigBX04VOESTw/8oCEvP1TRkhTMMP/ACvowz/8qUxD+gvKCV6/xQS96j7F+Ag7/COk+GYXnhTEhCX+mPwmjC80SZZrn6w8BB3+EdseO8O/g7/CNxtAApcr4vUb+Dv8Im7heIqerVT4ySI30Hf4veH3UtYUN55Qn2wj30Hf4uSOgah+UMO+g7/H2P8Avewd/j7HG9g7/C//xAAqEAACAQQCAgEEAwEBAQEAAAAAAREQITFBIFFhcbEwgZGhQPDxwdHhYP/aAAgBAQABPyEmAlzPhF+5iFJT8DaPMPKPIJfb+s+EPo8Tpk/R4BO0IFTlS2RO0SioJUgSEhj5SOiox0OioZujASTIWCLoGTtehLB0sbLnAb7jS8DyJ/cL7YxicwLC8yfoaX4BqTE/ZZAZoaJif1dOmwozEh0Kp9wh5+gQ+meceSLt1GmbR3BeQSduueMh0JehJ0PoH0EWjwChEqhpUkM21SQVCBEwMN1RA+CpE1iUVDdHoWWNLFRBs6UEyy6sTDrtmz7EJI+2MZIb0NFq9CyJKGKxoQQm+h9CZYmoj8Fz/fw6DEwMxCwIR94TL7IXuRxLDX2L/YQaCUsTphLeB9Quoj0Q6IXQlHCRjUSJdEUEyXBwHQsCwGtyNkkkiFRjIEwnEFQt1lR0bhBDyHn9x2ZE3oQeDN6HdDxNLFZedmQnkW0qhMnYtdeBI3/xnpeqPkfDpMDFmVONPt1iEUl8iRo2RJTong5kuXIZBHAQMwIEIsWJRPAR7H2DFpIBdxhiEkkjY2SXEVlSgiqMDgQXOSFQ6K7GsWjHXdeRoYkHSonAl5QssaX/AAtaBZNCTyPWwiXQJgYv8MUj6+BcUTGgYuPSEJOoxoRlrQoiMIt9CSajLKOyHZ5qb8A+waDLcYtw0SE1B73IhqJBkxIMmo0IXYkCEgkSiQSEDHDgI88kKh0zHj2Jf2ItVdnI7EU0LPFjUXWBq6emNDCU3Q00lGghcyPErM/A9H18ImG2yKuj9wqKHBKGk0SaGG4vMadiOxlFEG7VmUNjIzsk2bIcJumJuhEn7IirQgStHiIdEQaKVSLzpdaggqRL2QPY9x+VVZbbGQRSBCFw2IjcSFdGKq9yJGq2yaNxW0kCZM+BF2Kw7rI1DNlyF/vfB8D4XGLDo32zQ7NoQrx9g4oExwhl0EuSpLqZGFdkg35ZKcMhhtCzJTyEdupRaIdEdD7Ek/RW31ZZcuSyWSJfGKwRVogYiLJvGboM0LI+0Kh+Q7r9HiJlMakR6NlwSGx4DuEvKFYWpep+D4nwuMjIHnqs91D4DaUIn2EJBVogkkuR5MSBK0RaPCW6J8Ekk/wl+pggj6DZPATxihhXjuB9CszJZqjGzSRatnodnK2ImyxyOCXkdxvZBMDQs7HnI9j38HxvhfQ90R7FceIkLBDohEkkk/WkgShDY+0fQfpza3Dz9JL6b4rguCKJ2PaBsS5j4PNDsMBNSRdZEFhjyhXTyMlTseDR3YdRY+d8M+F8L6HvFiLtIgK5fqtFVuEIMW4VJxI3H5DkzkZ2suInLBySWMhMkRyX1IGiCCCOORjxQ9LUMbpmqlAb6JoYfyOXuRZpBq+kNS87It9yDmNQl7+rM/qeF9FhN02PCvyQHGRq2PuGnYiYGjwPtOoNSIkywRgyxBOKiy1FCyJYhM8luExpkxnpJP8A6NKoDTVoyi/k2DzLFlS2FwNWEbgQTaJJaUbLEHuZT9DFiei4JCffwz+h4fQaGmJ9onSJ4MUI42My7Egh2CuYLA0MNa0NiEJdFlqnM1i7FElxYDMo6lkDjnLfvLlFQlqyChHQlrBKH9BlmSoNBIhkMgjkr0RojKY84lIIkrNJkaEuWUuywh5LMkFZwZSJPBDVhcul3vb7M/seH0fghk0OLRekhgRyJJEsArIiYguS+ohchOVWhDA95REwgGBEZCmZEpQiTjzFoeVoxq6HRKXOSEIDQSSIFjqHyCgkdh5oE/GQY3ZImNSSo6HmEzQmALJHh6LjZaSEaMP/AAcWVJJl38M/teH0fErID0y8XKcOtlv0JcqQwH2UJhDQLWx4IJj0i+0WIEbhHYQmgbBuyy2ccBTeovC6jFmmy0RQiiy3JCkY1V1dGiBYlmMk33YkGV/CoQpiX/JCt4yiDTQsXEEzXRlA0PsImEOok3kTskjIW9x/0f2PD6P7me4MiKxxkaEUURaGISiKIkKVWIsLIdCPcXh0xCUHgItEc2KW4p0MYlZogVEg6Fllh0gaoggdEhWkBYexISC5+eXbL9C2W7I3oEyEd2aOEWCTCuEkz7AxBtgYT+14fRiV0Il7KkLk4pLiSCrWJKHWCXkMSaJdxPVA8BDr66XHqlRjGOqx0VKGOj5EEDQ6IJYWyF/YvHL5fJDmENl9mKV7YHkfQ7d3shHgEyDmmG8CkCEkYj+14fRmvmkHhg0rxlsJAx1dak8RH0pELJ5xopDcDQSsHngSw92qyoxjHUY2KoqMbGGHzMSowF/Ys+4/WMFJGqI1lgMthpswQNCQ6DdrsaLBAolsGdb5fVHtP6HhzTtCYNTumepCyTLxgj6UBqJ7GNhyWFHBcRoOdw8SJi0mjJCxwoXvVZUYxjqMgSFQqMYx8mx0VT5qTF64IwKoK8LrokctagwUD6UvKEMr2iaJaf0vCqTehP0OBS0NBASQstE30jRHmEpTRFPAlGuD4mORFjGkwlWloZkCSzG2C0iG/cSluCBoGCoVGMY6GRVUIkY6GRSauqEoQ5aL5aRI1rsoaV9z7JU/xDIjRdiUKEoRBFMYxx/1A1FJoBohSowhISULDryWGuLpDlyILMeBL2EhNiwMiSh9yykSlofTpSCTlh1FU2Qi47wZXxDtQ4LcPCGIQqMYxjGMdEIkkbGxkEDq3SCBIQhispi3kayeSaSSTRNjZ9BbMtA7NxeKJccIiFzHwKQkQ0KIkuIo0qIJ5IoCxwd0LRllF3CDIiBSWCR6Vqk15Yd0QuBljOLMBzBaSJwxEiBGY+CSxYex7RVYxjGPmx0ij4QJEcSvJkmJIe79U1XIkldjH6MJmjwWW1JmgY5IygjhgqEOl1bplXaJHyiAMOLF5EtAtKw2PY0PImcWhBtip/NjhTMt43CLCFoFpnsJWRKOGUwvsvQVWMYxjo6SSTxY+ckiEIwpLYiHR4qzRk30eEIeS/li4B0MkvQhYlHNANK8k3SKWUqXe2kyIElqQjITuNtE86TJRYaNzkShcmjYkdFIPfyNKi4MYxjGOki4tjpPNISohngiJCq6ul6UxbG1SLXQscbGCskdDVEVsQm6jLVGleSlMQZEmCcoZ5DErEninyeWIUpblFGrYgdA8IgJMiyKoFpBVY6MY/BPollzMYxqLjBFVR4LxItHwewklq7SLFPokmow6DW0iq0Rwkkkn4pInFjYaIWQPCjMoViNJkOUFuxr2JYOgeJSJ3kSEghEEJCCuxFgawVWMYnHmQSG6C27hUhAwJ2zyECRkCXB0RNFVDVyJYosRUW8i9lpIVwLL6xSLXGIEtpJJoxjpNIJNeB5JYcm54EjRHKCCyyxpEMDHgZtxnYICQWVIHCyzaC+BjBvBtvI1ouDIkjUglKY2uhDuuboishI2LvEScc3BpXMrSeSFRIgk9E2qoKCUXUYlsVQRwwnwqKjGN8JLxEV8l5r6jTljVs0BuwSSzmdglERakFllmwMAxo3g8x0gxo15EJXCNDMhMQ5CC9E0y4zJKIIIMRZC17xHZISXaH0PI88iNUNZZ7CBKEoaUliLzwCfYrD4Y9m9MUtkkjph4SRsdGxLKDRsZtmlkM2kifiry6hzyhJYQ5fsIBo2jJjWDHQz4ZebFiUJBakMttmUZtqLFCWTh5E0qdPoENMOu4tRFpCfCDFBUyM0NuiagXxqRTZBdDRerWYm4xuKkmtWktNo0uMZJYJ4QJISYILQ+KmxS0IR70dJo6JSGWS/sLWxJP0BPhSvebPL4NYrIghEiCYuwTJoWqSYVKTaiGR2zIM2ZovEGAQ3FvMeIQLZjQkSEIRBoSmsGVJ6THjHgy6BZdkskbQYIkqjY4pQrwrymLLoN3tMPcSsBCFASo94RPlmkkwCpJaN0SSOiQisXKeEaSS43roQpPFCRsdG9g1lvm2F1xkdewWcidudD0aLUYhk1QhPcNmhYw1jKsXbsmhgVKpoVHRolHmWp3NchahMt2J0NiA3WagmwhClsd1dUVwVQszTGkQESXowhJKSSSYjEkibcEWnfNk8Hg8AxxhYlapHKSaaupYdT7aHbPCRZG5fHAMzovYTTZtx2WEJiPMaNjSMFYyrEyQQKTgTUSwlaPAlv6DG5pXGtNLhDWEMUGi+DIRmEpCIxg7yQ2E9wuauqra0mIKhJPEFAK0dJhyS8aMDnsuFWeDJ4rIaHXaIb/cHwfgmqSiZYTRMryYoY1oHpc60/BE0gvDO1vsjyOLq79siwBv2Nq1DZsz7E0gggTsKmQuaNVX9Fo84L4EfRNchAu0ZpQJB7wTCV2KTaJWiFRSXGJv8BNoYg0oeBFBMkniDoJqbCCskjc32Eo9DDFSeLGyaM0SNCEnaJ+Bf0/AlV+QIShj4vkVF7QggSbwjSDWRCyjJiDQ8seoLZNxOfowNCEfchsGOrg0rhTNxLQvZGtrIve+TSZoS5Xk2hIJNjhMJUkmo60sNCCWUf2Gr2IQwlHDonhsdGbH4JJ7NVxnx/jgncjwo+CpGk4bZb/ZZAsgXfcqqizUZo7EZGBtBgRuA64Js9shr8QkBtylDLJP0lN2TOEkuKQQLwmMSHDIgZqxDZNi88FqSrHgpiRGg0Q4r0gc8iRDQxsYYYdIxfi8rF2G3bFYJELi2uTMjyaMGRkhMWEJuNafHqghd+gkdhEBVjQ3IlssDojAzQM3SFNF0PKGNyRCFcmlHSSBOjFz3JhBbhl1y6NwMXZBB6FhJDCQxg6ZSNmaiMuLsKAgdC6LDqRlr6uxUfI88mI3RmKSJYRNhySkis14uMQfFPRYQlPTHcPA6ISwoxt4GbGsMsmapJDQp01kQYGUWiiW+hG4JBIXcURkUwlTIkTRuCbAwJCA0zBoDtIgCVoSgRQ04bZdCYOLuB4TfcSH/aFXSLcISS1QlhC4LifCeE9CdWrWJH+huwehp4ZldiwyofFrHYYkTapEQhK1IPRmUNoYS4jlg2QxkE9TcdCK07i4vqkskKZVGzLo2IbHegquLhKWf8gjwkI3ZIkN2VI2w0O9L/Icn/IfWfY956Jf+yMcLSLJBCGzN1DuKrxSaaHRGiZVJo+qMyT2PsdyxwRYWKGjhNyY81HwZm+CCKkSFEcYEdx1gVb00hMDTMwdIysMSNW4Jd5SJqxLg5aF+RCUKjcENjFHYku/Q2g57Eb3kUkIeAyIEjUWSeMjdh2HmR4FgmMU1Ym9OyRvoml6H1x+mq1B8GZXoRwoWfAWYaaGyI4wZNCW8R6EeAU9DCHdCgkQl2aHRskGEI30exip+BtMsShRVpsLFWxIY4ZIEXCGXuCK48iHG+heRiq6IS9MDMDrerLGKNcctnzueSfViWofBmL1Rvgc6RoYmlLFf8iSUMhMYbkcoGtDoG8DEYJYQ3arLA0jExfmq/FG4UsXfLq3CM6tiNDY0u1BAeBLlgTuSPD9iyI1xeRM3km9dmhm6MNkS8mzDJkdh3uWR9BaRXgYo+DMRI2Pge9Y0hLlwsdssV/yJJQyEx9SXNyqPpBAUwQ75eR7DyWDdXs/YvdLVfb4NCMKsSj8hSEoQlcZo9VDEJ1bJNVO4oFtHk90sMxceB4tSYVxyx2Qh5k0fPxySEZEh1ymKyehskdWh2KTIg6dQhoZkkWhIlsefkVShlnRHJosCXcPV2YDYTJok2fo/Y2kbE3zwPxlTEsShUwHTYmYHqKyGbzRvizcjpoeiTQx0diBu42G7jYwiX5/iogiB0RA9Z1Y9equubGooJGPUpD9DAwki0JEtDT8ieUMnkkHPBOqBVg5s/YhH6JOOzMcM6UjFS6wiaTYbHJJNx4DzB42J3JvgbFSTdGRTNESN7HgeA8XE5sOMUSMmbhWG09/ApLibEuqp1fMmaTUoIwMkjADVoehhKxY0QtTS8i2UOhpyzxDdyaiBCbhkMxMkJi8JiN012WJizhgPyPbhNqJsdUmxkgz7NWNRsm6ZDkWbGjNsUmw8WJq1LEakYnBP4JhLsblE9mXihu2T0K7NjzH5+KSatjdFn1quqVgtjyyVkkVBUKEpia4l4OsNQwtizoFF2QvOJwUSBchigqdDJhjDVSDHq2zUjAY1YtRRYF7NUWcmsmxLqlPYSlQbRhE70ZJr8Dd+ClWMM3kYxuUSYG9GQYeUssN0+R8VmBujdElQ6XXGZOWYmpJNEITLRBSITHjaPnAymYgvAaIc6OGdh5Fol7LgmMOwfBDxRBPhJ2HwexDoSozQfMabITlJiVxDZsmwsU0Mnurdi47XIfuSO9x3WGiMJRP5qN4k+X8UDqmuoFhuMnDkeXPLNRsYkQhEj6VJj6iF40w0bBAxS1A7x2UoQM8yhCG1NuJs1T5E7CrgbFwTWd6HlyxibGzLnozKQh4MweRjJ0aImhPZbkdlmzJUHpkw4SNXG1Ycncbm2mYI/l+KaRsdZJgS76lKiyIJECQ3FEhKjckwORIj9CCRk8DgRcQQShokAtzsyfYsH0ZGTRWEHmRCGTceyGSMU/4TFzIlzcsdDULsiD0TKM2N+aNZQWyL9UYZyHZSsDWRMq4mi7uhvtDJb9EzsyK/A9x9ffxRRSCRjY2xvpZJsiuxMgVIo+ghBI9jl0bkwTZwTCMnoSoihajQw0ObOxbHkkTfojsY1NDSk3xNCJuZo8UKiLnsU4Y5iBCfQxjh7G7osZuCeibwNkNqQ5WRvvA9kF/6YETofgyDMXQ8ibyiZV8k/yfDrnCHNJGK/Y/R/4MNQG+kZ/lH+bXSXd/Iv8ASdL+Rf8A1BdH5DmJ6FxG3sayzznupchvBE3+CLy34rnJGx7/AMiVqn8Q8A8c/wAY/wAY/wAw/wAA/wA4/wAc/wAE/wAEbP8AzGwnqNhZ2xcfAOAYBidhO4g0YEj7JvI/0SK4vNHgQqPANZowGvFHcbNocJ3dHhgwNMgnIkv2xNhlqGywzqx7uluWTLuTHgNNiYotfv4dNNGQMSbQtiFp9LKYvyTJ+i8fRXGb8IHMdBHmMp2GXbKiLEWJsKDKHEehrpCuMYla5oRtFn3MZF1I1pEbJklscQPC/wCnTY3YisWqTxLPbHN+x2eBWQsDstQ7h2F1ibZpI1RMr38OgdZpLIsY5vBzW5E19zZRogVzOVGxclR45Li8Vex5IuWCz9VWXXAnKsNPJzgaEvKEzWFmNDGYuMkNeTzw0YphI1dmBORQZYyd9E7wNLRgbw8iTebG1Dd10MkmTaSEDd7jTWSbjY3Nib5JFdwTQbYz+h5UEd0yYEak2JQmh0aCWxd02iGJjcKRU7otUsBQiXYsCNTnFHnkuL1XIMiejb9uR4E4sHLCxzgaGhHoWggaljIv46EMsnZbE5q/2Rnwx3DQuE4FBif6JlXZMWTkRIn7D3tdEuh2DYcRYnY5Mb6L8JE4hq9P73lTMgbpI23pcGmVj6onLoWLiSNL/hoX3FARzbPZJrQkk6/NN0XBY4tLXGrv8HsERNM14VjAf2GBT72MqORN4FlhZIPb6MDMmhJ+SLDCD9DUM3AnFFI6LsjP8H4DyXYM2QmVv2J4tYX7Js5IYk06LC3G1lVDIKsJ1GSC5Uf1PKkkcujFJbEpTQ6LzcDt3cRoS2NCxIkspGWARqeiegTyWC3ki12+w8k6HaVpuOZpNqKncOiq8crtmuXF5nwQyO3hlzvoIkkWAy+5gUHF19A8TK26DCvZ9DujTpzc5Jy+vqQhoxusiHMvRK9PyI4HZnY3FyZfFAxafZFAVPQhMsQmxLd07ibdBYW0eoOTuMXIdU7jdqMQ80OmpjQv9nYYo7GyCdttWXBzM/8ADoNDNJTQlrkL2yOEF/S1JeQzchAmR5EQjdHmukQbmrnJiTpk5IDYaYo8u9YundcBJIvqSJP8IM8W0QY/I9GJbcj5X2PJ9Vo9EYxLMT2O04cG5I3EpGnoanfSNDJuGbu6JLA5WeBwf6C4jZHFKuyw3R5psY3DJNE8S0PRevfw6duiSSWxKE1WBEiVNudyNTRIpuSiA9aG/sNIpfiJ9qBpofo2lyVB4EiMmBcBRmMXEiW3TDk6zR6NiCSsaaU2Jk4pE+SX7owCejFPwBQJ5ITExPjYgMIbIT3ZH9xj0dCXlX3/APTr/wBp+C1yOnb6EUrt903IgXSRMzJlP4LjhjDSiRLsl1YTuTckbJHSasfBOHKEOLz8M/r9GMUkl1j6cn0tiSk/FILZGxMsSEVG4S6VekEW1cJ5qKPXJ8ZJXHLSR4SIIv5XIFyseAjUispjPXRg3tEHeLwSqjYcoT8HxBskk0tCHH3ki8u9Ie1mHUl/8HKu+yYyz2qwj/APjDeH5CCCK7z0pf0ZJokkkng+UC+5+HUSvYlKfRdkJXuhKwhLKkm7KJ2ReYr0gVt+xpJSaWx4QS6W+ifzcUhIs/cwIafvplq2kpZ3Jd8JQI0/qE796d0bBJsMoQkQIUmT2/kVRonuAxt7TDsCHSkNJ9MXbpPYZRZErcouloGJoI/gyTxfL+t5UHkbP2/iTeOK3y/54tjlpSNJIYthS9cdZGa3No9GAmM5Z+GMJLLShH/wjDn8KMlc0Tm0RxsVbPsNWuNbIIGv4U0Q+X9byprP+RKFC+i0CTu/wNwSi/LBMitM74rFGJ3iu/rjYLA9qZ6vAqVj/isndMr0JwDEfw55f0PIm0JHsd/SeB3CUdnSGIF2dSjwYCmaRIzkWFmaOFHirwQS+6rLiki4OCqwsWvRWcfxI9f/AIjyOrQ0QOhH8X+l5Fzv2+m0d2J2rEd0zgtXF4LyVqWsS2Id7GAywNWEoUDcDktDq/AkV24ZRSWIl3eZ5JxCkxmHik3j+EhjYYx/pm6seSLEEEEDX8P+h5DzzbFRoRDexIZ9+B15AyMJYm0iTRpsgK/QsInFMd3FGm/CrdXhGFVl8LdJNRYJZVWx4MS0Un3JQWQ1eiu/4dlPpiVWbEMggaHkf8L+h5DzzYqMjG/wIoRgkiw7OhCFYyMSkuTBgSKksuyKbG4RgNSJQqrdG7xRWeOSyx4/k0ttocjTyhj+hsf8L+l5Dz9OOMfS2NSJRxVI+hsaF/JkHq4f0DxUh/wP6XkPP/4d3WzqrqYh/wAD+l5H/9oADAMBAAIAAwAAABDQgiuT52fUvTCxIJq6rYJCrAK3kmak4SM3d8V78KLZNtJJybwJzYIT9E5BSKJCbKYbBwU31OTjXD0JioGIrtf2vHI8ii7n/qLRpUAfLE7WBvb4MXBAVvufa6BSqRcbqJuf+R/mW8B+RoHvfT7+10fXfz/G/XbpZYMUHt/n2VlhSjQoIIIYJfA5Yo2KZIA/dXP7Bf8AqSCJTSHvSR6fHrVBlVBt+m4UoUUPKCCrt3+/usdHCkRC840L8NranwKoO2+9qz5h/fIH6gbioaoUd/vNMIYEUw2o+lYDdK5PPHH2wwqzQ0NNesqXxhf9b8ukO+SgoU/yvAdbNWNgygf1oubt49fXxuyNn59p5xo82XNXldJUarSu1EgQQk9nXCA7CSZlviKZtNmCNXJtVMgJB1ANU6WXP1DrVFjRWY4qSAq8J3KLpfJiaEnw2809tUTcYxq3Kj1750o45Tv9LF5tvA+SqKMA8ojHtgkZjYvdMkxDi4C8NpryyNztA7VcYMtC7PmF1jhWwyQoGI8D5jMLv4vc1jqYkhJ3jOgp/dwpZVu8C+TVTCrFvXZ8kZpzloZc8Qo8GcyTpQJmk9B9sJJvWAL7sjJxznoIrctq/h3HLvXP23ZX6uE8H+fWBJJEFJUdSMjQ5yKwWZtNx6fIlxbB4HeZtXd9XNFBkUGMnn7CS/BPxPbffrmXTTf2CItJWM06rGqz2cLPltFU23pGfq9yvbAktVQwR+StQ4ylthpOA0ajKCRMo0kuxTzaMGDj/wCBjTaoTFibXH+YEaA5i0buqo3yacIVvmP/AEaxOnak3MDwJGVihWuVpJBKSRMaD25bHLD91fEcQVroqR2XEQ3eUzvzgdMMBg6dauYyTh8R3WLHQUs3lsFgRxb1a3WP+BAkAuNQjZCod8knnnCy7PckuozThOvriaDywUcVw3DoFu0uNxfUVrciy1bxLO/UcTy+8ypXQnqBiuyZSO7rZViL3N7kR5IdSCw714MiItGBBiE3UhJ48+QkJ2afLpjnbB8u/WnSp3uaYmq1QkgRxmEQWJCLx/8AAT7OUGDXEpBo/I9DAcNUxzX9u3BHzYmskGaoC/51rDm80iUs/DFNIMyhLAORNKbgm+EO/v0uqwPoXdSrT+K0aOANiH7DESBWksM3Ud3C7kbvU0tEkBDCv1qZTiqrqye7sH9gsc9LMw67V1RdYvVh54J+5F4DeiCVV8wAMuiNeI7hPUUHyeKAz8PitJOD3kRsVZ7LKmOYo/wZhNeEM1KOA/1CrwYqaWaCV5gBEdxXzs6DasI+kgRzpkXQSY/9Wk6jffOO/JbvmkqYMCCW2y+mCG+SeOi08uoGrVqOxcABG/rraz45ki/l1fOdE3QXNQfSe+C6iY+FT6y2+OaCSKp4LE6/oL4cJiJa4cy1TVySwwgVpUCBHKWe8qQKQX13mkTJcd68osYtC/NBm3502SA2q5E7DDDD6iOueSSCCyGCO+GeuKxsncphkbhS4krwrSi3YKbxPwuEcjDDDFckGK8KOSSWK+86+Wug+uKSiCGCSuCxTwZzJXXdI8cg/ioDDIKIxZAj0AgqSKCCioS++1g++q++qCCeO6jeDIEigptM+D+qvO8MMsNQ4yAQism+eAOeeuy++eOu++iCC+tPxN7JWPAuq5Yn++cg88888eCCCADDCCeCii+i+e++++++CCC++9efDDgDAh+BhB++/8QAIBEAAwADAQADAQEBAAAAAAAAAAERECExIDBAQVFhUP/aAAgBAwEBPxDLKVl+SlLh9+kNlw0IIuhiD6MMXcPp+HUKCJjUFxjWIPmaUv0JYbKIZcKc5Q9MdjH07guC0xq7GaIfR6MSwhMUmsQnhEIT0nH4LCxbFKQUFhDyZ0bB/wAC4MeboXMPM+vCeKVF8J4eE4JpjQn+Ew+C8Pv054XpohMsXRjwjg1Q9PL8vo/pNDbNiZQosrFZGRkfjoYxY6Un4TXl/SRwLLjU0NpEFRKySCRoNSFs/o2JHqJU0xBHof0+MoTwUTGE8vHA+CRCEODpDg9+EmxM+m+ZWSjILBeWMSITDlg4G7hJsRSQSMosb+l+ZWCwyCELMIM/BCw0Gv1nR5XEfouCWFD+j+ZSwWHhISzMvy36aIs8Li8k2P6KysExMhBIS8shPCoQ+F8JaWE88D+isrRWF4l/QgTBeJ4g4mNVpYnvp1E8cLCxCENTJPdxMJ3BsulH9RpJDRBldiE/5ZQlYlwSXZUhW3oS1htISuFNjYQcRQ8KMameFj/A2ZcPLUYrfr9mVPUNQ0HvuJv+DNibEU7HeHBo+iX+FQajvCzeH/CDweWsJj/jCelhprEEmVhEaFwmIJxIIxPZcJij0zoXBomMhNik4Gwc+mo9rMIQlvDRn8Tu/F8DjQuYTfhjGNTH4JxKaDUTvRH4JlKUTIDV6JK6NyNYuUWtl8WCEmKWFz4eEQ48MUIa5Mm280TKUoxpiWJsY+xIsJNjSDn5lJR/BINoaIhwbMdyvghxhrQ/C8xEFEFcUp/paSVEdY4UKaRWzhQv7id+jf8ACtqx/hCGLD+F8OM9e0b2hMhKVeGiDRwLXBr0f1hFol/SmkXUGTN+J8FzK+7SI3Rp+DInQlO5ZK0F2PCP0eHki3LPwebh+3wXMQXXuwaDZcNrowP+RgTroqIzdQaQ/fHwteF6hB8FwRTj2+mXQxa4S9G+DdtH+Bf6NQv6GMupl7Wfzy8NfCkQfBcFh896oViXg0PAY0JcFaw8toawvH6NaOeoLy+C5ijZsTEFQrtsj+ia4f7n+5D98K/5H+Q0f4R/B/wG4c/PCcHv0hCeITEILPAssUUJsrNkZBBr5biFEyemINEwieKUYbCwxvgQ/oxoTy1TgsEQaEhI5iniw2dGLDYyYXhdw/NxSi24NT4kxNMdDUxbEg4VEokFopRsY9HUI4MhCEJ4o/hWhu5mNGvMomg0fUJEM1lExYFKXBjKJDfSvh5uYTLJbC5ixCE8UpRjQ1ixfXfx9zBoxhuT3SjfxLo8v4/z44QIYlRhliEyh/DRPF+0nB6jEFopdCaJog0NCRB5X/D5jyzgfMsWHhn/xAAhEQEBAQADAAMBAQEBAQAAAAABABEQITEgQVEwYUBxgf/aAAgBAgEBPxDy4Dhr3Jr3YWFhZZY2PB3a/b/1Ajgv8L/KxDt4yyyyyyz5vXCdcsTecZkMeT6ccpeU9urLP7+nl5Yss5vCwfIm9IYs3gAzjIeWt2++Nsecsss+Bra3f7xiAgISaRZnkY8BnOWcBJ3wkX1yHGdWWTPvhvQ3awtLSx8Brb/D0fPbeNjghg27Si9fMjtnr5K6/ignpsalHJ3J9d8+D+pwcPq9fAZOPqC9+PZE+cYT5aj3xs4DGRmR5fu16jkwbHoIP2Q3llwxYtLTkiODyHWe2zntMc4zr4+sujyerIv2uhIJfQx6jUz6bsS6g7vwF1euDCEjDZhJuhN3ahSWhkZsgsyGGEkmFvT4qec3y6QJ3iWukpLGzYfH2vF6jiuZ4SELLIORLbbbHu8cno+IBvujhNgx8cSSNG2s2BbW98Pl5hBwfiPwD4Blt4bHgabCQxsi42cyS7BvHOLZ75JDZszuGtu5fU2aWHkg4/CII5GOHguCW2V9z7wFswh0cAzhOuGzuyyPFfBCxR7nst+F0O4YveWTpB1YXZ15+3AOHgxEsp43glb3w3jQdXfuLYnx5JaErd0XnnxYJJ4h6gjsiwwgDvz6LJBPBshtlln4FsN3I4NfL0OMYGTpjhLOPuS+uU2w4zjbeMs42WQtNc+y5Eu7qQmL5G8HG2kyV7YoTyON48MPDx1EMdiBfQsThQ9kJabZxtsghJb5P6n8SbHG/iaH3XeaBt4EO5deAV6v1s4D6tPqFg57hjZeGIJZe+/FSEPUBhO2BHUkn8TRX7djdrzzkgbpIk/TLWcjZeBSf2tPYceD6cHTb2HfORxmeWvt4YdQT6Jz4yiW227hSwdsn6mFNsSP5u/JJJJ04zwtm8Nr5CfYBfjBwSTjWGe9WWdRA4DkeNLUMYeuDzg8BXCR6h3yJcJHDthSQdkkkkmD6XVgS3s68sLdu3bjrGWbOBcHbZd4OTjOT0xmS8B1PHV23UMOBpE6cHtpZxlkj79Sl1eoZ0WWEEF+SZ1JiPJ17exCEB/Xwx5wM+chy9S78GtpdWZ7f4kedsyJnotXXh/ywu3h/hIPqD9uiD7ec+J8vDB0SWR8L75YDuYnOxi/S6+r1BZhvIQnj8cZZP8AkH7Z8s/j4bwcPAcjvkAO5ZMvEKmqvLeGk+tvMPDHRHB3wfl98HwPn4YeibeI6nh9jhR4Asp5fQtHiJJfJSMeWfsdNLL6vqefXxz4H9PEeF7ZHsOpINYd8idxMIofUPpEtpjP2rHFhiLO94Y6icHxOD4ZzvDbPkHRPAdydcNnvlC2EstuWochEnUXrIBA4THz4C35j3xnyeFttny8OMgD2AckPK35LuIf4T9RKfUScT/pf7SluIFIQp3Z+TJFllnJPsvltttttsw6WcfRa2ab1+7/AEtcMMl/sKR+7pst5Tg4DDbzvG228PXst4TLCwIk6hZnJ/Gz+JAPsnGw8MhJDDPUtssgn8Q2DJ6ceHHZLWyYScZ3LHqPgRjf/LqQspAG/HedSH92ISMWbdbb3yHJqCVKtlke5ZZJ1peFkT3zblftr9tftn9gIBHy14YlEyDOMs41tt+D1wQgm