As dificuldades escolares das crianças desfavorecidas não são sobre caráter, atitude ou falta de 'mentalidade construtiva', sugere estudo
Um estudo global realizado com 240.000 estudantes desafia a convicção política generalizada de que colmatar o fosso acadêmico entre estudantes ricos e pobres depende da melhoria da ética de trabalho, da mentalidade...
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xkv6jqocdYz3J8mYENa5w+QVPW4i80Zym1zdVFTXyU3DuIVAPhYS3prp/VOnlojB5rWVL66tnqpDd8sjnk/NBTQLC1tRzS2XSXCwKIuXJLqQOS26LkoPVQMCeSFpeFhSROqq2Zri+FoEV3bErOuudhdSw2UQQUkIe58vfLWAku6AJLPbgUu34y+TO1p7OO9yRu8qOyqJLS4hoB0F/1U+l4Kx6pytjoXR3AJkncGtatNQey+LR+I4k+R1tWwiwHzWRuC+RlFsydJDTvndLmc6TdrnG5v5dFbYZTxUrJZHTB88hu9xNzbpdbFvs+wRkYEfvA6jtN/VP8A8E0jIg2JwiaDfTUlI7PonYjJVFJTyyNMlOMtvD1VfUOZLI50tOxlPGLZBu7yv0W/bwpTsaLyPkdzc87qHiGAU8dK/LGXnp1KiM8MfasYPNZpZZXPJPfmIDr7Bo2ACjip7B1hIe0aDksbjNe9/VWuKYTPBO5oFyRus++mlYX2Fsuy2QkmuyiUcGioZaKaVlS8tiqCXG2/eHNR8fhLcahqMpDJ47ixuARoQqmnD4g1xALSbkKynm7aipW3JySkXP5UMehfqIsYP2IT/wDq6ZT/ALIKVRQe81bI3eEm7lm+T0OcLJs8DwGKagY+RpeSL3Ko+I8MjoKgGMZQ7kvRsIgEdGxo2AWd4xomyw5tnN1ar5R9JyadS3e0zz0otLTPqpxE3coSv+GqZrpXTv22CoSyzqWS2xbLnD8AghawvaCbKVLg9NJC5uQXugYrin2fT6bnZVWHcRSPqmxy7ONgrsro5yjbNbyDjWDmicZI/BzVJuvQcUhbVUMjDu4LAPble5n4TZVyWGbdNY5RwyThtIa6vihG17lesYbRMp4WNDbWC8xwCsjpMQDn89ivRocUa6nBDlbVjBi8Q3tpLonVtNHNTuGW9xqvJeIKH3HFpGDwv7wXpEuMsjidd1hZee8SV0ddXDJrl5q1NbkV6GM4tp9FHoJ2jyRJ3CJjXcgUB7rT38gnyQy1cYijFyV7Ct4im/o87qY5nL+yXTcRCn0LlYN4tblHfCzMvCuJXu0E3Qv8KYsTpay4tl9W7osVXHZrRxY38YRDxfGAAXrIf4UxUHLYBPHB2LnUkKt31fQ3lfyas8XMAvnHyTzxlHbWS6yJ4RxRpIukHB2Lk3BFlDvq+g8r+TWHiyO4790Q8VREW7RZD/CeKg2H1SjhHFwb6KJXVfCBVP7NeziNhI7+nVPk4iidp2gWPHDWMA2ACcOF8ZNybAc9VDuhnoPK/k1seONJ8YsiPxdrtBIFkY+HcYGmgA2R2cPY0NXFtkjuhngPL/k00eIgOHxT9UT3ts00bDKTdwWZbgeNdWKxwfBcUbikL5y3s2m5sldyb4J8v+T2LAWZadpV6BYqrwaMto2X3srW+iWDzyTjBx0QpJbBdJJlaoT33KlsBXvzFCO64mybuoIOK5ckJsggRyaEt7hIEAKkK4pEAcFy5cgBClC5cgBEhF0pXIAYAlSlIgDkxPKRKwGrilKaVICFclXIAyjVIjQGo8a81E6jJDTZHYbqO1GBsrUIwl7JrjokLky6Yga87qHKVJkO6hSuUMADygE3Kc91io5fqUDwFc7Wya095Be83Kax5vqkXY8+hakixUOkPxfmpFQ7QqLTm0gK0y9jM8fcarDTqFoYbZVmsNOoK0MB7qopGs6CutYrO8Vx5sMltvlK0RVHxL/uyT8pV77Kl0fOc1/eJL/iKLF4U2q/e5fzFOi8K6y6QsOxT4kViH95PagddhEqaN0t0DoVIuuuQAoOq0PBT+x4hE7XlskVPI+MjcHQfyJWe2VhglaMPxukqXaRh4ZJf8Du6f5pLU3BpDwaUlk9orJaXEo46yeK2JxxdkHg7scQbeeqm01I4RMHOwVL7sBVcyC4aj7v/wAK7r6iSCnEkbSQBrZcuptrn4NFkYxfHyHdTOa3WxCD3mHyWYPFYD7F+XW1ydijw466Yktex4G5aVcljkrwaMVDrWThP12VZFVCVgcnCsha6z3hNlCtAcTp2VEzHtbbqq80ZB00C0TBBO0Fr2H5oFVS5WFzbW8krimSZOrbIwGFxv0VZxDL7rwtJCzeZ7Wn03KvayLI/tHddFl8focVxoluG0M1RS0IJmkYNC47gdbBPVH1FcmY6+gSG100HpslJ0W0g4lIm31TuSkY66S6RcgU69xZekezmOFlJJXSMa+ftOya52pY0dF5utvwLV5cPrKf7zJRI0eRGv8AJZ9Ss1ssr9x6s2qa4IjZbg6rPwVDy1pB9VZRS5m2Oi5qLmid2+VcKi6hl4tfM23MkoXv9BFIGS10DXn7ucXTJMgsC8jUc0GXvtUiJ0E0YdHKxwPQ7pkkdtk6QhlcSpY5M2bxOOVvlqslX0EYlDmgZbDdeiVuGiaI8iVgsTgfHPJFzBtY9bJ4cMiRSOomtIs7TYj1Q5YjHSu6du0j1IU6qidGW2Othc9LIFSLU4adQXtI8t1emFSxNEqm/ZBS6WV0VTG5u5IB+qBTx/BCIwlsjXfhN/oqvk73aPYsJeTRtHks1xnUOZTAje9imYbxJFFAM8gFwqPiHF2VzOzYc1zdXymnE5FOmnG/c0Z4q+4anHbPhcdBqqNEpal1NN2jBbqqE8M6lsd0Wja4phIxKnFvENlW4fwy6KpbJK7wm6l0PEMT2sDzbRSpscgZDcOGZXZj2c/9aK2HYpM2mopH82jRefvdmcXdTdXGL4waxzmMJDOaplXN5Zs09WyOWScOpTV1jIr6brcUOH6NBeQxvK6xWF1QpK9kh2tZbGhxeEyNaTumra+SnVKb6LmfB2PptrgheaY1RtosRcxvhOq9PqMWhjoyS4BoC8vxms99r3vGw2VyxuWCjRb8vcVcgvMOivuHImuqyCFQSutNr0Cv+HJAaw2XrZfsv+jzt/vf9m6FNHl23RYqKPL4Umc5AjNmDG3cbBeRl2Xg/c4s3hH0UhlHHbw8lHdXxA+IIzK6Mt0cFD4AaaOPN4UQUUWXwoL62MO8SKK1hbfMEYYDDRR5h3UU0UVvCgOr42uHeSnEoQNXo5yB3uUWbwoho4rbKMcUgv4wudisFj3wofYBW0cWcaJ7qSLLayhNxeC/iCV+Lw28Q+qV9gHFLFmGiLBTR9qLNVa3FonSZQ4XVpQSmSQHkmS5A1dCzJABbkjyPyhRoZgIwPJNkkzLZHoUSSXMUC6cdkxBBx1SFKuUkDQuSndIgBFy4rkAId0ickKAEXLlyAOXLkiAOK5cuQByQrikQBxSJUhSsDkhSpCgBpXLiVyAMq1GYgtR2rzcTqsMDZEBQgnA2VqFYS6aSkumkpiAbzooU2uylSOUR5SsCK8G6F2eqO8i6E54BUomBHkjsUwDVLJKM6ax9yUvyNPoFUN7qZE0BzUSdwso8L88wHJaJewoj2abD7aLRQbLN4eLELRU/hWegezoO5UXEpaMMlF7HKVfEXWd4qYX4ZIANcpWl/BSfPVV+9S/nKdF4UyoFqiQHcOKfF4V1fhCw7HHdPbshndEbsgddjwlSDdKgc5cuXIA5KRm0PPRcuG6APbuE6uLEeDqKplka6qEfZTG+pc06X+VlpoLGEM55V8/YHV1FPi1EyKoljifUszsa6zXd4bhe6sqmtcddMxWOdeJF6e5FHxFwTTYrDI0wFoebl0OhuqrBeApMKLeykmDRfN2hHeXoLK5jW3LhYBBjrI6pz3Me0sjOpuobaW0jHqzghR4QyOisTZ9rLIYlHWQzWZHo7NdzuVl6NUOi91u1zSN91BFJT4hERKy58tCEuFkjL+TyHD+Lax074nUckbmHV1jay2WHYrUVbWktIa4ag3Wj/w5RsJfcu65gmVMcFOyzGgWFrqZd8IF/ZR4pKwCMOBOU3NlGxDiGrgoHmGQQwQxmSzBa+nNEc2SeXvMdkcbDLuVi+Lcbjke/DKMtc0H48jdtNmBJCEpzwi5KMY5ZlLknM4C7iXE+Z1SFOC4roGUGd0qQjVKpA5cFxXAIAcr7hGsbRYnUOe0va6AgMG7nX0CoVYYFU+641Tvy5nElrQepGiSa3QaGi8PJvG41iLG/EwKeNh1Dg6+iusLxAVNi3MAdwRqF55L/jKuLZo5awvdKWmnj7oDeRXoHCeEYlDURSYg4uLoviXtfP003WCyraspotU85TOxeinnblfM5sJ3sbLK1GM4Dw/KezwqStka7K6Z22bpcr12fDoaiPI9oLeixmKcG089K+hfE/3d0pla4DVrvIpa0k8y6IbbWEV2H8Y0FZEzNQyUud2Vr7feG4WzwyR0sTTnMkZ2dfVRMC4fo8MoYqWnpLxxnMDLrZx3OqvxCyPUNAPOwsnko5zEjLxhgpYQ6M3WBxajdJizmWOYvFiB5L0CV9gqUUwlru0+91Sv+ARUxYJRYa5lfXxipqJDlgpj4S7qfkqnjCGSqwyollooaepomCpY+AWbJFezgR1F7q5rG4tT42XRyMe2nAJY5mYOvrvyXcZ1LW8GYxVPblfPSsiHq42sEkJSc0sluFFZPNocYaIwLhO+1WfiWZYCnfNdDyojrWSRpPtRuW2bRN+1GfiWdueqQ36o8qI35kzSfabfxhJ9ps/Es6u+aPKiH5s/o0IxQDZ1krsXzC3afqs6AUpZ0KPKiL+ZP6L/AO1W/iSfabPxLPpLFT5UQ/OmaD7UbfxI0WOmOzg/ULNJpBR5UQesk/g1lRxNNOzK6TT1UFuJB7rZlQ280SD9qraal5iEeslGLwi8knzHMtHwi7PWu9FlfuBaXhBxFc6y9Tav0n/R5p2uU+fs9LyfDCjV5McNx0R2uPZhArxmgsV5CXuNyMNWYvLFO8C9geqssNxB87A8nkq2swwyzucDbXVSaSL3dmXmpsjlLA0ZJdkurr3NfYHVHpqieRvNRGUzqiYOtoriGEQt2Tw9PBEnnor6x07GF2t1l6zF6+OYtANh5rZ1Dw8ZbKsnw9rruLR9Es+JZGi0lgyTsXrrk5iD0uok+N4i02dIR81Z1kIjqg0N3USqpGmI5mnPyRlbiyMFgiMxevdq2Rxv5pXYvXNGr3/Mq0waiEgN26+YU6vwsOjIaxEprdjAu1YKzh7EqifFQ2RxIPmvZMGYBCw9V5NgWGPp8Q7TIbea9ewhhEDL9ESS38FbL8EMYFwN00+ELi7K26uEFSHdCZOHOIuiKSBFyWyRSAh3SJyQ7oAaVyVIgDly5IUAcTZJuuXIARKuSIA5cuXIA5IVxSJWA07py5cpAQpCnFIoYDbXXJSFyAMm1GagtR2rzcTqsIClzJq5WoX5ELrJhelKC51lJIj5NNVCllsiyv0VdNJdKxGLJNZRJJylcSQhWuVZGOQixuZxdcogcQUmWx3T2NU+XyTOXAKZ3d9UymaWyAhHnj7qSnA7S1tlbOOIlEJZZoMO8QutFT7LP0G7VoafwrLSW29BuRVJxL/u2X8hV2qLiZwGGyC/3StTKD51q/3yb8xTodk2q/e5dfvFOi8K6q9osOxT4intOiYd0rVBauwt9Eo3TQlQOOXJBulQAq4b6rvVbr2ccG0vEc1XiGJBz6Sie1gp2usZXkX1PJo09U0Y7nhESkox3MxlIZPe4nQRPmdHI1wbG0uOhB5L1+oq5GyOIB1N7HcXUyt4losMhfT4bFBQsYcpbTsDdvTVVzmVXYxVdWwtdUd7K7e3IlJqK9qy2Gmu3vAGoxeSINjddrHEAuO31VlV0DJ6VjqWp7PTUxPtm9eqSmoo6uFwma18ZFi0i91iq/hB1BXOmoquaOO+jSS5o8iFkSUuzWllmoBxdz2WnaGxnwuHiCuIMRkop2Cd1y4anbVebMPE1HMwUeIRykbgscQfUHZaOOlxSr7ObFZ4hKNo4WkAedyolHbzkWS5NrLikZF841Wcx7G4aHD5ap93MBDQ1u7iVClc+M5S8kXsFjOLMVbV1DKGFwMUGryNnP8A/hWxhuEk18FhjfHDajDDQ4WyWPtBaSZwykDmB/dY1tgLBNSjZXwio9FbbfY9ddNulupAQpLrkiAFXXSLroIFRIZHR1ELx92Rp/VCSl1hcctUPok+gaPDoZmNkkkkcDY5Q6zdvJS4q2mppiyQtY7ZrRyCgYTWtmw6newizomu/RUtbgr8QxcTxzOjnHhdfS3ouTNYeDSllcm1jrIKguMMzCW7tBFx6hNp65kr8rspOtiFnKThGBsoqHTuZOdHvh7rnDzKu5qGOCFhpg1jmDQA7+qlbuyGo9FsCwiwQpNNioFLWOe0EjXmPNHMoO6sTyI44A1Du7bqoUMoZJe17nQc0epfYE3VFVzzRuDoH5ZGODmn+6SRKRpYIOxbNK+5lmJzC1rDkF5p7VsYY2mpMCjkaZXSConYw3DGt0Y0+dzdE4s9oeJ0D20NI2FlS6MPkmIvkvsAOZIXmFRLLPO+eeSSWWQ5nyPNy8rRRT1Jlc5fAsfhTl0eyctYAyClSpikUfdcEiVQMdfVKXJLLkCiLly5SByanWzbXKn0mC1tZbs4iAeZCmMW+iW8dlcnwftAtLHwXVFt3uP0RmcJuhdd1ytdNE3JMpsmtrKj/hhafg23v7rhRxgob3SFbYJS+5VGYDQr0VkG6ml9HB81bzfNaOzCDWD4OnRR2VhDQBqnPqO0ZYgry70Vm7k6HmxM3IZTK5obpdIaeQkWCuDAwuvZGbEwNtZWfhtB5yK2jiew2N7K5ZCHixUcMDToFIjkyEJZ6SXaJVqFGGMLrlFOFRvbZOdV2CdHWuWd6ez5G3orncKUssuZ7blHl4bp+zsI2G3VWsUr5bZQEZwlA2VEqXkZTZmm4DDELhgHomPw1h0sSFo3A21ahOY0G50SOp/A2/BQxYe2MizTutdhrQ2MAbWVcBGTYObdWuHDne6sqrkpckOeSwdyTXatITzukWkQgmF4cS3dEi7S+t1IO65SA0m2qEJrvy2RiLiyZ2TQbhAD1y4JDugDim3F9TYp191ClimdLma4hAExIQojXzCQA3ICI6pySBpG6ACrgmCdjnZRunpQEK5cUhJQAq5BlmETS51gACSTsAodDjlDiAAgma65sLHQ/NThkOSXBZJCuCVQSNXEc0p2Q3vyyhjeY1RnBKQ4EX316JXMc0XNh80kccDgXyzZHDYAboTmkkkOJHUqNw2EOzDquTeykcBbZcoyw2oy7UcIDUcLziOmx647JFxV8RGCcUFxRngoD2lWY4IyRZyMpVbKRm3U+ZjiFXyRPLtlHltlU54GEhcxt3JOzcOSfG1xfstEKWVxsGlupRWMAIRW0b3G6MKN+iZUyyNOawQ6mwjKBSvDpCplVAQ0gqtp7sqCPNTdFqBVVL1Gqw8XIWggFmrP4cdrLQ0+yw0mmzoKeaoOKGF2GS2H3StBzVLxJ/u2T8pWh9lJ831QtUy9Q8p8XhSVv75N+cp0PhXVXtFr7OPiTmpDulapRb8hAlG6QJUDCnZKF2g1JAHmrTCeHcZxzXDsOmmj27a2SMf8ztD8kJOXCRDajy2VlwNTf5C69s4CwmfhTCI4sR+FPXu7WaPfsQRZjT5gan1VPw97KZqVzMQxeoa+WFwkjggJazM03F3nV2o5AepWyrXmshE1zmJLiR1Wuilr1SMd9yl6YlTgnCDaGplrcXDZXslcYoRq063D3Hz5BExuV00shvfr/RTIK2Srp/d3OvKzYn7w6Kmq3lxdGQQ4HbzXO1sLFLMujVpZRxx2DwjEWNqOxkNj5laR9NSTDM4gg9CsBUQuDg5hLS06IkWJ10NgHkhZItfJsNjNhtJGO0sBbVU9bVsLsjBtpe6q5cSrZ2ZXSaITbsBe6999SoclkRnR4oIOKsOwySAOdOc5fKO4W+nNU3tE4ajwbEWV9DHkoKwm7GnSOTmPQ7q4ia2uxbBXZfjQTuc021y21Hotjj+EDiHh2sw4W7Z7c8J6PbqF1tPFWU5MFljhbyzwJKnTQT0tQ6nq4H09Q3R0UrS0j5HdNVTz0zTFprKESrlygY66RcuQQcuXLkAcu5LlyAPVeAq4VuERQufd8JMTtfoUXGcdr8LmdBh1M+as5DJcALAcM439i4iTIctNMA15/CeTl6HLUTVwM0EjRKAC17Nb/wBwsN0Ns9zXBoqknwyLhnEXFdXLG5ou+QG8MlKQ1h83aWWkgqsfncc8eGvLLdo2CZ5v5XIss86sxieURyyjLsS3QkLU4cGxUzGtbkA1PmUk5r/FDyS+CTHNEyPkxx1LSdk19W0cwVBxMRgZ2EA8wqs1WXd2nVVxyVtlrU1Ie0gKG5oyl5PmVBbVdtJlYSSpc4PukjST3mEabhM2gRh6jgys4kxKtrcPxjCZpXSE9h2jm2aNu8RZZHE8NrcJr30WIU0lPUxgF0cjeXUHYg8it/wpgMtFxH2sNT2tH2TswIs4OuLXHP5L0DHuGKDivCmUeIB0csdzTVbAC+A/1b1Gy7FdcZ1qUDnSulCe2R8+R7Jyk4lhlXgmIVFDXRvZJBI6MyGNwY+xtmaTyso2lrhwKqcWuzZGSayhqRKVyCDuS5dySKAFXHZcuOyAEXLk1SBJoGtNbHn8N167gkNL7owtDToF42x5YQ7mCtJhPE0lIAx5NvMqPMlW8pESjlYPV3sZl7oCrp2an+ypaLi2CbRzwreHGqSYayM+q01eKKD9SM065YaID47u1v8ARFgjDXBWbZ6OTYxn5p4FLfTJddJeM0SWDmPQT3ZQyMaIoCVpi5EfVPBj/EFV+fS/kf8AHmhoGqeBolGT8QTu7+IKfyqn8h5U18ASDmT7J+UHXMEx5DRoQpd0GuwVUvo5oBdqpDYmHZqDE8O3aD5qYx7GjwtWe22Pwy6NUvkPSzNh0c1WDKuFwF2qndUxA94fqljqqUnU2+awTzJmmNeC8z07m+FR54oXt0URk1Kdnn5FGbJB/q/UqvYxtgyOnYw72VpRNAGmoVa8xvJySXNuqs6FpbDr0TQTTEmsB3HVJdOITVcVnLki5AHFckJ1SXQAp3SLikSgKuJSLlIHbpj4mPNyE9coAAKZrXZgipyQoARdzSLkEmb44qjR8JYlKDa0DgD66LD+ziWNnDsLZbh9yQbq79rdb7twe6nB71VK2MDy5rIYPVCgkgpmHuxxNv6qJSaXBdpKY2Takj1qnxAtABdmap7KuJ/PXoshRVglaD5IXEmNfYvD1TWD9plysF+ZUKbZrloq11wbhskbx3XtI8jdMdCDKX5rE6Lz/wBmeLSYjgT46mQvnieTcm5IK3zmds3RxDm7EFO4to5zltm4MFUFsAaXSsYSbd42S3dbTZZ/iamrGGOeUh1O1w06FGw2vdVTdm9gAa3Q9Vz7tUqtR5MjTXU7K96L9k8zG5Q3QdbLlBN3a3XK7exdqKUIwQmozdwuHE3PocuAulShaYFTGlqaY7jZGAulI0WuESqTIEsQ6KK+AE6BWb2qO9q1VQyZpyILqYdE6KlbfQKVlTmCxWuNaRUpBY4BkGgTzEA3ZEYQGrpHAMKGiWymrm2BVBGP8471WjrdQVRRxfGc7zXO1ntGofqNDhu4WipiLbrOYfqQtBADZcujs3WEo2VHxK4Nw6Un8JV0QVR8StJw2YW+6VsZSfO1ZY1cx6vKWLwptWMtVKP4iljPdXU/xFr9wp3Tmpp3Tm8kIt+QgVlgmB1/EGICkw+MOda75HGzIx1cf6DUp2AYHVcQYo2ipu60d6ac+GJnU+fQL3zh7CKDh3DWU9FEGga5neJx5ucebirq6nLllVtyhwuym4c9l+EYS1k1e0V1Xa5fK27Qf4WHQep19FtmCGEARxgBosCdbenRAFUw6vcGjmSnyuAYCCHA6ghbIQS4RhlJyeWDkne9xLnWAKppwY55Galp77bdDuFYXvsVErg9sQnDSTESSBuW8/0V3XBWVMsQ7TtGGxvdPqKT32ESgWmb4m/iUiZgsJWEOa7UEbILXuY67SbquypWR2yGrscHuRSz0gA8Jt6bKGKQW0cVqJYPeBm+9zCgPoGZzZxHkQvP36adMsPo7VN0bI5XZUNpwNRy0QnUU87srQfNaBlJGxpB/ROieyn1y3VEYvJZLgrsHwh8GKCeYeBlmBaqEiM3BUZjX27aRti7YdAuz53FrTZek0tW2tJnDunvm2WeJ4XhHEVK2nxakZOwi7S4d5p8nDULyfi72XV2CsfW4N2lfh4F3M3miHnbxD01XrNKXNpmsfrZToZiy1jp5qbKkxqr3B9nywNb2NwNP+vNIvauPvZ3T4xFNi2BxMixBozS07dG1A/o/wDmvFTcEgggg2LSLEHnfosE63FnQrtU1lHLly5Vlg1OSfJIgDl2nmnWVjguAYlj8zm0FPmjb455DkiZ6u5+gupSbeEiG0uWyuZG+aRkUdy97g1o6k6Bex+4RYLh1DRU7GtFNGGvdbV53Jv6qpwn2WSQVNNV1OMtzRPEmWGnOU21tdxufWy0dY4Sl4dyJF+q0xpzFqSMtl3qW1gqWelqmtkZK3Xk4WIUmbF6eFnZxOBLfE6+gWPx8V0LYJ6ZzyyG4fG3cN6jqqUzyYgwF0xk/hP9lybdP5ba+Do12KxZXZpMR4jikkLYyZD0bzUNj6urcCSGMOwaoNNTBun3uiv6OJgYMwWeeIrgbaS8PpTGLkgnqrR7Ra4F+qh04toCLK7oKMzgPePht2B+8mopldLCK7bFVHLCYFhcdHHJMWjPMb6jYdFY1M/ZtyjVxOgHMlc6QMaosDu3rw4+GMZrefJenppjXBQXSOFZY5ybZeAskpxBM1skZblLHsDgfkVlsU9l/C+K3khgfh0xGj6N+Vv/AKDcK/EmqMJ8uyWVaY8LJR6Z4LxTwFjPDEr5Hwuq8P1yVkLCQB/G3dp/TzWWuDqCvqmOrGrTYgixB5ryT2kcBNpc+PYJTgUpF6qmiGkZ/G0dOo5LJbTt5Rtq1G7iR5jcJEm4uNQlWc0nLlyagkW6RckQBydYc90NLc25IAeJHNBDXEfNCdiFTCe5KfquOxUZ4ubJkkym0nw8QV0Z0kd9VNj4ur2ffd9SoFLTB7AT0VjQYTHU1IY4iy1w8OU478GN3qLwHZxtWN3cVJZx3UDcq4HBdJJEHEC/kuPA1KRtrZZJaWtfBb5jZBj4+eALlSWcfjnr80x3BMH4OaV/A1M4aAg2S/iwDzWSG8fM80RvHkJ8VlSy8C6kscQgycDTM1a8+aj8SPw2HmGlZxzSD7v6ozeOqI7g/VYl3CNQ06udbySO4UqA27ZHD1R+L/LDzTbnjOilHMfNRJuJqd7u5M5q85rKSeidZzim09PPUO0cVH43PDG8xo3MvEc7bmOscBy1UY8X4rHbLWXHos39j1ttHlNdhdc1tzrbzVqrkvkPNPW+AsWrcZMj6qYOAflGi9WpwGxAeS8p9mGGy02HRvlFi5xcvV49I2g9FTOTjIjOeR5AQzun7ofNV+bIDkhSrlog8rIjGpE9NO6kgRclSIAVcm805ACLlxSFACpCkXIA5NcbNSk2TXG58lKIk8I8o9qbnV+OYThjTowOnk8liKeszV8jw7TNYegWq4unEvE+NVzjpTQiGM+dlgaF5DgeZUT6NWgeG2en4LVl7QFS+06scaKipQ7xPzOCk4HJoz