/BjMssvHOGkOC0fiyHrwh6/8GwlisXnG8Heky222/PLPiuD5ZZ/V5f56upnviC355Zyu/EL7mCeX5HDz9cP8TpwPZYhBtt/rt+Dxvy3/l6OQzZZFtvG22/9J/ePL64PY9vv4PBz/8QAKRABAAICAgIBBQACAwEBAAAAAQARITFBURBhcSCBkaGxwdEw4fBA8f/aAAgBAQABPxBfq/hN03Js+hWjD8MOoB9hEVd+iLSt3+aL/wCyL7/NLeV/P04+t8HxXqDaX4gv+qCF2mknR28AQRDmIdxkzuB9ToIyaXApOGZzs8AMIz+MAQdTmXXhjjwUdwRIMQfSDiGVAuNKzMrqCnL/AMSrGlCvfr+ytloD7xWD5/8AfiZOy4cZT16rHxn/ABK13yuDTRp6C4mC5P6iXN63+JZLm1Zu+TUFK9Ep55h7QrMB2IlRRk4Hcvj0mQ4YHIiPuGdMkrlqZjppJ19j+EVwdwSqXEDxcegEa1w0fWEH0n2g2n+0F1+GJ1Abp94coEc0QHg+CMmfwRjTA5lfvKzJ+4Bwhxk4b+JpD+JSwaixK+oOGuCVcIAoCVEQRERxPhPR4quK+47mzxgqUgrxXRbqam/BwgihFJeZpKxFwpjFxxlTaLHgXMrqYaglHUzEdDFpHTRByux/Scpq3wxiU5D7Eq6LhZTYdqlYVVh8S1o9w0KuaqFT6SApaX83A0voxgKxiYnqGquViFD+JiPRfJChDYVfDElKUx6lglFTCnRisOSZ19n+EcDLwgmZVpKGZN/6meloxBmu0uBNyhu33g+b8xWslYS34hj/AASiVr4hdQQhvwIE6RQ0li6I5muZXNx9oGtxDmLnRct4YW4lnEu8ZC/hQiEr1DbcdfxLc9zRjlmhcKjUUIEcY5Ri1TaXjwMVEOo7iOkr4lOofCULEzBBoinMolJuXjneIrfBfmlIJbVPtiBZcGMc9fqbAMpXqUHxcRCc4mGMppl0eYPxXDcbyy1AVCxzBiT8J/Utr2T/AChNXr5hFVpW2vzAmQvDofhl61vLkSw047lMfczr7f8ACOMpGD3CRvLheG/lMB7Eji+k6yooQ1CU1c0hSSo+ohhBXH6lcLh0MH1Ls+zw+UcKgO58Mr8dDiY9T4JSsRB415SI7EFsQHM5Yl9SQ1ExVFTKK82nlHPxCqU3AWCcQTueuGcQTiAIklEIJAVFzBl4iy/KtTaF19pY624nv/FetQdAC3uZb6uW32RUcWEAtsJEOdm4Np/MqmZkXTcS5e2oZrd+mZ1mzMRLLLyuZ2h/qBx9y1fvH7irJDiUltPeZhP8pFFXokpHJ/gnISgkyY0XG4LRPYD9yuy/8k9WIxq74hhuBz3BG4ji5hq5Z1H4nOiN8QvlhVywIDiJJTiZShgdhBOswvOIO0SN/uD5/KA4QhhjPcToYzX9nLMEysGi6nt/mDGZSYsxTLE2UXxEn/cLpYEwxuglllUMxPPg+rPS8AB1KEOKufEiS1Lh4YQQNS9zacTWuiIWuz8GMRaJw/cdnupist3cGkYyrRiFQvEe0DVqkuUc7cRGYvcRjfaRGfahGzdOu4a5QyRgqm53EWGoggpdQMgo/wBoJ7xMk5mxhDicRVCiJwylbKiCUheiACrhpa6gxiArUSChKULfEqbJhLMqJvDLkwETRqv4i2AY2f8Acpi7v3F2ilssfT7CGqLwcZmkVtCL2oEZVgNkr4IHwQPE0wgXCNDhM4HgWvco5lLuHC3meyPtFdxDmIczJuU8wUHdA1FWLYR5ivMd8QHwITwGZTqIrURbHuOAiLtrkiyPJTKC2Nss3XERQdTg8IYNMSWA4cXM0SnGoQCcZipeRz6rUtqHGIwNnUGQNhxMoNa9YiL4EjKVUMiL1DcBV1qfnD49qLHwOKzJsp/bD6RqIxYIY0/MIrEMZ34lTYxU4Jgch95YBuJsM7FGShPvBvWFuH+IHRSMFAuCssE3N2x+8OeBcQ4H8Q0DAtCWGh4Wiv1s24fVbLe5b3LZb3Le4dkHtB7w74d8I3S78YiEpKJR4EEuXOI3aIM+okSG74FhLq2tB/Ux/RE4QUVKyYqtPhWZggy9ElLsrdr/AAyyNjJZFbVCU4gZDqYBzuIAUVHUcCaZ+MShlWbqXpLouuYb7u0gVWlT7riluIy5ccIb8LY7fyT0M5efdj7F+0NLwGAJQmFVQ3GUTO/ecROCQ4j8QLQlHQlDQnxioruW/wDw3t/4whBAIBMeLly5eJX5rQgkZcxMVAAvPEQylmDnU5AUW+MR0JvbEueDM3YHLmOGpkruBpo3HpTZ70xKHQ2/8Q1o8vtLAcl3ChTERA4GYspVMGKhpWmVVYkEFUazKQUVyvom3XZ/eOo4YxZeJccypXZ0s03FIMFplG0lOoo4JgYJeK7lu5bH/kQcxDaTFdzbiWKBBrCcwlb6rPimC/4Q8BCXBl/QPgyvotDUuG4C8ym/UCcZl7tRA6lBTbqYB5YFjlmT8sW4Mj2TTNh+UVNnJEMq6OSUmjAOvcFyVEwzcN1dJGoFQqqX8koAu2vmaAaM7hXaRh1zCNW0I7fuslPXFiy5cuXKrerHwqSze47Xr/kYhSwRLHxmJZXHlCCXUMW1TZWoeqzAaooq7lMg1HIBcdeFw19P2lBRe5eWGIlsipUpleAg+q+5rzuEbeF8ZJTyNMGDwlMBuYBhVl1L0TdfEA3BFMuouam7GoxZp0xATUobwzGVOGrNRYJjbPcyNF1KRXNG4FJXTpzUXCMWiGrRlEGLoZY1wFso5yrxdXLixY+fUQlYf/pPXQlh9fSg2zaCD4+IczGMvCpQockMxc+KlMpgzHWPcwQ4hb6CeU1KV6l/nh1cqlauy5w+Zx9N3wTN9oRKRbqZr90BcIr40uFH5Ihwzbzs0lJx4Po48anvwMuYmI0RfoIMNwc0xcC+X1Ea8uJWOLjEHVvuBtY7Yww8yq3vxHBShTiIdPcbMHlC32XUKLYxmJQH/SpRQwv8Spz8xJkh6twKzIF8VHuMfpoTY3AEZkMM+2/o0xELZqIEStvKGWJr5mWFRWGWL1M3gMHJouGB48Vz1Dd8wTzmp90wGrxUPUt/mfEkpD3DJYN59IsPUECPgRCQYrwQ1FLiIvCLovKMRx14W6gupfqCeIJ4i+oh3MmIIYJwkZeqYtSxxLdSk+ghsEslRZRBUQVoCMji6IwoGoD1Npt1rEEJYVsiAY2ZmMojVDoF/MwhZfxBssh6UZfiB7vMTemL4juTeqneyAkOEceIhix+p0G2/wCEFKdM+FfSCOJRUSjTAzOJdLZBAIaB8UNY3HQsXKBYZJBaPUuH3LXcSq2IxJCFGC2TJe4QDMvq4IaUf05/BDY+43wIMn0Wni4RIQcEzKJtqHrKnEB1AQOo0eF0kpcTjhCvUpepTqF1KdRlhrxMeJjGA2WGB0NRC/r9SwebRxfeZEIwb9QeHzEoTDCInq4mAxzCDTfctLsoFDFXBXgiv4iRdIG4ASirjMNQPmBMEX0gLRLdZSA9UvP6KB+q6uY/M9kpK4TX02zUtG1wtRqoqNi2Kl9eMQlISNs5eETMIkzMvDAjTFAhqK3tMdovRmX9oRVoFQJLusqvpZP4lCfcX2Hi086xxRypBXUo4lMc4Q7xErUYIbiJMoIl3EuVF8LzNweonqBH0lDlCiO6Pi4112BKs1eJkOqSCAPip0RbZLwub5iADqO/UPae+GW0vi5Q6rY/iAEiruFrFPkjuObZgyovcyCl7WIZSvRBQ7fAZuFSgfwrXjjfh+rOHYRTqxZ+Zh+47H061xE39zPAcQqBWYEBiouIVxcNUGoiaIxUXCdXVwrKzKgsEoMqG0fyOEA8IaglTglH1ZDKrSwzhHiDjxr4GDwAzBnwElAhVDqB1BeIPUIhqJczg1HpMYwIktZxe4lL5JelT7iZhq4EDh/MqVGVmIOJc1yn2YH33Ka3lPZC2nJTMg3VSwAtC2JwftKINQAFa5mnvgwKl8CfuZeSB19eccKTH07h3Fa9fSAnqXo7hSk1zfhTTMpEdwUL1KWruXSsTLQRQT0IHoQA+tlkU7+h1NyZw8MWo8RS4/EeC8ohiZ+GsWIMxPO5z4CUj5ULl8OnzNIcQUIVWEIJhpKyrDMMfEuPgabEqWNjiGVXNuOoFg2KCRpDR7Y23ZKxQKFD1EasYQMjtlg1IBBiUwENfRYL9XxjPzL+ipPRjL/6+hmRyR7zyopSKMt+DGYBoSho/wCFSUvcFtVEmqTLOI6BMmjLQ8ZlG+Wbkpucxajii+dxxeLqdEFsExixFxF4MEuhtlQIeEqKZMywTV8ywVdILANR9vaGn7WGog2xTxUleY9zdQot6rklC8zy77gkYzgjXDkmhgYCAtjYTaHuC8E/0CXUxHz/AD62AXU5RGNSlOQZSA2GKg9M+z/pQ8ShxK+tihzEdpAl2VN2JWHcvgZwdFhOI5zWIsE0MclxCRxcplEGhRAHry6liZTJoRRS8ReL8VHM/GiKLMUXxcccWBKqO4a8TuVb5NYMXoMxKsDBo7zP5GETTA4XA8MwrUIB0ZhUJvFRlZurkMrx8SiOhKheCq7v3GPAhCmbGr+O4cPs2faOGJVkY+9/PKHE0iZyiZgMHFswXQQNwQWiUmv/AMeKcvX/ABbBIi6TJE2LOcIlwMO2qNXbidFqZBzNO4iNErGhKDx4AuY1EdqILdxEEnVeWWKWJ3FJRS8RR+dQ3GEojvyLEYccWJn4ajAxaiuMqDPgwJc4vuAwZN3ZMKdL+y4jbwkStQXfMG9XnUIoqvK4CAWDf92MDdZwwquMK/sGmi/O7YRCDQQitzFz/wBPiFgWBkyCWN5QLBnHkW1BAwSyZPgJrpInVIn3TD6FRcuxYOlJcAmSqCsNSxrDCTAJhgIs9DUxwMVUYYDYzUXWphpvNSkblg1mFUual1wuPUuAETohNxxa+Ia8Mu+KUL3FfgqXFHHHM/JaN3LRwhw8or8Gh4s1OCGfoA141RPUHzsSgziKOlf8+Ax8DInMoLIBLlKtl7ivtUVYi2/2HUFtN8SrZCCcyyLiDFvW5/V/InBez7JR4IZgmLEzQUzSCCrCp+Z58r5bdpo+g4IyXmKS0FCahPC6jDmEhW2ZCWyuJ+SmjtUVjlKGWoBjcvAj3SVXvLUE+WJgssJGOs1l3FGe4iS39H2lHEs+DxJcUfiYJWMolEqBBijjb4pUccyokcvISBBmVzIoKguA4l3vDBzGFhy9QLZZmhfUtC66EEoFURwqf/qJAdLXKe6MUfuBpQAkaZ8O5dR39z+T+X+EIo8eNrhFlEFY0VC29TNz3HZfpFjKSm5j38SpNgQrnQBLDKl9SqepYj3DlltSxDEQW6i2LCInEcBguOFQkRxBFKrlc9S37RApF3hR68oAoPoA5uJd6H9j4jLi+oyRS4QQQ6iXAjqOO/C14qEuPgylQWNmaTiVT4uIXlXgvGNIMuLEsM8zIO8pm6G1Khl6bXrxccxiYxLlnv8Ak/l/hAhNYfF6SlC0on3rEoo7Elm9yxevqpQ8MoY5i7Kl+LAYqOSWL1KF6ly+44imcJGKlJWaRLIQhmViI5JewXAoIyvFRo2zaCc/ChUFxoVF79RwlxYo/oyijUYUHEdeL8DjGLuECVGO4lzgno14AupWIGZ048GayxXCtxV8AspgScV7BD+tE1mo6jfEpJWMxK5ijE/s/kX6P4QfBMuxVhNSVAjte5WMFZ6Zf/X1CtjnfUaER8pQhq5UnAjwCxMlAKFIEzQzaWyvCvCTXimWiBtm7jR+JqjPflrJnKLgpjia/ufbXiMYo4+DllwWOg4dGpRdwzzCGfDF4KUzbBAlRjC7CpLAog3BHdwX8NRmwbLlkd8xj4JWYXXrxb+nogAVulgduAMRK+ORidrEXcofMVN9/wAZf8P8IIETwMMfDDnic3UGDSM+3vpVFxLJZWQ0xMGGYIRQqbQgGglB9FMvEGxN6IXpFZ1JnOZvDNgThiUaCFoAzFFEuj5l/wAcWIMuLwU06BAmVc6JFdD7xWE+yGdxDcbtgW5xSWcIpzEVuOZMpgfQPBwhDBqXbNodH7S+gFl4mxGC8EUrCDDeUIhYROOZocuYtmIjd14VWo2oJQlTN9yrN3/Ij8P8Jh4LiKKKLHrLuCZ8xyCkPDPgX0pcuDaaAQBo+q0vHiJzpOATBFmlEgjJEc2ZtAmgJWgmZaLUQnImJUsC8tcqjtq2YCKDOIxS06R4ATEf3owJViU9stLHEzLe4BpZplCcofbOzAAi+altFMy9YOPBqJAhN+RfEQAoTLouWmFsWw0AiHEo1A58TUymRFpzFMMOmCJcoqojiOsze47n9f8AJ/4vRC2CVKRh4G2V3MHg/TsdUSnKbvMHH/EZ5gOON0BfmCxSa+x75NhQLsXN4EOJAGiZ4JZjRgJuR+ZpCOsiz0j2VlLBzVI+ZwkGoDxtE6lzZDfxRJ3TTg9RTsZbkgXcUZ+gwhdheyU8LR8w7GVSKhMBUSUq9z8LiJc8xiy7gRYFaC5RU/vDNUAcoByrCtE4Ah7BuAg3UZlpYozr6lABNI2MsqEw/aG7w7eYCssTBW4Fz41lWP4c/wAhy/H8IBCPhXYhzAJqR953/wCILQsNszsxZALUhXGoeiHTGOkrqiXMF+Y0cftXLAWfJN2X3gGBYexGJoKRJt+0ryPvBN1OJnCEw0S11LIg0E0L+ZY0IeQLMaqhJa6dmVBPpIrkrs14o4BY1hwUlqD7Ai3pEBaG6fOGMBSJGoYhhoP2mgMu8EZ/wEfynuUwnwRsFPiW4fFLNNZRmDsgIB+0potBUKPLL19wjipFQeRL4hpFO2obUL7lHAlBg8GbS8t5hqSwS2nkziYS8zKVcwi3iVXuY6VwdJYVDDJULGeIrm8x/s/jH+n+EGXGO6MwRqvpEbCPbLa0HqJZX7w8LHscEuXMJQxmhLLiLg1CsWUYAvDB6gWF6mwqvtlwTlftNCiIyywWpZEGYC4fzBGjAWhTqG0Q6JXE/ZhyifeYk1g+IoMVZTEIgAS6NBt+oxHLiHDWB9YQbI+IRRYTqpeIsXadOhVwzhg/MG0xcS6MbIg8RIxUT3APMwbie4hdwPSDHgy+yXdj9RRpSKUh9pxEPQmKVK6TEv8AxKBbPcHwEsNRDMiytjlGSSGjl6glNEYsUbuOC5wwppi3mZuVm4gqHhjbft9JsGeZphg0FzJPn+MX6/4QZQ8NG7AvpcYqV78XLgy4sbO6S5fgYKUH3ULE/aWk+ywYLpSP2mupljc1R/E4QIbkQZkOwrLm1J/mtAqFr8xxIW8kBBUCJiWMFS5l4ujkvhLEAbIquW4lE5IAhPmbLGUIPiAXZfqMWIlSrJjlCNy8CEdovuLrcQdwdGZZzCzuPFlseQIJkROlfELdsJucQj+BMdQhUYfE7UojnGSQ2uIYr2WFLcvHi6l3hl1dx0xyLlxa1zDUpay7l7fXmuGUBgMpzN7nP8ZR9n+Hi+0WHM+ej4ejZ9yBVBHp834KwRkX6Vq+IJts/bP4n8sEjmXoJSmqBVYbgSwxxAWFZZmKPf3RWyrBMHKwZVohEwWrNESLIYxCxCJHwngCUwkRxSVEKmIKSpQErl4Ny+ZULMh2sIibZzeoDQZjLMBowziI7ZmHuEN4xaZcdwq3HcsJPF7p7IQST8o+TyUBDA7jhuClQLYnuVYK7sKxtbUVql6rwzlLhSRyZmWOo0wzGJonzMVUQhvhmEWfPUtRznH3R1/4aQtNnh/9QUwJ6jcBprsmbPgMQ4nyR/yGP/cw5u+sblZl30MD2o0f6BAIQfm1Vwyrh0YiHLfzBubxOKgp/dFLarKuXhIJvdlFZREMra5UHQgSvAZz5qJEieJQ1Q5I7hkgMkJRgJawPxL+KHUvjDuUBZcilGajCYW+4BQIFo8KwDDC9sFgInESy5Q1BpL/AAXwgr5GMSVO5yDOWmy3GuKw20r6hiXndIAAKGglEs0k19y6MzIlUpzOPiXnEdXAbWoCYM8S2Mwb3FUW4slTBqxmepkD5Sz/AMNPAGJUuOFCjwwUxPg+CYjzLj8MfAZmCcEO8oTaDHcVJQ5QsQ+8FyMTAMpUBZfExSMUFPygixsjmBXnnwyr+gN+MkSaOtQfe9wEsMqk29yp1H1LHdpurthZS+zCgoly5cuE0kNVA9kOXp0y+YjvxS3Aw+yVQY0jL7RrMW5j3MEsuRLXKXArwXClMXo5ZSUPUvjwsTD2hcIrPic3Lpe5/UGjMWNZdSsOJe2k1w5mVO0sMH5mALzLvmNr+f4w3/6aQJVeKSzEGFs8GEY+XEpFHbxGbUN4bfQS3FXcoEtjHw2mQSaudchlKPzCshLBhYKlL9QqlPmEbW6g61FgnPcAwKCp8/oSpua7l39FZ8VcqVGiZCu79RmiHhmQpOiCRo5CYMEeZmMUQfUsoQufcARFRCJ8RLajTYw90ZD5nLRIRivLBBFQvUI4jBgH0A+6e2MtGZTWL7h6IPHk03BqR0EJwYi1458XLF1fGYVxN6hnEsjl0uJMY0huLSKBrfcAa3B2UTWpYq6g+GIKfOf4z/weiXMsRcwTcsByUwWQZjuPg8DTL/sTBNe4m0QQtfDwXPg6hFRC2YUg6CzT0PU0we2aIRzmZM6gEIg3BDSWEJ6Q9/TUaDOI4jat1LKf3YVts/BDxQoNQoV1KgEMsT0l+ZkwfEBwRQ1KhYXNFjOpYxUPqOYGaKRbQRgRb7gKjEBzC7h3uYI30zD4QMDEZyRLUt4W+oAKAAJVw9RJhjCcxcMwjF63B4hksxUtaYrVdxOpSqupd4cRzjgmTfHUwmJZg2TAolmB8zEb1BZDiXduf4y77P8ACF9wISw1FlJ5xQzMwZjvwR1GEKFXu4fWUIiqcQufU38byzCAOA0uZTJFpockYon2i3Wqgo3M0vUoCkpTBAo2qGL37g8LfTLuGvoqVC2604h3FvOcrGShdHuVMAS5QYjazAMseJAvLK24i2uZJshdqyvUsQlLuJPcBy/eC7FnqPVv8QThfiOKlQmmCcwVwx5XM25ZzMOZ6JeVRMC3zQP3C17629TNCyxTZ83AxDoOA4jalkdQEIr2z7SzucS9zBO6zDHOGafmc+pt8RrYzeHcUBSW39x4FC7gt453CobMM6eNyr8o4BzLO9v+MoJ8fwj1lrLrcWVVNCpfvDUMMfBOJ0mE/MRc5bjnDN/t43nuZJUT1KjtCE4X7RIili6mkpZfMRxUqykEFxCSnNMDgch4lElfRWUcspLdvMwDEKFLuaJyRckxLICUEaqme2YGvBMwvRLFoEAm833EzIEadt8QTKhNf/ZFi2OBiSzvV6TIhHVGVf2BGqn3IVDccxA5tqo+8UQAKA0R5DfEpp7eCLRbmZMH2Zyf1BxqOpt9wwDeocLg3GHb+oc3sl8ku79SnyRss4hgck3idkxRwxZE4i5FfEsYH2jydJ0T/IRCr1xL2t7/AIy79v8AhHwqOJcscT1PKGDwYeWB2H8hTwxfG8QgXmLwRJUqVKiXZcrhPyTPi3qXRYdx6kPtFtBftAmA7SBHadcwPYe4SVcuXLoWK6cEOokLjAMaivNRz5IuT+kM6Ri4PxMpz/SCHP5JXx+Z/I1OgbgEGPFCHoO4AaMsyxCxtjnRC147MxoZ7ZorXvUBZTriIR10EoAlro28QEULqFqlWpl2VmHIdxo7g8y/3OC4lEMMSyhuK3cH3OorCbitGlg+zuI7vPuFPB3MKBiXeagbLC2DUocLZkWbJxn8zTH3lEV3HdcCUCG9/wAY/wBf8IsUIxS7iBL/AHFQ4hg8EPAyPWEVRNvz42gKdWf1AYIRmcJpi5YaSV4qVMtkIo2X4s+IIwngZwoy8DHYKZXhjG+ZmqrMoM4pcpJYF18zGj8RFYb+ZfC4WjCvZOFlnZAJb+SX7/JBvtFsHszohADXi+pcpBQJziLRUIGnMuo/MRQEWpHuXegghAU9wPa7i9iVFGYuGYNZlKqGoNWr7iRu1vcxRftG1TzCxfc3iaYLZdOXEWWpm1cN/G4WrG7nTuZDRBpNcyzcce1mFzDvmYGv1BqqGWGuYqtYhQ3x1LSaCPB0THrf8Gfy/wAI2xJgixmX5s8AwRhDU0mV8BKiK3wbjcgMiKh3DTKBGCjIemPXguoLi5hv6SIYjidJK27D6hWyYSO8trEYqku1BjQldTcvb/MVHXxLDJfsiXmkPX4YIOqYqxleoLWEYDBVF3EbCv0nEDuLiXDKt19y4Lc7pS9VBq1TPg+JaOUGy4T2u2OqHMHJ7lKqWENVGgs5LPKYVMDyzSnZ+o22OIN01nUWCBhxHdzcGmUNLmXdDLiGSvvNN8TOLmRC1GsKxMtMtx3LulxcTUVYQ5osaM5q5gowPMQ7KSVtbPUSB3FePv8AjD+r+EaIsfFRe+g4fJSEJpMfjjGLc3jCWq1VzIrOWQX1HTHQQO8MolfwvzAQh5GIuGDCHH1VA4QXUovG4bor6cTCsHfcddd33RgIxlq5iC/syh5H9RG9MN2lPZLxQ+5NmKEwwU9McbPuTLmD8EMFQizWcw1m5fc1zDVnMatHcuuYhUdUN20RlkMce4GLcsj+YtWv7xy1y5qEG+iKl7jwq737lXIX2rGr+w/SYhgraMSw0kAMGvaN3n7QW2OSJa4jwvUs/ojQekW0tuDRmVkcxolczK4XK2OGImuKbviOTt6jQBoqDZdsoohkmXN/iUU4ZflFX2/4RfFXC0oMSqJ2VPTSwZ8GHkvBLab+RY6g55sAhqgXN6LjrlLGz0ynAHOmVqF4/wB4UEPTEDiI4Yo+lhVmUK5QO8swy3ykQ1hNEGU/6YZJdfMSNH4hpWL4YOg16mLyW7IF7D2ihaAti05cn24l3BjDWuIKGKlXuNVEz6holrxhgQzrqFgi5rnU6I85dxR3APh8zIEWNVLFtKXmPE1fFcTMI1LxjjU5I5tXUcGcdzN/EHNXBzqJcAWhzxG6owhBCyfeY4ZvLAU3WeJYYblKs2wruKVUFhMXK8ue4QB1eOpkmU7j03XFQioUweS1hsL8Pun8P8JUG6gcnc9JUFNz1VzDBNoeNI6Pgly5t5xUimY4ZZiywQl0IlnQQF0uW9jLmw6YqD7NMq1pxj+4aEPTcRLO/LApiMG8yxd4XNQK+8syXNim52bg3yXwwazElqaofmLgyfuNdInTClxDQ6vN8QKAQYc1HWZkyswUdzpzMiDEvDFam4Cr6xNLYBasw9O5sr8yhb1jUU4D0S6s1RmpYv6gHJg1L2iu0dIFP9hg5XKF57g4g25YUQ4hhcyxB7gJraxW2in3ClS/aWhQfJEXrFblxEcQK6S30ivWmvzFZpn+SkrmK2x67iU4LrcUsq5kG7zFkNxkH0P3Syv1/CdkUMEdwuNEpl/eIIfA8aTFPgly4+CXXl5h10QfcU2y1l22X4KhjQwRRUvEhJKZjyenEowPemU6m4gYMeme5Gaq+YqX+6HOzomRhdsAud0Nt2QUZpiEqJNAfhiKtseydn8kHVn3IWZYSl5CD58nzueyMLRb3LqvEzbf33HWrIrXUyRjXcZQXXySwasN4hkyx8xatuZKmqZYEosZZNVXEaCXe0N3DNLC0CDqvd6lFO+YaRnLiWN2dwprQt1CxwESyuoh0b5mQBTeZpgKmMLz/wC1BX/EazmpQvuZoLt3EmsXKlJZ1OVZ4SnKtEUDLKlfZBouG1JxKbOFxKtwDmIZWov2EOysq35RB2Y/hFTccMAiriXM32hsgm0PDkecQWdMS5fk3K3+5zF61MMy90MM05izmP3EWE7nNCOEEsHEhHfwVjoenEBBnvTMwCCMwtn+WK5ZaZOSBukqG0GBRZeHMW9wc9fyJvB9oZN2Gvc3elvi4rMw/wDrMVK3zL1/cd0XNjH/APCDv17lzjW4rtzydQd2xjMrp+o0K5eT5lVFF5iOb8pWBgXXEydLzXM4bq6hK/CoyW53ccBdcUMoaznvUyTg6jhlI1rHzEKU5i9vMMLACAsOYuOA9Ym8upQCpmLIZeU1zcq3at1AjbZ3KKI4eJ0hEsJdPc2E/wATBOYFg0PEQ7hR+5uK3qCmPcuF3b9p/N/CJFIVwRe/BSwwd1DiHMOZzLir5orhf0EVfNHOrla9EWsByx6wbe4ObjrUQ5leWYi2v2ljMBZCYsC5uGYBBj3FIlRF5YNYjhcytcQj1fEhgLdwQS05j+Zdix9Qvf8AqVpSXdQMQc1N/eLPxM5DlvU5HNRurMQ+YmNcQ4LcqGXqIOg2xMwK1LVVYepsNDnHuUKOzmHSVfEfAV9orOnLL1hxhKGhO+Y116eJZmVUAUS/UMI0MVc3BpmTDLFo4eCAJTv3Ffs1FW/sRo2JeKOeSWZHfHuMjFJMsOP7MGUrl1h+Jt2dxuCCi2KrMN3qKrRSZWBSj4Ec4c1Gq71ERJPiZP8A+ZSh9j+E6ot7i1HpMVbMvqAK7EoPTDNvFxy6S37S5fkjxablg1xL3ogkEstWY3gjeYAMxVqBuBhETUUZWOvRAGwmpKmMpELgogigzLLcwCzCtx4wM+wZ8iQ6g40zrYLdYCMbr1B1NkCoM/BgtcU9ygbZs11LNufzGpdfqOr1DDBavHcKAmGp8s6mKOPxMM7D1cKwBmvxDD+5jq9HxFYct8sIXe5TMGeO5hTRBUdoZiXYw1ORraGGRiWAqYl4MsbsHNTnmwbeGCsueIYekaqO4oKtMBYuqzAOKN4IDAXMZLQErgHmGei4hLvzL21JkA/HMBXDoli1wtdFJ7jTjS6fdH+j+EQwSK25fRFDcZyGZUP3hm7H/gMtQYBM97jehF2wDiHNmCAfcVd/aIs74JWcEsYwTFFVGocrm4xCpERVs20m5tmVmXEzMsY4xxhNvk7lIt3cFBSnTMI02zBB2MDRAmWYWZm5dRxFSRZHnLOZuaGIaL17hts+zEQsCs2TAYxWnMPQHcax7N5YXVWjwxmOa9D9pWwa1MdPllaD+o7LTWAiXtr1xEaX5v8ArEqW1uA00upowzeIVKDDojpg5zFpAYQRtD56nqAyxo2blVV2mfvxGEjrc2r/AN4AAvZgXGWtTS4OplWY4JaOgguADkgmrXZmaiyRUGRRiNcklOG4iSB/3xY/j+EUsQI55Yi6MxZz4Ucyk3ybmfi7+tCgg0itUagrupxgw5Qo3E1Aze2I8SiazCTOCWBmWUNTAqO7whNBNrZV4irX5isohAorwvJgKl74VJsB0YGLWlMBS3tdkHwszLWfcCqZQZ7mx2QlgcbYWZLUQDWaiCVFsfTHiz9ShW9vEVFOvzMFwjEpedfacoaTMOCuRqorW+PU5NyrvVNPubIw0zI3Bp9ygrdcMQHtzLPTgmg9bH/UsAHKVLIXdNkwClpiBUMyw/lGiIw7gAjJV4iNCFYigqxgo4PUof0Rl7I1DQYROUwAUBkitzdZIo3/AO2KF2vZFMAFNsvsA8x2tqQtCrhKhcnOVfxfwja9HgJZ1F6jl3KGdwenjmk1OHVRiRD5T/aSK6/Mlkomoh2j8EH4PlIzZfZOb+QhDV9s5UvTf/fU/SCWV116wRY6Ily8qr7v+pb+qXDoT7we/wADCuq/tBbEP8Cg5PwEu2v3Jyx94XijgKr18sC4vywE/wAMC1+GH/X+aUUgU3Mpv8Kf/jYt/oxXf4M2kG0+yRTYj6WWUE5oWJi3E7zKqy/VUkFvN1L8oOKwdJsiGsNRPbXPcGl9xV8o2NuMkZbrCY7yJUdt64iHAPVxsMN44lwK571NhvZ92Kz/ANcICgrzDVgA9wkXTyxNhWPcaVG87WLSsyrbmskSCrxioRTg67ihcg8Z3D2zUoqpYYtmGLts+o02AzYtczPgoaiM9Z/EsSHOJRcZDfULXprHuZwfUWuddx6RslEr8MHtv0iYuHcEjkqWTqIvbzNW7nH8Iq6I03nUUbbahrWIJO1UTeMGXtjiKRqKdSzqX6l41L9RKUFvEVDQg3phcIRwXLPC78819OKr6LOyWdw9edn5+lJR3KlSo2gbECAtmHshuYQDZh3LQWlYbgzgSYVpt16mFb+WIo7riNbuwlYNV7hRNKj3KvvuOk0vj7w59D1uXclfeGKRjWCswNM3SK24OzqPOBK33D6A0Rzaq7x3D5K1NzCGEJYrbrMIsFvfCIM8jiAAaLiAwXmOScO6gKzG/wAR0j7I7B+CSgr8u7lm0uYDksOIZXe/1ALb7lyaq2KFmg5JhhA8jhmHOJgVLIBBuZ/p/hHR1FvWIoMyYm1hNgYfKcTnwkcIVdxJvt4KdEPFciBZliDe5HKoHtA+ZUOCjq3cM6n7oa8HnZ+fpf7Hmi9v8pt0ESgDHomoaQyvH7HlaWwrtIUow0/UkR1LYbQPySid+a5lj7nBovcDVaO5hVuF6j0Y77gAH4lL4OiOHJ31OFfcu+qiVdJX2mh8V3Lof/kViBn/ANzKqtAm3iVGYzxB2bHhMzCG3qyFQZvmK4DG4UTO3MK0Cjr3EFnbjiVFF9JBBi1qBaFIUjHuow1FO6eBlrgwSxd8VFLZXxCU3Fx1FZFUxUQKIIBxGvJKj1EZFXCJG4vliVz4YzPnH8I/cit3xEpbNNwGcqj3DXwPzFx4egb6gpay8QWvbBHG2JZJXBKgXTj7y7otF4gV953BeNU1/sjpyOhUVhqpWgWKyI5L9kCipkDwQfLx9/p/t5GnYKf5/wARNaOeoUHIz8zRDCK/99vJhHZ5Nv4jIq64ZRNZisXhleK81GElsFlVXUBa6e4rNUjmCrvGrgQDnqKDezpLlvd9xW3Xr3CoxbS9QBd/uDV4cvUO1r8R1dZ27jPNLrmE1FL8TArnnuIBxwV/mKBVG+OY2nDrMW85dj1C+kF4bhSZQzcBYaTZAYXNymoeyzUA4BRW9xEFp1M0XFcRUK3vMuuSwtGDURSK2zFTUVYseRKI8/2JYiQwH8f8Is42xpuBnlm238SsWD8nMvzkAgYON5/xFobcRxg1FV2WyDkhS9lc5llGdg2dKzEryJkDxKBcAcEu0CzACv1k/wBwighkuiOgO+moqJm3HI3q+vG0x8Dycfj6Lh3A54zBNP1h/YKCgv4jrcBoA7tlEL84AfiEYH3/ANEcGrbKDBHSPjR9nl4/3mgaslEKXvqWUOP+BiWI6nMgej4Jaw4emAt1mCofuDKPyju4yYibLtM1LCXjRfMYKFs5YCJVQSlYr9/qUSZHuUM5OQai3YSj9owDQZvGpmbwEUBXMsQZ/SEQhXSxWW6Ex3X00wsHDFFOW38RCFxmFFqplERnKMtujNwZBamwswNEfeowIFkruPMX0MFO3cTENRF3PjH8I09RaMEaCoEeVRNJ4qdJUcEBZd+5dolwP/epcv2ke8XoQMpY4dykZaxMhKTg5jxQLH8/sZ0qmSkhNZcqKv2+4+q4F3f+tw3YYFnH2jIRTKCOO7i0XBjxWSLa2V4Iqb6hgPodRDGdNwZvmi8jv+xGOJLEDdOo1gwBb1EauVr/ANqFnJP1VIn4wLJ+4XaPgf8AFRHq0Yv7DTarK4gynnQy25WDmpsDJcepcqVbGPNSpUqV9K2yETaB6ckH9Ui7ynApjrbeY8y2+pdKcdSwZ+7iPd43BFjk2SxLx09QzZbglgGuctQFWixXUQo3mxxNwWJ+5RUV4l6bvuVKqCu45r6JjmacRBU4xEpDUVUViDZWiUZ/zBeK8IuEUs/kVOsRK2aiukADN4yluw4zFGsf7lHrgoE3j+E07yvBWo2c7lCcfmeKlRK7O0LXWMRCkVwQKAaCEqoqiOaxGM1rmLgQm3uPJaAxEtSsFu+2VEWWtiwupcdrZjDyY9xdJXJckEGsZfbAShuGpSkWopcFI4KP5LcTXei8nj9D6UiYmtxhoYMyD8xG65C6iZQJ2Smr7hlcfCVzDai0FduX+SkDXJmk2EPzD/AmG0/ZcEfwYgf8CM7z5IG0fzBOP+OrgmQwlNio0PFkKwog0kVKz3UqaJ6liE2CDy0D1D3EozK64mIsLQnM3t+0VNqjfKmmaag5tOrcYdOVcyobcaiHXURkbmxUszfxB6zMMyX3FoMWPvHCrhhmNCC69RRtl2DUWM5jNsH5lDNzAs5o38EucSgrn7RRdqonEM/MfFBYFi1zGIlasGPX/u4FLcDcU7Ihlbyt5WUFXcfZ+IhdxTRa5i1NAFAmD+0eKB4ldVyeYGfk1OWmMbJcaFtaiPzYWtH5JYpIsctD3+peIRMi3Xjb7x9X9n8lRJtIKwD2DKl7YcC9nXuXeirCJ+2LbK9IT/2kfMtwTvKVQly7hbMwdVAVl+/NxFsGdZXxLEY201EIV3T/AHDcUF1bPog1M/E/wnGfYf0Yz8iLfhgiWNj9TNRR9h/2f5go2KMYKadMuFE7lNRPUWviKloe0pKw4e5dtmfmPUntYCVavmWZVhcFlHhN4KBUZIDcWLl53PaNVcviKj14LFjGJKSbjqv6ZWaPX8StEi7iXhiueMfl/wAShVu2pVgtr6J6jd0pSq0fPh1ux/cu7pVp1PRBUqHwGCFkCnqoNKNYRuvZ/wCqD1wvkXbm7hAoXQ+Nh7+p/v8Apeo1oo8/71Exi2lVMRDRLtaWp95Yl2DH4+P9wDUZYE1CmpaOIqDRbGUkpa6cEuafnT8VGvqtrPvLuxI9HNWFRRaC5/7DH4GBtdu0fxK9AvWP3cfxc/fbjtt6qP5hWVrgU+1YYOITz/cS4E+h+miln9h/vJ95fUv1HaFjhSBuFiAr2i/NRTa/UMuDBQzhGcsM05hhLl0/MXhitjH6EyNCYffr+ETsFYggZ0CERoz8/wDC7EL9RVXXvDKUBVlYleI78CkqFPSZXZ1XlLgmXHPlX3x/JzFTV+UvorAyYGJx438D6v1v8PpyYGxdUy8bqbsaS66jJkdrHGc+P4v75dYAmReC6a8cRPRPdAEzGrQ9CE2CJRfZWn/cIQKCqre+HWa0MLXd9olf+oJGFDBQ1oRQe0LbV1YbqGR4LpD+LiZx3/2WPNwyVfevkiWnT1P5q4rVBdnRu3cH6cIX412fm56pVhxubysysxIESJK8VK8nkUlr3CRzLi4l8wRifTAbr3j+EAF7TPXjQ/z/APIFotpp9fTsvf1OT6X9JX0CWhkU1HACPDFwF2CvG77f3yHZEY1mywox9NepRNsGH182TiABbj8yjlQUlP2nRHQzm+4tvK24JYNxtZXij+ZfUD2BcFUp+gs4sHvkf5+0oSMbllrbOUqvhSvKeK+klwZeJcJc0g3FxMIxJWI+DAcbeP4RzLja6hGFAUf8N004ONxEu5r4QBa1LLctfTUUCvEDkDVXHI7fRc0e/CosLgvZ8+T9D6Woc10RYrNSoLu/Av4Zx4yRR94iAOyq/wCIlEr6nyBESxKZXxmwYGIqGEtHCNGJE+knMPB5Iy/FxtLl2xjA8MHJLBf2IdW3lf8AEYLTcyuS3R3FX4Ny9onUG2Ubxm78Kk7lze6afXz4QMqK6llaXbMT9zwW9/Y8bvfl031CAq3vPn+D6ala9wIBchxDrVVXvwliPMV2deb7cZIG4ZL4Ytuw95+qpX/KZPt9qK6PEGQlUSrlxgmbJKpAjDSJEYanP1EYeOPovweECjMFHyo/40ELrJFsCL9WQLIxdFZhxb7tsxKlrpov/PgEsCnP+IAF6WRTae5n8UWIpD3AQYCUFtR1QLH6Djjxkh782SL7Tffk/QfQ0O3czpaeyEQclQmGsqePOidL5TI7Dgn6vdxTIM8+Kf8AxBO2KJ6gF9T2cTfp4NTnfg6I4eo8ojiPpNESVmV9J4N+GP1sDL62AruKyzXjQIPFwm2Vw5l87GFyhg0X5axAffKsMHzBOBSNGsEsqcNiWGkBtqO814i3idkxfADqktpnHXh1+PORs3zDWdW+dr7fQA2httiKi8QhKu7p87fKFcGpRVN9vcsuRcuFQExCZuWNNziOlBK/+O4XX/XMjK5lVHxMqxMi57RvxGkHVZggUSihGVElRPoIRfL/AMLBefNuIaM78ZtOYZVsw6fklTNUwQL4s1GH4iV0H23cFKInZiBgYMlzDpsMRaZlpdt8srNx1GGqrSoAdeP8ZmJkm3Lyw9oFB5/t4ZpHwSylucTZ4CvoWKmzQhUc/RVf/H1AR88RzVJTBXii5huHUSYlC44ji4m3cOIEcMdyokrMqJCEfL9KGz/jQ7BgAUYnPkAqGX68ef8ACGaYAo+nV+Y6lseK+o3+Ii+oKP8A6aBON88wW4IAIkqr4mIO8TMGo4q2AryVKj4qJAlYiSo6+pDZ/wDceTX38sPq5/H0c/8Ax8fQS+i7ZtNvGzCGHM5Th43JrN/DOfHHg3DUd+HX1If/2Q==)
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É tentador argumentar com alguém que está mal informado, mostrando-lhe estudos e artigos que provam que ele está errado. Mas uma nova pesquisa mostra que há outra maneira menos conflituosa de fazer alguém mudar de ideia.