9SsvxnVursdijvcMbdUxfJ1beYmj9mlWaSrezTK9my9YpcRhlOXNZ19ivHOF2mnnDhoWtXo2GxmokAtt0ST1Cqi5y6RVdpK7IZl2H48xEU3C1Q9mr4y13oLhZ/C8SElLBUU7zlcLm38lO4wh7fh3EYASR2JN/TVYn2f1QqIRQyGxHeZfovN2Xy1tb1HTi//gWiKq9B6XFjkOWzonXHkuQYqaGJliASuW2t6yUU8orkq8jWo7UBqO1VRHfQRKEgTuS11lTOCVIuK21lEhrrdVHksjOBsgOC21mSwGTZIH6rnBMtYrXFcFCZLa/RMkktzSN2QJ3WStDoSduZoVe2DxGytPHECgtj0IsuZq45iWVrDHYd4gtHT7LO0QyykLQ0x7q5OnWGzoTfBIO6peJP93S/lKuiqPiN9sOk/KVq+Sk+dK399mH8ZXRbLq0XrZj/ABldCdLLqfAtfY4o1NTTVlTFTU0ZkmlcGMYBqSUEr1P2eYFBQ4W3HalpNfPdtM1wsGM/F6lW1VucsBZYoRyaPAMEp+G8KjoYiHzO79RJ+N/9hsFoJXkRMHOyq6W88oJDr31zclPndd9xy0C6bgo4ijnbnJ7mMqnB8Aa46EJ+C1b5KJ0MjsxY4t1UOueRBdBwWS09U3+Np/RSlwJnk0LG2J7yV/19VGdIQbhGa/O3RDJRUxkUdWaCQ2hlu6mcf1Z/Zc6B7ZbZSLnZScRohW0zor5Xg5o3jdrhsQqWQ4zXsFNK9tLCG5JZYgc7z1B5IJI+McUU2Fymko2sqq/Ytv3IvNx6+Sn4bI51C2SrkfLUyd5z5HAtv0FtLKNR8H4fTUz4mve4SXJfzPmSoR4Tqo3nJVkxNOaNrTYkpnXCaxIVTlB5iahlM2VlwLA9EPLhsFZFFU1kDah5vFC54BNlm8Qx6twjDPs2OQS1rrl8m/Zjp6rCVWDV2IASOdI8g3Di7UHqFir0UYycma56xyioo9qqZDc30d0VcQ7tMwOqxXDXF89PKzCcel7o7sNW/f8AK/8Aut7Tw9pPGCQR47g3BC3R4RjZaM7kTb721RY3tDC55sBrdR5XWOUHRQcVqTDh0tidRlS4yHRMhxRrnh7bht9F537TuCnmWXiXCo80ThmrYY2+E/6oHMdfqtJDPne1g2C02Hzh9OxjrGwykHUEdFXdTlF1Nriz5jBvYggg63CVa32g8J/4axvtaWJwwyrJfCdxG/7zL/qFkly5R2vB1IyUlk5dbyXK44Y4eqOJ8bjw+AlsI79TNa3ZR8zfqdghLPBLlhZZc8CcEycUVLquojP2bA6x3Amd+G/Qc7ei9zp6OlooI4o42ZYxla1rbNaOgHJRaWOkwnD4MPoIhDTQNyMYB+vqVznmTYlbq69qObbZulkPU1YZGbFrfRefV876TEZGyG8UpzMefunoVr5mEHYqkxOjbM0gtBvyVwiZRSv7UWIvdRfsSGdxe+PsnH7zdCpJp5aWQRud3XeB569CpbYH6XJuUkqoS7HU5R6IEeAZHgw1BeejgpcNHVmfsW05lI0JjNwPXopr5Pc4haz6lzS6OM7utufQKFNWYjiELoz/AJZhd3sgAsbaOICzT8Oqn/BctdZDh8mgosGEVpKx2o1EY/qrQzAaNFgNLBYOm4kx3CY2trqf7SpwNTe0rfQ8/mtPhmP4Ri7R7vUtjm3dDP3Hj5Hf5LVTRXStsDNbbO15kTXyl1y51mC5JPIJcKu+mNQ5paZ3ZgDuGDRv6KDiB98rWYRAfF8SrePuR/h9XfyV22zALACwsB0VzfGClIdewQnykbJJJEIeK/JIMFklyRtJ3JRqOuLZDG+zo3aEHZVtdJbsvzJsLr21UNZyGcHmvtE4LkwSvlxSgiLsKqHZiG7QOPI+R5LCFfSzmw4lQz4fVgPjnYYnBw5EL5yxKgmwrE6qgnbaSnkcw36A6H6Ln217WdPT271hkRcVyQqk0HJq6647IARdcLk0oAUnRAduPVFOyEfGnRVaWVKcrRY7hX+A0U9VWtDWuDQdTZVGGSwwFskoBA6rVU3GWH0AAZqeeVq9Fp4vyOPk41z9eMGyjwuTshlzKQMMlyg97ZZV3tQpWsyshkPoAo0vtQu20dM+/mVi/BnJlvnxNl9mSu2va/VH+ypOebZYFntOlbvSu+TkYe1I86WT6oegs+w8+JtBhLr6h31RHYSCLm91if8A+UG/6MgPROHtPB3jPzS/8fa/kPyIGu+yWX1F06TB4sjjlG3RZWP2kQuIzNsprOP6GVpDtFXLw7UfDJWor+TEcdULaSVrowADyCmcD4XFUx9rK0OOwupGOvosecCCLeqbg7hgzCGyEtGo1S2+HamMMrseOpqb2m9jwWlzAdm36JJcDpMptE36LHv487GXK8okXHbKiaOJpN3vDQudN3ReGaFBNZR6dglIyCNrGgAALRgWAVLg4LoWuPNXSpseeWSjk0jVOSFVokRIlSLXX7RGcuXLkxAh3TSE47pEANCVKuQAi5cuQAhSWTlyAG2UeZ+QKQ82Cr5369U8VwVWSPFeNajso65t9aiqP6LKYdGXSBX3HT/87HHzMj3/AKqtwqLMdtlXPo6OgjmOTTUshp6CR4Njlyj1KygBr8blkOrQcvyCvsUl9zw3N5Zh68lW4BB8MyOOpF1T0mzqv1SSL+kc2lLOWc2XpnDsTmQsdze3MSeQK8mq6q2LU9PYAMDQfmvZcNDI2xhxsxzBYj0Xn/G7nFQr+Gxb5enBB4hMNNRSwD4oqfhA+bt15dwbSvp8Vla1pzxOcxwPKy9R4iwjEKuOnNKzP2Uwk0PLqqyl4b91nmnzMY+Z2cm+qwfkwqolDrcUV+7L+Ascj4wQLj1K5TOzpYQBK8ud1XLBHW2xWIt4LWot5BtR2qOEZpsu/EofQYJ6YDdPWusqZ1k7Km3S5lurKJjXNUd41UhzlGmdqt9fRjsBuAshc0rnIWfvLVEoXZIB0UapdoUUyWCg1U2h1SzLETKd+aEI7GaFQMOlD22VowLm38xLYkenFqghXtONFSM7tUrynOi5NSxJm2XtQYmypOJG5sOk/KVeHVypeI/92y/lK0lbPnWsFqub8xTY9E6s/fJvzFNjXV+BIdlng2HHFsZpKFoJ7WQZ7cmjUr2idsMtqcXYxgDYw3kBsFgPZxQZp63E3t/ZjsY/zHcr0SJjS8OO41uujo4YjuZk1MsywS8PiDHSEnuxtGVFkFx5WUaCR7HOczc6W6qUxwLS1x0P6K7tlL4RWVriaY2OoUXAalktVVBu7Q26kVjSGyxne1ws/wAN1Ajxiu82NNvmm/xE/wAjdjvNTow4HcqI2uiay9wPVR3Y7TiTIwl56NSjdFw4IT2gjVAhq3StuWEeqKH31QSczuaKuxzEzhuHl8QvPIezib5nmp5ky69FV1dE7EK2OUvyCFtgLZmkndMhGZ/D8MLh2sjXPkfq9zuZWhgwqkkjsY8htu02U9kLIYwGi5G5PNNc4jYWUtkFXPwnRVN+3c2Rp5FovZWmF0FNhFMaelL+z3Ae6+XyCGagtKc2UvtqLoJJma5zFVmOSWoWj8UgCnA6aqpx052QRg6GS6I9iy6GUEdm5zuVc0kxabclVQ2DGjYgKbHIyGMOebE7DqnkCDcW0H21wfX0zQHF0Zcy4uWvbq0j6WXzsDdoNtTqvpKjrRK50YF2gZneZvqF8+Y3QOwrH8QoSP2FQ9o/KTcfoVzNVXtaZ0tLPKaI9FR1WI10NFRwumqZnZI4xzPn5ea974c4fpuFsHjw6HI+rkAfVzN/4j/XoOS8p9nscg4gnrYjlfS0zspPMvIA/S69hoqj3miFTbK5+9+RGhRRXxuDUWvO0fJIXSDopkMLvFfRVz3W1VZiuM1UDWtp5ALbgjdasfBiz8mklGZV1REHckLC8XZiEAzG0o8QU0gOQBnqykbNG5kgu08huFWRTVeFygVMT6yl+65gtI09D1Hmte6ia/UkWTxBExoAa0+oQNkoMGwmofiH2nX294laWCPlFHyaP6q/bSUsZv2MYdyJGqXPllYedyEEz2qBGWHMb6ZSSSdrHaycR8hJqKlkHegafMBVFZwrh9ZqYw08iRdXh0FjqfJISEoELCsLhwmlMUbi5z3Xe87u5C6mFx6pCUNztEAc43XApq66AIeJOOWEj8f9ESEhrATogYmbQRuOwk/ogz1jYqYOHeOzQNyeSddCPslmrcyZkDNZCcxP4QvNvarh/YcTRYkxpEVdCHX/AI26EL0WhpzGztJO9M/V5/og8TYE3iTh6ahaAKpnxaVx/GOXzWW6GYmnTz2yR4MkOiV7XskcyQFj2ktc07gjcJrjdc86oiRcuQAl0i7mkQBxQXeIeqKdignceqdFVpYtGamHoq8M7x0VhH+wChAd9ek00c0xONa/WwjW6J2VOa1PstkazO5g8iXIiAJbJ/LQm9gsiQxi2yNZdZHlIlTZGLPJdlI2KOW6pCxK6x1IEJJW+F5v6o8dfUxkZnEj1QSzVcRYKpqQy29kiWGSs77R3uql8PYfJJxDRMc24EmY6dFccIMppXOE4BPmt7hOG0RxNr4mNzNG4XntZDbYzpVW+hI3uEt+AzTkrM/JRaGPLEANNEVzHErnTg2WIJp1XHZDDHDdPskVLJyIuslsusr0sLAolkifZIRzCkgakO66/ou+iBhFyWy6yCBLJCCnWXWQQM1XaogCR9mtN0YB8IiyvVfK7VS5XbqvkPePorDJY8s8M40eX8Qhg+6D/NGwanNmAbuKbxbAf8WyN+auMGhDHMJHhF1RZLnB3vD4fpplJxZKXV8VE3wNsSArHB6U9nFGBq6ypZy6u4jnkOrWvsFtMJY2CCoq32DYIi4etlU/hHQh25GHq5XzY3VOB8LyAfIL0nBeMo6TBqcYq0k3yMezmvMqFrp3vlOrpXk/qrKqeamuhpmn4UAGYjqqNZo6dRXttXRzrLJTuUInrUXFVHK1xppC+wsRn2UKfGxM42e1umwXmc9KIMRmcJC1j2BwsVe4Yxzoc4vbLuvP6rwivTxUt2S6qam2sGgdXtkdcOv5lcqjM1riGmwXLJ5C+DUoI2oRggNRwupExsIxFQmogWusrkKkKVIVugZ5A3nRRZDqpT1FkW2oyWAShc0RyETqtcTMuzpHaKtqpO45TZX6WVXVvGRySRfEm4O+7VoI1lsBfmB9Vq4gsVvRYuyMRaqCuabZVT2/5gK1pvCuRFetmyXtRIcbFUvERvhsn5Srsqm4i/3a/wDKVeVHznW/vk35ymsNm3JT6799n/OUTDaY1ldTUrd5pGs+pXWXKQkHh5PW+EKH3DhiijcLSSgzPHmdv0WhDbN0TGxNjDY2CwY0NA8hojsadOi68Ftgkc+Xqm2JrGGgH1UCsqpaOZsl7xu3U2bQ3uoWIN7WnI6hEOSJjaiq7ZjZWPDmHlzasxgkmTiHEhbusaD9SrGje6N+Qa30IPRV9BE2mq8RnO0srWtv0A1/Up30Iuyzmmnq5xDGS1t9T5K/oKOnooQGtzOOpceap6Vwd3ozqeiuKYvLLyaKtjpfJMvmN7ojTyUZrxew+qK5+VuhQA6Y/DcQeSUPbDFd1yTyCA/N2Err8klQ17wHM15EA2TIVkoOGUEc0wuudU5twwB1r21sgSuLXeRUsgWRrXDZAsWonaGyaTc3QARkhLbXVXi8l56ceZKsNtlRY5UiCsgGpflNmjmmh2LLomPrGU0PaS8tmjclOpGyVZFRUuGujI27NCzmaSaUPk8R2aNmhaShsxo7xuB9E7Fiy5oHCOrYLaHQry32pUHunF7ai3dq6dryf4m90/yC9LpyTIDe1jusn7XaQvosOr7fs5nRE+T23/mFj1ccxNulliZT+zeG7cUqNbAxx/oT/Vej4eezg7F2gkJkZ/ULFcBQuh4V7Yb1FQ9/qBZo/kVtpY80DI43BrmC7HHk7+xUUrEEguebGEqjlizWvZZfFiXvDgdAr+KsFTC9r25XtOWRnNpWdxMWeWgHL1V0VyZ5PgfhwfDUNmYbDmBzWqbUAMBJ5c1lcJmZ2xZJ4WDNfyTzWVOJVRhpQct9+iXHLGzwjRPxOMHLnF06OodLrY2USkwlkDQ+Z/aP89lPBA2FlAHF+V7M34lJz+ZFlCk3YejgnSi8jbSPbd1u6NB5u6BMgJWYW3TSUxpBaDfQ2SpWBxTCnEphKAOvquKQJCdUwpX4w4tw8uGuV7VXYb/tGsMzheGHbzcrHGgXYPVAENIZcOJ0Go3Q6KGKjw+KNjg5uUOLgfEpXtZD7LFrxmspUR7wLTqOaqWPLn6aBT4nJJrKHi+Tyv2nYG3DsfjxKBloK8FzgBo2QeL67rDHZe98dYQca4OqGwszz047eO3Vu4+i8DJBGnyXMtjiR1qZ5gcm3S3TVWWHXXXTSuQApOhQTuPVEKEfEPVOiq0so/3c+ihtPfU2If5U+ihtbc+d16nRr9GJxbveySzvWsiujcBcD1S00BfqCrJlFK8Adm8+jStnRnUc9FVbRLbyVwzBKh+0En/pKu8O4PFVGTM2Zh8molOEe2Qq5dYMZlJSEWK1dXwnPDP2cUcjwdjlQJeFMQiaHPpZAPyqd8X0yNrRnhBKWZ8hsh6FaUYTVmPs+weOVy1R38KYgBmaxrx5FGV9hhlCQEwgKwnwqrgv2kJChvjc3QtIKVrIwkM8kAJifld5L0T2WSz1tXUySuLspDQSV500a7L1r2Q0bWYbNM4i75SfovPeKx2y3HS0zzA9Iqaz3CHtHA5RooreIad2zx9VPxGljqaF8biLOFl5bPBJT1L4ru7htcFcpl7bR6Q3G4HffCIMXg/GF5uyRzR4z9Ux9RODdrz9VAbj05uKQn77fqnjEoD95q8t97qh98/VPbXVYGjkBuPUffoj95qR9UwsNnC/qvMhidaDuU8YvWtPNRlhuNRLNiQmcY3tyX0C6OuxKNwzBpCzYx6sB8JTxxDVA6sP0UeoNyPQaSp7WIF5GZSczfxBedM4knb9whEHFUg0IKZNhuPQcw6hLcHmFgm8VkDW6ezi0ZtTZTuZOUbv5hBqHWaAsrT8UieZkUZDnONgAtE8nKM29k8OSuySSwiPM5QJD3lLlKhPN3JmZGeS8VRh3Gsg3IaFY0nwqWWT8LCVF4hiceN6lxGhY0hSKhwiwaoPMtsstj9R6fRLFKM1g0ZlnlmI1LyVqqsmDg/EHjQvblCpMDhAp2k63V1xK8UnCTW/ekeEv+Rqn6K8mRoy2CLMBpE39VOw6kklcxrQTLM67lBpGGXJHuL5nea3GA0kVJTPxGqcI42jRzuQWTxDU+XDC7KNDT3bIjYvgbKVkE7nXY5uR3kU+jY2JuRl8pGirMU4q+2K6KngZlogT3ju4jmprah1KDKHB4a5rMo53CzXq2ehj5q9WUVRUI6l7Xxz/wDoqMXxaKgqRGSS43v5LlRcVRvhxp5cw3cAdVy1afSVuqLYlupmptI9sbujNQG7owXLiM+goRQhBGGy11lTOSFKSkJWysomDfsosm6kv2UeRb6jJYR3ILzYFGeo8psCtcTKuyNK7VVlY7uOU6Zyq6x/dPols6L4sk8OO39VtIRosTw5oT6rbwatCx2Lgti+QUg+MFZU3gCr5RaZWFMe6Fyf8zY/aSSqbiL/AHa/8pVwSqXiQ/7NksfulWFR87V/77N+YrR+z+j974phdluynY6U+uwWbrbmtmv+Mr0H2XU4jhxCvcNy2Fp9NSu1THMkiiUsRZ6I2ItF8wJ6FEblAObu35JsDXS6kaKTJ2bY7OF10pc8GNFfN4rfd6qPMLxEFEleDs76oJBd3QQmgiuRQZ+zqXC/NNsalrSwWDnE6eqBiD+zq3i2yPg0gNHCHeIgm3zTy6Ih2aOhpIqalY4WJ5ldPUmR2RnLohPnfHTMaNUSihznM4bqotJdMCG5nbJ/jdfoukcO6xqfG2wQQLICaeWwG3NO2O1wn/c7MC7iLn0QhFELktlb6uKZCsI0WHl0TJWhzbdE4MaBo5x8idk0PBJFkARrWKUHXRLI3VDAvudVJAUWKzOOyNbiTHHcR6fVaTZp1WP4iflxSL/w9fqmh2LLodR/Ekz257LQ0uYNuf0VFhgLm3A1V5EC1ou5WsVFhG69tf0UT2i0/vfAVVKRcwNbMP8Akdr+l0WE8zeysqumGKcN4jQkXEkD2AdbtIWe+O6JdVLazMcNQdhgGE01wC2FhcOpPeP81dVnaPY4NOvLkouHMDGMuDeKEN6WIaAjyNzRC50SRWEkNN5eSnbPJLN2rCI61gsWk92UdPVJU1kNZTvFskjfG12haf7JlUOynvyBuCqviFzhhklfDpUQtuSPvDzVkeGVy5QWlkd9nOLQc87yAR+ELVYTSe50guyzyL3WVweoyQUYZD2jhECB5nVayWsl7JhdDZzhq3oq5PksSwiSZXE2P0Tw5Ron5m3dbyKOMw0I+fJQAshJjdb5J0kMUr872EusNA4gOHnbdOaNLHmixsORubK3rc3TAI253RAuDG8nXPkkkdlbulIGOcExIO8U8Ac0CjSbJpciG1kEkJgA1kIqKCqgIB7SF7bfJYzgyvldg5pZjmNPI5gudhdbplu0F9r6rzXBGmhr8Rgf4hVyfS+iI9tBLrJtI5gLEk68lZRP7gOw81Q00pLxrpzVxC6+xupfRCZdUUzQQxxux4sV4Lxpw/Lw5xLU0r4yKeRxlp38nNOunovbon5SCd1V+0Xh13EXCgnhF67DwZo2fibzH0WK6GeTbRZh4PAikXB1xfl0K5YjeNKRKUiYk4oJ8Q9UY7ILt/mpiVWlkw5aUIMZFvO6e51qcBBZuF6zR8VROLd7mbHgzDxX41BG8XZ4nBe5UuDUcUTW9jHt+FeVezKKM18kjzs0C3VezZ4gB3uS53id0vMUUzTpoJQywTcOpRoI2fRPFFA3YAfJL20IPjTu3hItnXLcpfLNHAsFBTvmByNPyUyfD4CzVg+iBTSxtffMFImqGvFg4oUpL5I4IDsMpS0gxs16hVlVw9SvaS2MD00Vw4O5FI7M2NxdbZWK2a+RNqfaPHOKIm0FUYC3dY6oZGWE2Ws4wqBNjcovo02WLr5srCAV6el/pps50l6mQSG53WVhgnGOIcOGSOlDXNdrldyVTA/M8qJU6TLk+LctG3RrKwei0/tUxmrmjpWwwl0lhzWqNHUSUvvE4Od4uVg/Zngv2pjhqHtvHANLjmvV+KZWUGGk3A0sFwbX9Gpx4PPsRrn0TS+xsFUs4rZs4C6sMajMmDmQjcXXmriA93qphy+RYwyb7/FkQ3ARm8WU/MBecF+u65rz1KbERvKPTmcUUp3Rm8SUhXlfauH3intneB4j9UbUQ6v5PV28Q0R0zAIrcbo3ffC8iFXKDo4ogrZh94qNqDy2evDFKRx8bU/32lds9pXjwxKoGzz9U9mL1QPjP1RtRDhJHr4mpnDxNSn3c7Fq8lbjtS02zn6q6wSrxHEK6Ngjl7MG7iQbKYV7mo5IlGUVk9c4Xw1r8QNUW6RjS/VbGU7qr4dpjTYQxzx3n6lT5Hd1WygoScUZm88kaUqI8qTIVFckZW+zA8TxW4oD7eOEaqLiPcwWbqRZW3Fcf+1qWTqwhVWLtLcJAto4gLHZ7j1Gh508SPhMOWmjbbWyTjiS2G0UX8eynYdHZrBbYKv4taaiWiZv3tkmcPJpsjujtImA4e+pkjZsXauJ5BLxZjMda4YXROvRwftC377uibiGJnDKA0NL+8ziznj7jVTQRCKLtbXDfDfmeqz1ad3XebZ8df8A9KdTcqq9kCCHzUjrNAzubZoP3QVruF8lThb31Li/sZs7gNyRssZUSvL3BpzTSGwPQLScLVXuVO9jQXjtMrwBffmn8SzKrbH4ZloSXrkHx/B6vF5IaykgNn5i7OdeS5axtQ6eMPpbZB3Tm8ly48PEbq47EujS6IT9X2aVqKEJqK1Mil9BGogKG1OBWqsqY691yS6QlbYFExHahRpEdzlGkct1TMlgF6izu0R3uUGd+pWuLMr7Ikz91XzAyEqZK5Cay/JRJ5ZYnhEnh+PKdRzW0gbZoWVwaPK46c1rWCzAs9y4LanlgJh8VTKfwqFPpKFNptguL/mb37Q53VPxF/u1/wCUq6IVNxD/ALtk/KVYVHztXG1ZOdPEV7FwJRQUPCFC6WGTNPeZ7h5leN4gL1c4va7ivfcAq6J2B0cEE8UnZQtaWxkEjTou7p8JrJlsy0W7Oxc34EjHfwk2Kr6p7mOIexzP+W4TnSRl/dZZp0vayVzp4rgVPc6PFwty5M7IOYO+8ELPldckABSppGnU08L/ADY4gqA+pgLi1tM243vIrYlMjM8SPdSzumDczHNuLKx4dgzUcdS4As7MWKTHmuq8McI3QhzL2a3U2ROEnOxjhuBkTxG+nJilZ5g7om8IavktGESuAteysmgRxgBdT4a2lZ335ikLgTYEaKosFbvclGB00Q8o3G4TxYBSQSIHWF+eyK6Sw3USM20RnkZEIVg3Tg6EoTXWJsmusSSmhyYUfLZwQg22y7PfQnVKBfmgBrz3SfJY7iR/+2omcjCP5rZSgtj0Kx+Lx08nEofUThgZE0NA56808OxZdE3DDkiBsQTzVm3MdcuZQoIKc2cyujAOoBuVZUpYz/tId6MVjFQaGF4Gci3kSrHDqpsNRY3IIIIChmSFw0bJIfPRME7hLHGzLFc2PndRjKHQsGZtFI8nV7rXPROuDEL7IksZhpY4rXDb39VHYbgsPyWePY8uipxAAG4VLW/Gw6opzp2kbmj1srrEWlhPVZyrl0cCTmVpUiw4Cq2VNOXFvxIowyx5ELXQRl87pXhxusLwGA2bFntNviNAHQWXoMD35BlseqofZoDsia43cLBKGd7u6hPDny2aBa26eA2Mb6qCDuzDWgndPzNLswjAKizy2G6iASTvHfIA6FSkDZaiTObCyizyDPkBvZOIEEO91FgaZn5hsghkmPa9kQpQ3K1ISEAMKC8W5oqG4DnoUCiMudLLz/E2Gm4qxJmgEkgkb8wt/vYjcLB8YMDOK45cptJTNvrzBtdTF4mElmJb4c0iAzyHTlqrWkklmbeGP4f43aALP0VRWTQMgZFAxzdiQXXVzSUVQxwkq5XOPJg8H0VskVxLiGzHXYTO/wDENGhT21AgpKuWR5AbC9z3nYCxVY/EYaGPNV1MEbOQbofoqLEMU+24qjD4Q5lJNG5hdsXEjRc7VamqqPL5N2mpnOXC4PFnEOc5wPiJP6pCnPjdFI+Nws6Nxa4eY0TL9Vjzk6WMCHZIuSXQAp2QTcvA80b7qG0XlHqrK1lpFNrwiTKSI2hMBsWp07hcDkh3BcF62hbYJHGs5k2aTCcUqKBwkp5MpA1VtPxfjDm/vrh+ULKwPtHYFPLr7q51Rk8tZKnY0sJl0/ijGTtXzfVcOKsbGn2jKqXRdmTeVX9Ip3y+zSU3GuPQHStLvzNVvS+0fFozeZ0cg6WssIClza3vqklpapdxJV018nqEftUewDtKQu82uU0+1Glnpi0RPjkPVeR3581xeQFS9BQ+cFq1Nn2XmIYmaurmqHEFzzdZ+umuDYrnOJ5qJNqDdaWlFYRCluYlO49ohVY+ITdOg/aqTBSPrsVpqVguZpGt9BzXF8T5wzoaVntfspwYUHDkc7xaSYmQ6fRVvtMxUCopaNh1e7UeS9Bw2nZhuCMjaAAxgb8l4PxhiZxHjbum7InBoXBWZTNLNPiMGbh30YvJJG2mePNe11cObh0i1+4vF6lhFVJ3fvFWY9RFT4I7m6pWjzXEOvsuAd+FTgsyMc3XdOaNEha4HZKA62ynAZGkapwGm6bY3TsptsowGRhASA620Ti0hNA1ulfRDPSOAKPh6TCKioqWwy4s0EsjmOg6JsFTxDXY/S0JpG00csoBMOoDfVY3AmF+LQtJ7pPVbaGhqRKZIayeJzDo4OuR9VlsvhS05EOeOD29rBBAyJtrMaGoEjifReSPxviamZePFhLblIwXXDjXimIDO2ll87EJo62