Um novo estudo na Scientific Reports , liderado por Dolores Albarracín, uma psicóloga social especializada em atitudes e persuasão, e que atua como professora da Alexandra Heyman Nash Penn Integrates Knowledge University na Universidade da Pensilvânia, descobriu que "contornar" a desinformação é tão eficaz como desmascará-lo de frente.
Dessa forma, é necessário considerar a que conclusões se deseja que o público chegue – as vacinas são seguras ou os alimentos geneticamente modificados (GM) devem ser apoiados? – e apoiar essas conclusões com fatos positivos que o público pode não ter considerado.
A estratégia de ignorar a desinformação
Embora desmascarar falsidades com fatos contrários funcione para mudar as crenças das pessoas sobre falsidades, não é fácil. Ninguém gosta de ser corrigido e repetir a desinformação para corrigi-la corre o risco de cimentar essa desinformação na memória de uma pessoa ou aliená-la se ela se sentir atacada.
No artigo, Albarracín - diretor da divisão de Ciência da Comunicação Científica no Annenberg Public Policy Center (APPC) e membro do corpo docente da Annenberg School for Communication, da Escola de Enfermagem e do Departamento de Psicologia - e o coautor Christopher Calabrese, ex-bolsista de pós-doutorado na APPC e agora professor assistente na Clemson University, propõe o bypassing como um novo método para lidar com os resultados da desinformação.
A estratégia de contornar envolve identificar uma conclusão, como “as vacinas são seguras”, e descobrir como reforçar essa conclusão com informações precisas que não refutem diretamente afirmações mal informadas.
Por exemplo, para contornar a crença de que as vacinas causam danos à saúde, pode-se destacar os impactos positivos que as vacinas tiveram em todo o mundo, como a redução enorme da mortalidade infantil. Isso por si só pode aumentar a conclusão de que as vacinas são desejáveis, sem confrontar essa pessoa com fatos e números para contrariar uma falsa crença sobre as vacinas.
“O medo de que as vacinas causem autismo pode ser uma crença que molda a atitude de uma pessoa em relação às vacinas”, diz Albarracín, que também é diretor do Laboratório de Ação Social em Annenberg, “mas os humanos têm muitas crenças ao mesmo tempo. pode mudar a mente das pessoas."
Corrigindo vs. contornando
Para o estudo, Albarracín e Calabrese realizaram três experimentos para testar a eficácia dessa estratégia.
Durante os dois primeiros experimentos, os participantes leram um artigo afirmando falsamente que um produto de milho transgênico recém-desenvolvido causa reações alérgicas graves.
Alguns participantes então leem um artigo contestando o artigo anterior por meio de fatos e uma explicação alternativa – uma correção para a desinformação. Outros leram um artigo destacando um benefício positivo dos alimentos transgênicos, seja seu papel em salvar as abelhas ou acabar com a fome global – contornando a desinformação.
Como controle, alguns participantes não receberam um segundo artigo e outros leram um segundo artigo sobre um assunto não relacionado. Um terceiro experimento testou um artigo de desinformação diferente – um afirmando falsamente que o milho transgênico acelera o crescimento de tumores em ratos.
Resultados
Durante cada experimento, os pesquisadores mediram as atitudes dos participantes em relação às políticas que restringem a fabricação de alimentos transgênicos (marcando-os como bons ou ruins e úteis versus inúteis), bem como sua intenção de apoiar essas políticas.
Eles descobriram que tanto o desvio quanto a correção levaram a menos apoio às restrições de alimentos transgênicos, o que implica que ambos reduziram o impacto inicial da desinformação de que os alimentos transgênicos causam alergias. Esses resultados foram válidos para atitudes em relação às restrições de GM e intenções de apoiar as restrições, que foram menos positivas.
Vivemos em um mundo onde a desinformação se espalha como fogo. Ignorar é uma ferramenta que os formuladores de políticas e figuras influentes devem usar para combater essa desinformação, dizem os pesquisadores.
“Existe essa pressão percebida para desmascarar a desinformação, mas também podemos fortalecer outras crenças e considerar a desinformação dentro do sistema mais amplo de crenças que as pessoas possuem”, diz Albarracín. "Ignorar permite que você trabalhe do ponto de vista da conclusão que deseja - destacando as crenças que a sustentam, em vez de se concentrar apenas em contradizer a desinformação ."
Mais informações: Christopher Calabrese et al, Ignorando a desinformação sem confronto melhora o apoio às políticas tanto quanto corrigi-lo, Relatórios Científicos (2023). DOI: 10.1038/s41598-023-33299-5
Informações do jornal: Relatórios Científicos