mXUjJKDPUnnoVHeQF5uPaHjjfHhcL/wAr0h9o+IbyYP8AR6t86t9Mr8uRouJ2Z5aN/RxCp8c0w6Fg5yDRVGIceOro4muwuVhY/NvdQq7iwVjImihlbkdmsqJtOWcne0N8IUqMnyaWkOVodfVVnENQyHsp3/cvZV0fFLW6GiqPoqrG8WkxOWMNppGQR66jUpEk+GzXPVVpZTGQl9dM6d5IB5nkEOvrGtaGMPw2iw80J1Y9sRjZDI0W5tKgWkkkDnxyabANWmLhFcM5rs8yXLDs+G0yO1kfr6BabgINlxSeIm/wy7XmVk55JidYZA3zCteD611NxJTvykNccjr9Cq5KLg+Qsty+Pg0fYYjI+QUNTIGB5u1ovYrlqMIom0dRX05ObLNcHyOq5YVXF8tIr8yXwzRt3RmoLd0duy5qNzHBKN0g80votNZWxToUhK46pDYLZBlMxjjpoospUlxCjSWWytmSaIz/AA3VfM7UqfLYNKrJ3a6LVBmdrkiyk30RoGlyAe8/TZTadtiLJ0+QksIn4W20tvNaZvgCzmHi03zWhDu4q7/aTp3yAn/aNUynNmhQ5jd7VMpxdoXA/wA2dSXtJOZU/ERH2dJ+Uq2cFS8RX+zX2/CVcVHz1Xa1s35yuppJKeQSwSPhkGz4nZT+i6s/fJvzFNjPdBXVTwuCuPZv+EeKsWqaoUdXM2oZbR0jO8PmFt8RxSmwxsJr35Gy3yOYC7bqvKOEnFuNxEc16BxXH7z7mM1+zYdPVH5U6/klURsntOl4lwlz7GZpad3NJH9FGqcawFzCGzucTyja5xVbDhLZALNcbqdT4G0O1aG/lTrxKRMvDofLKLE8U7OF0lLBOWAaEi11bcPQVOAsZMRdz3XqGA3Aza/oj1mGMdXUVPlBY+UFwtyGv9FpBFSTula0tzSNykBatPdK5bmZ7qo1emJOqI5ZYxJG64IBAHRQ2B7HWcCCpWFuIphBJfMwZbnnZSJqYPN+S0GZgGEkm10+5SNgEZvc/VO2QA5rgiSn4aCCLojtQmQrIpda6QHyTJbgmyYxxvumFHE2feyOyxF0A6vR4whAJMbAc/JYrFQX41O5rGlzWtbqLraT2BtZed1eHSYnjVdNHPNHaTKMhI2CSy+NSyx66ZWvCNFRUUkzG37oHyVpHhco1FVJb8PJYlmH47Tm8OJ1IA/C7+6DJPjrJAyTFawtvqHOt/JZ34jWaI+Hz+z0QwNpQSZSXeu6aynmla6Q08hiPdMhFt+il8HnNgLC8B8jXkGRwu49NVd1V3QOJOoIN97KY61zaUUJKhQeGymrfeZH9rHE2SEi7XMP3bc/NQXkggkEHnchTw17Xl1OTHfdo1b9FCrJjGLS0lPKTzabErSimRCr4Jp6d0lL33N3BWLr5pu82aPLbS4C2bqqqZHlpqeCC/XVZHE5a2KWY1MgaB3iQywVzKl2SOCBZuJSAi7pGtAPkFuqNutzcHpdZjhylkbhVICwNmkb2ryRYnNqL/JalknZx5XAAjdZG/lGonmZrRpumCTMLu0UGOR884YwfMqVJaNtr95ShGNfq7ZSKaHKbj5oDbnc/NSZZG0tOST3iE7II1bMC7sxqiwtyMHJQIPiTGR23VTu0FrIFCZyRbmkueiG7Q3vZKCDzulAdmuhkXde+ieSb67IdwOSj5D4HsOV1uqw/tEIphh1YWlzWudGSByOq2rbh3l1WY9olOJeEpJRqYJmP+R0Vdra5RbSk3tkZKl4lqKSNjIGGRpbeOR/RTRxNi1U3KHtib/C3VZPCpWyh1KXd7xxX/UK6pWsBFhsudfqbcdm6vT1xl0WUTHzOzyuL3c3O3VxQjI4G+yroHtIGmisoTZcO5tvLOnDC4R59xbTe68TVjWjuyEStPqFRLY+0Cny1OH1gGj43Rn1GoWOOi69Et1aZms4k0JcpEhKTMrhMj76JIv2qbmToz3irqF60VX+0bUP+IANkxj7vCbP4kJriHjRdx37Zfwc1V5iXEJ7qLdRYH2juSidprZdKFsWuDHKv1chwUo1Qw4dU7MBzVqkirASy5Mzjqlzjqp4FwxUhKQvHVNLh1RwSsiuOiizHQo7nix1USd+m6qskki6CYlO74wW99nGEiv4mFSW3bTtvr1K8+gdaUE6Dde6+yfDDDhBq3ixnfm+Q0C4niFqcTfSjYY/VCiwqTUDKwr5+qGxtrn1TiC9zy79V6j7T8Y90w/sGu78jsui8XlqXOub7aLnaeUIxba5LZKTZsH8YN+zvdsveta6xFQ4Pne/a5urGlwWtrIjMGEM69VX1Efu8rmP3CHiUsjQWCOcoK4Zbbp92lISAjCHBuDbrgGp4LSLlISAjCAaQ0bBLYW2S3auzAaXRhACfYckIE9EdxBQdnKua44D5L3hmmdNibJANIzclehQD4Mh53WX4bhEVCHAXklcLAbrUU5s17XWB6dFz/HKPKhW18oo37pMjz6aAKPJGMt7KVKD0Q32ybLzcWBEiZcm4XSRjayNGLFc8KzdyBWyQjNbLzRIYWmYXaEV4u++iMwNErLA+ascngCVHCwW7g+ikGGMt1Y36JIxe2ikZbNWKU3nsCOaeI2+G36IT6eMOvkb9FMCG/UoU39guyjxeBpZfKNlnacCGpzjQt1C2OIQB8LutliqvNFI62hC6mjm5RwOj1ChnD6ieUG4kZG6/wAly86peLq+iZ2bWQPAAAL7jQLluUJpFp7O3dGGyC3dGGy5UTpscuSXXLRErY65SHZJdcTotUCmQJyjyHqjuKizEarXWzPMiyv0KrZnbqZO4BVdRJbZaYyM7QsWr1Z07VV02rgrinAV0XyLYuCXRgNmVzfT5KnpzaYK2BuEX+1iUe4bIbvapsB0UCUhpaSnNxCOMakBeeylYzrtektCdVS8Qn/Zr/ylHOLwWvmaqXiLGIBhr7Obq0q5cleDw2t/fJvzFDifyTqmQPqZHAaFx1QmNuV1/goXZcYRWGjrmyRi7+S9HpZ3V9Kyadve2AXn3C9K2qxmNsgu1eoS0zKeVsTBYZQbBY9T0atP7x0Db2DRYKfHCGDbUrqKnaG3KlSNDGk8lTBGqbKhob9qslcdWkNCdiGHOilM1K4tkFyB1RjBGYhK4WJeXA35clJc5s8LXXOYfqu9p4bYJHEvlmbKWDFpYZGSv8J7rh5rUQztljBBuCLrK1NGA95abA62U7CqqzMh+7otPRSXjtSmkdTouDw5IbKSBg38kQFMO6XQWsUCsj1GhUdpN/NSqkAhRdiSmQjCNILyjscBpqgQi5KkdkTq0k+SkAc+oPVZvCGuirqxjxr2zj9dlopXEMeSCDZUBIgx93SaJrvposWti5VZNeklieDQNo4po/CAeqo8ToXwH4jc0ZOhOq0dK68Y0SVjGyRFjxcELhNHagJwj3MOmaPCJAQPkicX1L6Thid0T3MldJGxjhuDe/8AJLwvCYIKuN2we0hQeP32wyhgB1fO5xHkG/8AytClitMxyipX4MzT8b1UUQirqZsxAt2sRyut5jZEHE+FOOeWKpa49WgrOyRAPsW7oL4DfRgt1V9etsS7Gs0dcuS7q+KaSNxNOyZ4/LZP4Wc/ijiMNqqdhoqVhke07uPIFZqWHKO8Rdel+zvDRRYHJWPFnVT83/I3ZXfl2TXZlnpoQ6QtZUNZjFdK2wAeI2gCwAAQRM6TvucFDxBz21T3HXtXF5+ZXRfEtHpfotceIpGd8l9QWEbpXctkjpO0muTdMqZBS0rIm+Ii5TKRr3uAYM0j/wBArUuMlb7LGmaHPzvPdYLuP9FX1lS6rqS1vgBsi104jjFLEb28ThzKbR0lrFxTfyI/okQQgRgX0HNOdZrddkR5DRa6jSOF73CAHOeESMBw0NyoZd9OqLC5uYAZvmgglyXybprDcXKa93dF1wzNZoEi7GY9xAGir+I6X3zhfEoQ3UwOIHmNVNaDa5CLERK2SJ2oe1zfqLJLFlDVvEsnzrGXMcyRhIe03B6FailnbUQNqGd25yvb+FyqJomw1EsRAux7hbpYqThs7WTZH6RyaE9DyK5M+UdZL5NLTO0FuStad2nmqei7ri1w2VxT2BHVcu6HODXWys40pveOG2ygXMEzXegOhXnRYvYsRo/fMFq6cC5fCbeo1XlYyltyACtWhl+nt+hLo+rJXGO6Qxqx7vkkADnhotqtm4oILKd7gXAGyGAY5CCtO2njZSm9hYXWbqXg1DiNrqyqbzkps5CQUUtdMyGFpL3aBX8nBVRSwCWdwV5wDhQkJrHi9tG3Wj4hZJNCWsGVjN1fZqXLozKGODzSTDjCw6aBQZIwNQVosUPZULiN+qyTp3Xsmq1lkVwyPJUw2a3NdncoxkJO67tD1WmPiU0D0USbFHNNfI0lJKJoTZ7CD5rS8GQtqHHOA6xQOMWsgqrMACs/5SX0Vfix3YM52rjyXdo4qOZdd0+GX4zB1cFH/KSH/CS5JPutW5heIXZetlHfDIfVeyYbh9K/h+5jFyxeVYlO2DFJWAd0FVz8RnIWFKyV9PBNLVxQtac0jgwadSvqbh+hbheAwwtAAjiA+a8K4Bo24zxZTDLeOD4jtPove8XqW4fg75HEANZc/RYrr3Phl8Y7TxD2k4n75xD2LT3Yr3t1WRp6R1Q9oaPvKwMjcYxmplc7WR5tf1QZJHYViLWnUEqpSUVhD4PUMJpGwYIWlgvlXkGPEtxWcW0zFerYRizanDuV7ary7iPu4xMepuo38kVx9RT53dEhc88k4uAKTME+5l21CBzrbJC5/ROzBIXBG5htQmZ/RJd/ROzJQ4I3MNo0Zueida5AC6+qJDrM0clKK5dm34Um7HF8MaWZ25wC1e1vwvCK25kp2tcd+7Yrw/hskY9hth/xAvoKLJKDdoNjbZbfFYRlsyvgzUdsz8vBOFzXLJXsv0eosns/he05K2QAeQK00jIfeo4OzN3gm48k6amZHGXsc8EbLiPSUv8AxLnE8qxrCTguJmkMvagNDg61lWv12Wo45b/t6J34oQsy6wFhuuFqIKFriit9kR3iKPFcTM1ugv8AEUSE/GalfRBaRkqQfCo8e6kO8IWKfZI3ayGRd4RSNAmEd4KEK+xs0eZlllcbwshrpWDQLYgXGqhYrGPs6bQeEq/TXOE1gtR5dI6ziMy5bDhDh2ixmCskqmvcY5AG5emq5di3xCmqbhLtFii2snqzd0YbITUULDE6bFXJVy0REY0pFxXarVDopmDeoVQbAqa7ZQqi1lqrMsirqHKpmkGaxVlUm11TzuHaBWx7EJ1GbuAV1AqaiGxVzFpa6vrZVYuCVEbTBWjToqdjrTtVqx1wnu9glHuG1h+CSsLxBWVEEbuzkI9Fuaw/AKwPEmkbl51fvnaXsMi7F8Q395eodXiVXOzJLM5zehKe4hRJ9eS7UYR+jNJ8EM76p7AmO3VlQ0LpwCArpdFMWs8lpwi8NxdridhovU5CJalrgQe4AvOMLwx9NO2QNOi3mGP7VveBBCx3ZfJpolFz4LqPRoAQ6iSzbE76BHYAI9Qq+qcXVdPC3d8wHyGqWpZkkX2vEWyYaYTze7O7p7O7VCaZaKo7Gdthyd1VjXNfT1lPUnYHKfmp09LHVxAEAm1wV6GP0cNvPJTSsbKwuFieqpnB1PUm2gJV66mfGSzKQFArKcuaDzCnApOpagSRjraylNcCFRUk5BDNiFcROu0EHVBAXmnHZMJ5JRc7qRQcoDhYqE+w7tipzxeyiSaOIAumFY6nOTvWuFOZI3LcBRIQQNeaK0ht0EAKuS8LmjdUWMs7GooKvk1xjd6Hb9VdTd7MouJUxqsMcxo71wR6qq5ZraLqZbZpljRO7jbbKRU+EKDg8hkpmE7kWKsJwMnovPNcs78HlJiYPM2Fs5cbXIt9FQ8ZVLajEKOJpu2KJxPq4p8nvF/g7A6qorc0tQ4vN3NABPoix4giiHqvf8FS82fsgSSakDQKRM1wNxsoU17pIcl8htPSPrq+Kmb4pXBt+g5lettnp6ekbSwEBscYjYP0Xn+A4dMYjVsBu67WE9OqvqaGqFXEXm7Q7VbIQbaObdcstIFi0D4KmM3Lg/S1tlNoKVrCJnjusF7kforCeJsr2kgEjbRRqlr5CKaInfW3Mrr4yzLngiZpK2sIa0kk6AK4LW0EPZs1mcO8eig1NdS8O0pLiHVTh9FiKziarq53CEnU73VnZU3g38EEQcZJn6qc2WncMsbwSOh1Xl8U2JVJINQ/XkCrmgwuqjcJ5KuRttb3RghM188lhYixVfLUgOsSokte6RmnetpdLTxGp1IJKnBGSbF33DKbtVgyEht0tHR5I8zhlPROqJMmgKhkgnOGa3JOaNbhyiscXyeXkpZDAb3skXYDJM1rBwunUkcwkDgNGm906Kn7WQOJACnutFGbdEMZHhPFNGaXijEogDl7YuHz1VKWO5XHmvTOKsMZPi3b2HxIwT5kaKgdg7eYsudKDyblq4pYFwyo94pYZr94dyQdCFfR90h1tFT02HOgL2x3OcXsOqtcPm7SEtcDnbyXN1VexmzTWqxZRdUzg5rb7FeUYvQSUWM1lOGnKyUlvmDqF6rSDYD9VScQYfHNiYmIGZ8YB+Sr0X7jj9luqlsr3M84MMnQroopGzNOU2utn9nREbBNOFxA30XV8pnN/MiylmY51I4WtosvKwseWne63lZThlM8HkNFjuxM2KRwgXLngfqojFxQKzdyewcF0fYYBAS2xIul4pJp8Je8aEmyu8KpvdsLijtazQP0VNxnY4Xl5pY9CTfJ57V3mwtzuaxz4n53aHdb1sAdhrh5KhNKwuKaK4GjNIz/AGT+hS9i/or73Nq73VikfzS/4ChIa4kKBxvGXVui03B9OGQEhVfFkDXV290YKd3qyef9g/onQwv7ePT7wV77q1c2lAlaR1CbBa7VjB6jhhLeHmgn7i8exhjn4rN0uvXKeZrMCtfZq8zqKf3nFJGtFy91h80nzgqi8Ho/sYwUxUlRiD26yus2/QK+9quKmi4fliYbPlOQALR8I4W3CuH4IQAC1gv/AFXmXtPrffsUipmu7sd3EJGsstcjBcLUskuItGtr3Uri+DJWMyDXmtFwdh4a581tiqzihgnxMjkCla9YKaOwCd7KRzcxWcx1jn1xcea0OGMDIy3koOJ04fOHJseohSwzLmJ3RJ2TuiujShJ7oE+GP5iKUxPvsuETuiuvdAl90apwLvKTsXdE4QusrptGDoBqrCjwfO4ZglnJRWWNGTlwjOChe2PO66HCLTsWyxakjpqA2aNljI79uD5qKpqfKJksPk2GBP7PF8PcBciQL3yOugj7ISd10rsrR5rwHBtMVoP/ABGr3enja+qhe4A9ndwv1suv4ol6P6MVD9Uhxr6WfHoaWKUOnia4SNHJTHVdPM2eGKeN0jAQ5jXXLfkoFNTRQzUMzWNE0jnl7wNSSgYNQ0bDVSNiDa6OR/bEbm+oJ+VlyZYwajN8eN/2nRv6w2WTk6rY8dN+JhzzbwEaLHOC83rP32Uy7I7tTcosGVzxbdBenw6TCypl0QW0Q1ClOboo0QuQpY2WGfZZBZQI8kz76K8WCEB8RCEa5DtF1CxfTDJ/yFTmjooON3GEzn+Eqav3Ev5LPgB7NW/7OrjbeUfyK5G9mjR9k1hP+t/Rco17/wDUSNVftRtGooFwgt3RgbLoxNjHLly5aIlbEskKVIVqgUzGO2VdUnQqe91rqtqnaFbKzNIqKp2hVU4ZpVYVbt1BYLvuU5BZ0bdGq1G4VdSN0CsHnLZWVsqtEL8soVvC4EKglk+IFbU8vdVtvsKqfcSqjWErJYxRduxwIWrkdeIqoqgLE2XDqjm7J1LZ7YcGEOB3Gyg4jhPu8GYDktqWtzbKox63uZ9F21E5kbpN4POXizitpw1TiSIG11jZR8V2ml1vOFbCmCYe1tLg0McAafCFYUbckzQOaAOql0RHag9FVfFeWTopt3IustobqvpGOlxKSUDWCO49Sp5PwD5oOBNEj65+zs7W/IBV6aGbUdHVS21slvcMQoNN/wCRTqapbC1scj2h1uu6raud+Fzv/wBOTX0UWegdidOJoZCX76LtJfJxmzUuySAHTVQKqiDgbBZijxarwmpENYXuiJtd33VrqerjqYg+MhwKYgzE9O6CbN5qbSyBwVlWUgkaTYKqhYI5C2x3QSWGuiW/RMbfKE656IEYjuRUeQcwEd50QnWshdkHMeAFzjoSh7bFNdIRGUwojXZnbborNI7oEZynU8tFINhERfldVy6Yy6Ew0Bkb2gaB5spcwOW4UPDjcnzcVYyWyELgT7PQ1+1FZEeyfITqAblUMo7znHW9zdX9U3JTSlu9r26rPSvuw2t6FZrpN4iWV1pOU/shTMGQ2VaYDU1ccEe732v0U2eQBpuSpXDdP21VJVEd2Lutv1Ktoi8lV8tkMmogYyngjhjaA1gDQixEOmYNLX1QLolN+066FdGv3JHD7LEND3XA30CgYviVNgFG6R5aZneFvNAxfifDcDps0kze1tsNbLyzGeOvfqmSaCjL5NmyynRo8guhvjHsZJvolYrXVuISOqJ2uaw62ceSdgrYayfsWvAsLnqFQU/ELWyiSaka6Q6GRzif0VhFjeHtkJlkFzrHLCwtczyI5hK74B5Mvo9Do6OCANAIDebkWtnlkAhgid2fUDdeeRcQimlc/wC0mzRnZhaQVpMG9omHQhsM7mjoXBMpoiUJI0eH4PPO67rgfotNS0UdM3UAlU9FxZhle0CCrgI6BwCsDWRyAlrw4fwlWKWfkTbgk1E4YzXRVElQJH6G9lOEMdWTneQR0KOzDYhraxQyOyFTNzi7QW/JTRSZ2WcfoFJZCyPmlMltG7pSRsUMcDbC5KHO/uOt0KUh7uZCHKLNcDvZRLoF2ZzHIs3uslvukFU5i8losWZenh6tNlUlnyWST5EmuRcJpb1D53i7IW3t1JSMoo5KntGFubmHAjROnqDT0DIGGxec5KqPtKaLEGCR+UHQHquVqG5Tweh0VShSv5NlR0DANAAfIqp4jw90L4Zhq19236c1Z0Vd2mW2vVTcTgFbhMzD4mjO09CFVSlXYpBq4b6mjBBhsmlp6Kf2VhsmGPyXYyec6Kmtb/lX6clmuHqT3zjCBltGuzFbGui/yjvQqt4Bo+24mqJiNGDKD5pJdM00M9RccjI2eizXGrSaGzd1oZXZq5rByVPxM0SMAOoKWK4LLH8mIp43e4Ob5KqFI4uJtzWofEI4CAFCZG2x0UISUuMlOKQ8wl9zVs5gsmEABMJvL7heDJSqm4kiD63ZaLAgBTKhx5499KBs8FB2PklENnNNuaK54BTDIC5o80ZJNSbtwZwG2VUPCWH/AGjxbEy12sdnctA7XBXafd3U72V4YX1dZXPZoXZGHySZ5LYo9Mqnijw0nQWbdeC4zP79itRMebrD5L1zj3Exh+Czd6xIyheGtnL5WtJ1c5REmz6PQOH4G0+FufoL6lY/EnCWvldvqto53unD5da3cXm8tS573O13UxTcuhWuEWlKALgIVYBmGiZQPcXagn5IFe+TPo1w+Sna9xPwNLWjkmnLbZAaJpDZrHX9FLiwyqkcLsdY+SZ8IEsgczfVGip3THQKziwUsAL2u+inMjip23yOJ9Fnsua4ii2FWeyDT0AYBcBTw6OBnLZQp61wJyxuHyVTVVdRJcBj7eizShZN8o0LbHoLjlaySnLAQsnCL1DR1Ks56aqmFmxSOJ2Fle4DwfUC1ZXNyMbq1p5rqaHSyk9uDNqLkuRuHxuZiFFbxCRtl7pRuc2ojY5puW3zctl4+2n7PE4HgaNkb/Ne309uzY+2uUfyXT8XWNhj0ry2yk+2KZuIYfRF9pY5HiQEeAW0v6qVO+nGNU1TTSsL6gOika072G5CsZKGkmc574GF7iC51tTbZAhwWhhxB9fHAGzuFs19B6BcaUljBsRleO23pcNcPMLFuFgtxxy0/ZtA7o9wWIf4V5zXfvMrn2RnJ8IvKE139USAfFCzvoQtIRqpajRaEKQTosE+zRFcCP1CD98Ix2QvvIRXLsOzdQMe/wB0T/lKns5Kr4klMWESkC99CnoWbY/2P8Ej2attgtSes39FyseCaOKjwS0RcQ92c36rlTrZp6ib/k1QjiKL4FFCCEYLrRNbHrly5XwK2NukJXJDoFqgVSAym11WVJ0KsJXXBVXUusCtdZmmVFUdVHi1cEWrfYEoEDryAKyRCLqj5KXNoLqJSmyk1B7qsgyqwr5n/GAVnTP/AJKlqJCJgrWmvcdLK632mer3FoHXYoNSy7SpTDohyjRcbT/unSu/bKZ8LrKrxWikngygHZaQtBOyaY2ncLsZ4OUuOTzF2Az5z3Oa1OBUTqaEBwsVojSRnXKFwga3ZCRbK7csYGAaItO/JO3TxLhHonMBbMw25qLOYDaWWLkXjInPgJIsLIGAODTWa3Hbn+StaUCSHKDqVRNnFBi1RD910gJ+YVeleLDpaxZrL+qpYa2IskaDdURwfEcNmMlA/Ow/cKvBeoiux9jso0s1bSOu4do0LsRZx3wQ5aZuMUjo6uAxTtG5G5Wdo6ufAa4U1QSYXGwd0WubiLasgWAPO51VXjuHtmgJLbtI35hOgyW8U7J4Q5rgbqJUQgPDgs5guIvpXupZzcNPdPktK6RsjNHckrQAwe8iWQAb/wD7Rrm2hCkhiOPkgEa3Ryg3toj5FGkNugzMJYMpUhzCRcIT35G2PPzTCgW9wa6qayEyjK213aC+yq5JRm0Knsqmw0xlfo1ouSqrOmW1rLSItLOIp5oQQ7s5CC4c1ZCXN9FjKHEM1ZUb2fIS09AVoo6mzWi5suDLk9BFLGEEmY+oaWAkGTuN8vNUmJ0NREckTs1jaztlf007bl2ma6bVQmoOZjg158DidPQqqUM8jxeGYOqhrWZY3xnM92VttQStpQULMOoYqYG5aLvd1cd1WU7JZ8eZFOzI6G73Ajny+Sv3N2WihccnO8QnhqKBkIVXI+CiqJYgczYzaykBqctK4eTmnieJPkrmVdZK4uDXiNl+vNU7m5YQOq3/AB9QQ0roo6WJsTZ3doQ3QF3MrAyxu8HRWWS3GutenIgAtoF1vJdrHo7ROuTy06qssBuAzC4SlrHHXX5JsrrWvoU83vpc36IIBGMNN23B6g2UumxXE6M3pq+dg6Z7hADreJpS6HkpUmiMI02He0TG6FzfeAypYNydHL0bCuPqeppWTzNe2N33wLgHoei8TyttYA3VlgeNT8P1vvEQ7SnebVEB1D29fVX13tPDK51LGYnv9JjeH1jA6KdjgehU1s0TxdrhbqsdT4BhePUceJYTUGF0jQ4OiOX6hV1TUcRcMyZqmM1lID+1jbZzfULYsNZMryng9Cc4DmhS/syVmML4tpcRZdrxmG7ef0V9T1UVVZma19j5pZrjgmL55AYnHenJ6OBVR2RcQ0AknZX9Wx8lJK3L3mkBY81NXWYlUOiziio7tdGw61D/AMN+iySg22yJ8zS+zIcScT1LsTkp6NrQyJ3Zi4uXEdFHxCqx7D6OL7ZwtzI5NYpLZStVS47hWNYnDJW4dT089F3mZY8tzsAeqv8A3WHiVj21cXbYe1wIjJtnf5Fc6VkE8NHeqrmoY3dGG4b4omewxAkyNcGiM+LX+a9Qmlkjwyx8Zb3iFhH8CR4VxCcWoKmMUlI8SCB9y49RdbWpqmzYOKlhHZuaCddgqbFGUltLGpeU93wUwj0TXRqU4ZSmELpnmSrr2/5R/oVJ9ndHkjqakt8TyUzEGn3V+nIq94ag9xwO507tyknxE0ULkkRSiXGJG38KruIn6gJOHZve62qlvf4hF0nEFjIEy6Cb4ZnpXHsiocdyCp0jczHAKHC05ilXZX/gDeDeyA4kAqa9mqA9iYU0uBj/ACd/JZrHda5y1WDttRfJZXGyDXO1QW/CKh2yYwXlYOV0R4HVMY09qy3VQMmbPLfCMo5iy9B4Nw1uG4LGLWJGY+pWLwimNX7vDb7wJC9LeW0eGkbBoVT7L4fZ5V7UMSM9XDRMdre5CDw/wjTe6sqanvyHUDos9jld9ocUySnVjX5WrcYPXNbEGOdpbRdPQUxkm32Z7Z8lkaKGaHsXNBYNLFQzw9Qt2pmfRWjXgm7TcFPtfmujsjH4KW8lU3CKWPwwMHyQ5MJpnbwtPyVwW929vmhnKBq4JotP4Ff9lIcKpwNIWg+ib7oYz3WCyuiWfiCGTHfxNTqUX3EXD+GU72SWtk/RR3xuOnZhXrjF+IIRZEdbhOvL/wBRfX/sZ6SnB3iCEadltYh9FoHMi/E1CfFCfvNVicP9RWp/7FNDkhkDuzb9FPNSZ2ZXWt0SyU0Z5goJhDDo4Kz0vpYEzL5Yx1E10kbgNQ4L06muYI/yhedRPa06uC3NNUPdTNy7hoXG8VXCN2klnJagJeRCjsqY8ou7XojMe1+jTcriM3GQ41F8Fpf/ABisI7Zb3jMH7AhPSdYN2y8/r/3imfZHP9UaEWlCHbX5qQxtpWrJJkLssWi1ilkkytuucQAFFqn2bYLIluZrlHZHJLa7MwFN2chUri6EIhPeQ1h4M7eWSGlU/FLS/BJT0IKt2ahVXEumDTDyT6b96P8AY5d8FTRz4G10bgQDlJ8wuUX2ctA4bcQLXmcuWTWxS1E0vs2QfpRpwjBBCKCuwjSwi5IEqviVsYUxx0T0J50WmDK5EaU6FVVU7QqymNgVT1jrArXWzPMqKx3JDpT3wUtV3ikpWkOCul0Ki8pTqpcwu1Q6TzU6QXYisqsKOqHxQrqlN2M9FT1rbSBW1G68TOoC0z9hlr95Yx7FMk2TozokeLhcaj906l3sRGv0SgFLlRANF1kctgwxLkF9kRLZSKCLdE+EfGaXDS6flXNyCRoc7KDsVE36C7Tc2olU+Jxx1joR4hy/qofFkRpYm4k3wWDZCPu9CmYpw/iNcIq3DpIYpoXeOQ2DmjcFI3HaOtwmWkrG3e9hZJC7l5+nmqq90XvS4OxNwsfl55J+FVMz4I5WWfG9oOiumzMkGV3PqsLwvWe5ULqeWRxigkMDSem4/RbWHs5Yw5jgW20PVdeqe6OTjWw2SwRazDGZu3gGV4105pY3tqIMruliD1UzMWnXZBfTZ354iADqQr0VMyOK0Jp5+1aOafR1jwcjjcHqtHWUTJYbEguAWUqKZ0Mpbe1jopZBoIi2RmjdQitJGllUUM7xa7rHorZhBANylAeQSVHkFnXRibc0J+pIOyhgMMgtqbfNV9XOwOtfZLUQSyv+H3QeqiOpSyQ9q4k8k2RGxna9q/QEAKRLmq8Mmp2E53tIA+SizC9mtNrbqThD89e1o2YwuuqrHiLHi8MwVFiL6aYNfe40d5LW0uJdo0DNy0uqLHGVlDj1THV07mUs81zMxl2lh6dCllloaeeBmHzvkY4EFr/ECP6Li2Lk9BSt0E0zVsqbtJaQhTYo6Jlw3MByuqT39rIwe0a0c7qBPiE7pGusXU3N45eqrwO2ka3Cceo62089g62QS87XV8W22Nx1WKwGnweuxbKInSvLc2UOIY0jnZbrILaCwHJX1J4Zy9a05fyCsUmVGAukkdHDG+WU2jjaXuPkN1cYjz32i1MZrMPpR+0ZG57/ACBOixDqcueMr2hhPNT8YrX4liU9fITeaQkA/dbyCgPkBaGt0b0QbILCSGz9mbtLQbc1Dc8MFhqpYcCCx2qWOhDnXQMQWQmU5nDdS44gxgFxr9VLMIY3Lb6I7oWdm05R/VAFd7oHC4uToudSdmLnQdVY2DRl1HO6Zku4OJ06IAgNpHu8IFjzSPgbExola5oabl/KynSzMpw5xOvJqiQRSV0vayaQtN8vVAGh4F4uZgNQaPEHGOimcDHNqeyJ5EfhXtkLm1VO2Rj46iCQd1zTma4eS+fqqFkrCCMoU/h3GMY4XcJKCoE1M43fRyk5HflP3StFd230spnXu5R6PjvAVDWPNVhz3UNWTcZDYFZxlfjHD04jxWB8kTTpUxi/1W1wPifD+JqVwhD4Kpg+LSyaPb5jqPNS5II6ppinaC4iwJ2cFpUs9GeUecMhR4/DW8P1VXTMbVTxRF4iadZLf1WC4c45pHRe610IpyXFwezzPMdVshw7h2H1PvkVV7r2ZzuyG3qLLxnF6aRmI1VS2HJTyzOfG5mrQCf0VVsZOPp6JgoOXq7PVsUwmk4ipYpYKkRubq2eFoNwdw4KkNfjOETHCGxzSMbpA9rNHjrdYnDMdq8Nma+GdzADsDofkvQcH46pasNhxACnedBI3Vh/ssE6oz4kjVCdtXMeUQ6zGKt2Gy4WaWeOsc0tMbwScx5jqgUHE1dwq1mEY9Rl14hY7tkb0v1Gy38bmSMbLG5r2kd17SCPkVneNcHGKcNzOY0GopB20LuYtuPmEsaIpYQ619jlz0T8NqYMRwyCspgRDI3uB24sbWPmpJj6lZf2cVfvWBT0xJPYyhzLjSzh/dbEs8lejBYsSZAqKbtWBltyrXEf8jw9IW7iO1kOniz1DR5qZjbBJSdj+JLPloerhNmZ4ED3Ub3vBBc8lSsdF5gFZ4VDHRRFrQLKBiYE0+gTfIsn6SicO44kKJCO+dFbyw2j0Ch0UTTIQUfIq9oAtzcihmLXZWzoWjkhmMAbJsFZIo6psFKRzss3XtM9W5wCuC0Wtqo742XvZQWbykNMSNk2OmIlbpzVw5rAhhrc4Om6OA3M3XBtIZH9o4aN0Cu+L68UeDzZTY5TZE4VpRBhrHEakXWU9oNeCWUwd4lV2zW3iB5iYnGXtOebNdX9LW5WNubX5qtflLT/AEWkw3DIZ8Lc6UctCtlGo8l5Mzi5hIcXMf39Aiv4k7NhOYWWSqIyyZ7WSGwNgokkMjwRn+a60dTXJZbKuVwjbycYRe4uZa7uqzsvE8jiSC63qqb3SYsNpNALqKyGSYOLW6NO6f8AJqT9DCMG1mRdO4kn5F31QzxFOTu76qodTSj7qaIJCQAwqfyU+mhtkS3PEM993fVcOIqi25+qo5T2L8jmkOSixF7H6KVc38k+VH6Lr7emJ3KUY3N1P1VKLdS1GbESztLOLPxW0Tq2fwxHXH6LX7an6lJ9rzE3zFVwA2zJxbv3h9UysmyPLiS3YtNfxG1wvcMIyy4fTSc3RN/kvn6TQXGq984dv9iURO/ZBcrxOTcVk0URSbwWIoxmJz2vyRIITEXa3HVEabndLdcVmwyvGDb8OH+GdYDdeh8WjNw3UD8MoK89aCSuD4j+6VT7BBveHqpYbZ7dEJrCX7aBWdPh8k/xnd2Jo1J2WBpyeBYe5AdXHYlQqp4va+qp6ytxCfiH3GjlLATa42a3mVOq62KetMcbswY0NzDmQtk9A6oKeTVdPcsFlR/stEY+JRaJ949FKv3lzpr1MzpZDsVRxObYNKOtlbNOypuKTbCH+oRp/wB6P9lj6Ln2eC3DDfOVy5LwBpwtF5yOXLJrf+4n/Zrh7UaMborUIbozV2EamPC5cAuV8StiHQKPIdFIdsospWmJXIhznulVFWbgq0nO4VRU6la6zPMq5Wm6PSsOiSQaqVSt2NlcxUTqdllNcO4hwssApDhdieESm1lHWNPahT6L9mFHrW/ECl0Te6FfNehmWp/qE9gTiNFzQnEaLj0funUu9gENuuyogGiSy6qOWNsnW0Tg1KApAbbmhVFO6eEsY8Mfe7XHkVIsh1Luzp3mxvt800Yb2o/ZG/y/Wvgl4hWiPBYcPinaZ3gCUxm4HVed8QzukrZAyeNnukYvYAFzul97LVsh7JriRYNHJRsbkw7DcAknrqaOWV0ZDQWDO5x6FdS+lU0KqHyZNNqXbqfOn8A+E2S4xgvbuphGx0hGUm97AarWUNNJRtc1xJHLyVNwhTBmA0uWR1nNLg0G1r8logMg1e758lVVHCwdCyTk9zEc866IOdwOhsjOzEXIzNPMboZjbJ4X69Doryk5pz3uq/EKMPBcBqrFsbwbOHzCe+O7bFAGSaTFKc2itqaQuYEOuou9mAvdR6WURP7Mk38woBlqACLlNIBNiNCnjw6JjrDUpGBHc1wcVBkBs5zuvNWZ1bmJCrpYWzXLrkX2vup+CGVU8mS/Nx3srDhyJxqKmUjuhoaFDrYS1l42Pd5AK5wKN0dC7PcOc7ZU3+wCRiWHU+K4dLQVQcYZLHunVpGxHmvPKlg4MxKoojA6qhmALZ5mAZwRsDyXpw3VLxJgb8dooIY5mM7KQvDJPC7S11z5Rya9Jc658vgweHx0WLUzRJK4PdcNLXeHXopNHhWMvbUQwUvbtjs15BAD2nY+S1GHcEYVR0b2ysMlRI4OdPGSzLbk3y9Ve0lJBRU4ggbZo1JJuXHqSq1VzyX26yPO3sFhdCygoYI3RxNnEYbIWNAN+l1N0SarrFWpJGGUnJ5YugCz3HNcaLhacDR87xELdNytBqsZ7Tmvdw/R5Tp71r/6VIQ5kjzQyl0tie4VJbTsdrmUG+wXZ54jo7M1BtLEU0YN7XKILNGyr4q99rEqW2UOaDcWUcgOlNr2/wD0nukBYCNgNUCR3dJGo5oZlvpZSAfOHOAO2qWScNA1tbqowd3rA6oRD6iTs269SgBscbq6Yk3DBurU5GMAFmgDQIMcfZRBoG36plRUwwayvaT+Ec0AGa3tX3ucgKe+QZBbkNlVDFKmZ1oITlve6ktqe7eRuVxOrVAE3D8Wdg+Jw4i0/sSC78hOoXsk1fDJRMnjOcSNzxkdbaLwWZ7Tmubggiy2XCGPe74HLT1sh7Oj1Bve7eQ9VbVLHBVbHPJZ4/ikJEcNVK2KWqG0l8ot1ttdUppJaZ2WIlhcP2byLPHkdnKjr8QlxXEpqyU2dI7ut5NbyCsMPqqilj7JjmyQneCUZmfTkfSy3V+bW8w5X0Yr6IWJZeH9kepwmmqibWpKgcsvcJ8xy/VU09JVYdLaeMtB2cNWu9DstsRBUta1j2xvPhhqHd2/Rkm49HfVAkhkhc6mkiOo1pp2gX9OTvVpumap1D2+2X0ymN1+m93MSmwbiWuwiUe7y/D5xP1Yfly+S9EwjivDcZZ2MrhTTuGUxyHuuuORXn9Tgkcpc6hu1w3p5Xaj8rj/ACKqHtmgkdG7M17N2OFnNPmsdmnnU8NG2FtWoWYvk9J4KwyfA5sTwuodG6Rj2yWYb5Wm+X9CtYVieC3SClfW9r2jn2Y8E3JI5E8itlHMyVhLHXymxBFiPVTZU4pNdGXzd0mn2idh7M09+gXYm+8zW9FJwphyPeQq6vfmrXkctFR/kaOqwWY8imODSbndJdIdVJRl9AKhjezPzVXR27c+qtpWF8ZA3VUKWWGUutpdGBk+ME94b0KE5o6JM7uaQyW3QKDewXNkF0N73RnSgG/JBdVMsgkA+muTon0WHunr4YwL3cCUrqxo3Gi0PCDG1le6UAEMFvmlfCLILLSN3E0UeHAbWavIeJJnV2MSOGoZoF6jxFWNo8NeXG1mryh9fTve52lyVXHvJfe/hFUaZ97AHUha+M9hgxA0OVU8E8M87I27kq8xPLS4fd5AFkT5ZFXCbMFLHK6RzrblDMcvQq9M1OddFwdTnonKtxR5ZGUsrnC1xYJTTup8PZYd52pVjiEbZDDCz77hsjVLYw9sR2aLJs4hksfSM9aQnZKGy30uLLQCmhOwTvdI98o2Spsr384L3g3hqjrsIlrK5jXvJs3Msjj1AyjxieCBtowdNF6fgvZ0PD7Ra3OyxeKhlXiU0oGhNlKky2TSijHupnO0stRwnU09TTz4LWMYC8HI4jxeXqgGlaeSh1VK+B7KunOWWI5hZWQsf2VqSZXYzhc+EVz6dwJaD3fNq9E4SwjAsQwIXgY+V7bPJGt0lBQQcdYZFL2jIJIbdrI4XyddFPoOG8LwiUupcen13a6C7T9Fk1PilVEtsp8mmuic+VHg824o4fmwTEnsa5xpXG8Z6eS9n4bka/AqKzhcRNVVjGD4fjVE6CTE6cOscrywixUnBmz4fQRwzGjc+FuVskcu/TQrLZ4vRKDbnnBbDTTUsYD45xCzDHtp43sbO4Zi5+zR/UlUh4yrhbv09xvcFXEkLK4OdUdlUytY50YcG3DuVisPiGHY5R1gjbgFZUxObd0sIDgCeW6Xw5Ua6t33XeXzhLgt1WslpXGqqnfxyy2q+JZK+mkp6jsDG9wdz3VdV013NmjYACNWtGygYfPDiUkkVO17pY754shzstvcLRQR1DobSUswa3TMWHboVb4p4Eq6/Npt3P6bXRRpfFq9Y3RdV5f8/wAkKhwuSpPaFpMQ1IG5UHE8RfF7tVU8znwSyGnkogNY/MqViWJVVExxpWSNbHro0hZ7CXzYnj1TiLA9rcnfjaCAXLPpdNTGDTabB17QzhS4Cx7XSRyVsty4v+43kFRwSNkrjI1gbf8AA7RO4gMhre0mYWFxtYlVkLyyVjhyUWRbjtT4L8La8o2dAbN8lNBubqtoHi3rrurBhXBtXqZRBElhVLxUf9ku/MFcsOqpOKz/ALLI/iCNKv1okyXBoeA9OFYPNzj+q5dwNpwrTfmd/NcsGs/fn/bNkF6UaEborUIG5RWrso0MIEqQLlfErYxx0USc22Ut6hTHQrTArZAqHaFVFQ/v2VlUnQqmqHd9aqiiYx51Cn0h0CrL66lWNIRotLQiLqIAhGdoxRGPsETtLtTxZRcuCBW+IFS6L9mCoNY67lNotYQrpv0Mx0/uFiw3T7ITEcbLj6dfqnWuf6Yy3JdZPsusutjg5eRA1LlT7aLrIwGRuXTa6ouIJviRQNke3KMzg02v6rQFzY2Oe42a0XJWLqpzU1Ekpv3iSPRZ9RY4LCfJ2vBdJG+1zmsxX/5GsqRTkSyTTCMHVoebOPQ3VTjQqMakMs7yIwLNYNAApVSz3ieGKxyM7zj58gpDhaEsDS2+i9B4Rp80Kyzls4P/AFNq4w1rroWFHvH2ZqLj7GsDjiw6lipXRwDKx8gcSfXVW9F7YKoWbieERSDnJSylrvo64KzOJYNUl0lYWFsI1Ejvv+ipxHmPdGYnULBdelbJVvODVQvMqTkj2fDPaLw5WuGWvNK8/wDCq2mM38jqFrYnx1kLZonMlYRfMxwcPqF84tpGWu869FMopJ8LmMuH11RSO3+DJYfTZNHVf7IaVC+D6FHw9Q4hvlqlebbtDgeY3Xj9F7TOIcPaG1tPT4lD+KRvZv8AqP7LRYZ7W8CnPZ19LV0JPMt7Rv1GqvjdBlTqkjdTQwyR2eHC/MKpdhcTJC5lSAejkah4jwatP+Txijna/wC72oa4eoNlMnikb32gOiIvmABViafyLj7IQu0WdJHbqHJNHAd9hHqhStbJJbK0eoRuyaIw0NbbrZK0InyIXQMdZz73+6AhzVUENwyDMeWY2CdK1jGdoXxx2+89waP1WTxTibBKd7jNiLJZduzg75v8tEu5JE4yWVVUPqiWB4Y0alkW5+at8HiLMOa4h13uLu9vZQ6HB+3ginqS+PtGB/ZNABAOwJV0xjWNaxgs1osB0Wa6zKwiDktk6yVZsAMy+S4CyeusmwAyy6yIAusowSDss7x1Rvq+E6h8YzOge2Ww10GhWmA1VJxhMabhDEpAbXjDNPMqMEwfqR4e494OGxUltjYbqJezQByRA15aHNN/JBvFmiFyWjXohMlMRs7wqQHEGzh9Ux8YfsN0AOkrI3RFtjmOyEJb9UN1KWxufmtYaXQWl1gb6FAEsSBt+9e6PFUthyhg1A1KrZHhoB2snsYHgPnlMMdtBbvO/sgCVJXTVDxDTMzSHe33fUrocMGYSVcoc7oOSkwCKOAGlaA07+fqhvc8uIvqgAzpYoY8kQGa3JV8kdRIXPcblE7B7hcHUnRGY6RjSHW80AV7C7MA7kdVMleQ4xBxEZsS0czyQnhr5mWB1PRc85pnHzVlPuEn0SobC1lYwOF1VxuU2JwHNdKtmWayWhcHstv6o8FZPFF2LhHPTX/YTklo/Kd2H0VfG/RGYR81olXC1YkilNw6LSNkNWB7s49oNqepfZ4/JLs70db5odRFFWXpq6FzpIx95uSaP5cx6XCisAPisbqcKnNEIaiNtTE3wtkcQWfkeNWn528lU43VLj1x+n3/APZmlXXJ7l6WVLIsR4aqPtLDZ+3ptpLC4I6Pb/UWVhjHGAZU4PjGFnI7K+OqpiedwbHqCL2KlwObI+9LK+R9tYZSBMBzH4ZR9CqbEeHo5opZqBga4k5qexFzv3L6g/wn5FZZuM4NU/8AlPtF1csTXnf+/wBns+C1tPXYFBX0pDoZ487dduoPmCqeWTPM91xqVSezWac8D9k4Os2qlDR0Gl/1V82kt0WKMXl5NVzWMIFmS3CN7uk7BOZwJe0IT5Gm+ikOgQ3U5UgQ3uHRBcRdS5KY3QnUxtsjCIIjw0ndRnNapz6Y3ugGkdfdRgkhvjbbdeicFYeKag7TLq7UrEQ4e6WoZGLkkr1GhhFFhrW2tZqrteFg06ePOTJceVhfEKYHxLz33ULScRzPq8Se692t2VK5jmjZEEkhLJZnklYBQh+JtPIK14tLSyKEH1ScLs+M+Rw+qquJqszYplYPCLJWk5YLY8VlOYQOa5kJLwA7miMikcASFIp6c9rcjYXTNFK5eBkLc2IDmIwhSkvlc6+pKmQQ5IZ5dbuNghMgd0KtazFIJy9RHBeDupMIlklY0czZHZTXVnhVFnrowGnfmFXLCWSI8vgtcRn92wuOAHvZVlgHucSea0WM01S2ta2SFwbbQ8lAFO4gWjdb0Vdcoy5yW2xcniKyVgjeTzT+xcQQQbFWbaZw/wCG76JxhdcfDdb0TNorVdn0yZw1Se5YJMxoDRPU3PnYK07Ftl1FC6KggjezK4kusVOEbQLWC+d+JW7tVNr7PR6biqKZXOgaSPXqpfu0NtWhEexobfKLpL81z3Nsuk2DNJCfuoNRTvjpZPdZnQylpDJNTkPVS7pNypjNxaYpieFuDKjBMTkxip4hBqXZgYqZhvLf8R5LXyz1kZGSpl11sX3si9mwOzW1Q3tzzWBsAFs1Ous1MlKfwhaq4w6Be/4gB+2LvVoKQYjVtv8ADhN9/hAIvu56jVDe1rHWMrQVVGx/BY0n2iNUSw1X71hdDUH/ALyILO4vwvhOIhzqSlZhtXbudncxuPQjktWYXkX0+SDJTZhZzVfVqp1vMWK4Rl8Hn1GySmcYJm5JYzlc3oVaRm4VjiOESz1jahkT3Ds+8W9QoLoZIu72Tx6hdKU/MW9LsxfjyTfHAVjtVRcWO/2Z/wAwVxGddSqPiw/7OaP4k2lX60SiS4NVwTpwpSeZcf1XJeDRbhSi9Cf1XLmav9+f9s2Qj6UXw0RmoIRmrtIsY8JU0FKCtECuQyQ6KDOdCp0myr5zfRaIlTZV1R3Cpah3eVxVDdUtQLErVT2UTYEO11VhSSj5KrG6m0p20WizKRXFlw2cWsiMluFDbspMYuFRXNuWBLeiPVE3KnUDrwBQaoaKRQOIiW+XsZhp/cLaIqU1Q4VNA0XK0v7p1b/2xbLrJbLrLsHK+TrLgNdUtlGlny7HQbq6ml2ywiq21Vx3Mz/F3FVBg5iw+eRwklbndkF8rf8A5WYp+JKGtqG09H200ztA0RkAeqj47wbiWI4xPVidsgmdmuT4R0VlwpwzPgtY6WdzDm8Nhr9U0vDN9uZdHQo8f/F02yvDZfe4lsbQ0DOAC7TmrHDcAbVtFVWNIpb92PYyn+ym0FEKmpGf9kzV45nyUniXFYsKoHOeS1xFgG7+TR5lZvGvFJ040Wl9z4/+jjaXT+dN6m/7yYT2i4jE2kNNGWsZ4e6NAfwgcz16LzqldeIE3IVvjMsuJTOmmNneFoGzR0H9VQUxEBfG42s6ypp0EtLSt/LfZ19PfGxtR+Cw0G64sztBCRrCe82zh1XMlDbtLmg+qc1CkNjHdc5zuaiVFNnZ2hAB6BTPeGgbtv1TMzZnWufXkpFKKSINkvbfmptLjOK0IDaXE6uFo2DZjb6Jtc1rXAxnMAdSow1Txk0RhFuOLOIhtjVX/wCtI7iriJ4s7Gqwj/xLKqtousp3v7DavoLPVVNWc1VUzzf+JISp2BMg+3cPbO0GI1DMw6i6rlLw9pfiNKG+Ltm2+qjshpYPpFwAe42Gh6JoFynE289kge1TgwN8jspXZUnaBd2gRgjItly7OEnaBGAyKlsh9oLpweLIwGRVnuOx/wDRNf6s/mtDnWX9o82Tgudjf+JNGD8tVGB6/cjxhwLdeqcHFoFnW9Fx7yexrcozJDePbIHizhr1TzlaASdPJBJHXRDL3DTcFADKuXMzKDdQRIWgdeikS2Lu6fVRCbSaAEnZAD25nPGmZ7vC3p6qdHh+Y5pnFxO9yjUtMIWZ3C8h3JRdQQ07nVAHNPZANboErXg3vpcpdCdtx9FxAcdtLIAcXE6NGiG46i6cHW0ubpcoNiUoHPfnLLna6jMF7nzRZbZHEbWQmOt0V9Ikw7EaNAa4IrHgLZBlLRMjdYIzHqG1wve6NG4DW60xkZ2ia2TzR2ytIAJN/IqtLjyT43knVXqRRKJLkF2231upFPiLmyNbU5pGWsZB+0A9fvDyN1Cz3SgX0J81XZRG3tf+fkq3uHHZ6Fw1XRPgNH8M6OnikYLdq0nUn+K+6vnDU6LD8Gsc7EYreCPtSPIFguPqbrd2XJectS7TwaOsY6YOySyeQm2RgMjDZNICLlSZFGAyBcwITmBSsia6JQ8krBEMQPJMNOOQUosN1wFlHJPBHgjdBUNlAuAdloZ8aElGY2AgkKn2S3KVxz2WQscVhFPJQSPkc83NySkGH2FiFcFxukv5JtpU3yQIIXU4OUWuocmGiSV0jhdxPRXe/JIjas5J3PGCkOH2NsoTJ6cQUz3WsSLBXpFzsq3EwXujiH3jdSxql6skOKmPuzARvqVxpiHaN0VyyMNjaLbBcYweSYR8sbgLaRlZ2dXCHh+jSeRV9UNo8Mc0TDKXOswgaLPywOML+zNpBq1WOFVUXEWGy4ZW92pYLAnfyIXM19TsW2LwdvRVb9Pwy2fC98o7QhzXbF3JVeIYWZnubTy9jM3lyKjYRiFTDWOwHE3n3uLWGQ7TM5Eea0s3YSRNjnaczdnt3HqvOfqUy2t4ZUp2aWfpZ55XDF6Fx7YOy8nAXCkYGKqun7eeUimi1dfYnotpDSwvLxI9srbaBUmKRxxM9zpm5W3zPsNvVWfkX3pUx7fz9I7Gn8SjbFxkuSWx/aiN3UXUhBiaAWBuwYAj5TZeYvSjNpPoHzyDkNmj1TU6Ud0eqaq0QcuXJFIHblMbrM5PvYpkV8zj5qUSOfozTcoTaRrh3hcnmjFcJHNFgpUmugBMjMIy3uOSeOd9k25JulGxKHyR8mIx/F6yl4mbBSGQ5YxdjSSD9ESOorJHdpI17CdckiNW1Ev2xO2PI2xALmt7x+aksoZRF2k744GO5yG7ivZ6aEVp4p/RmhrZVTa7RF+HVC7BklHiastxYS2ia06HOtVVy0FKLiDE5QN5IKUkD+6qq2nwrimF0NDXgVLBrDMwseD6FVR0zrtVn+JNllWoTceGXfCOnCtD+U/zXJ+BwPw7BaajmI7SJtnW23XLgahbrZNfbLYRaiky5G6M1BG6M3VdpdiseuCS64nRaYFbByHRQJlMkOigTOV0SqRXVHNU9UNVbz7FU9WdStmn7MthD5qZSFQM/fsptI5abOiILgs2HRS4hoFDYbhS4SssOJCW9AasWKlUjAIh5qLVmxU2nIEDSt0n6GY6V+oTYdAFNadFBhOimtHdXL0nNp1NR7AoXJAClsbLtYOSMmkEcDn9AqOar7Q5W6Ac1NxuQw4TK4G3eAWcgqM5Nzquv4dFbHI5PiEvWkWDpbFuqdHP8RlzcAqvlks4aoJmN+a6D6MMT0TA2N91M34jmXmPG+JPruIJIQ8mGm7gHV/M/wBF6HgtTlwKIg/8O68aq6l09XPI7Vz5HOP1XjPC4q/xG66XcXg7972aeEF8keoccpsVSudH74Wy2tIN/NW8/ebbqqWthLtbaj9F3NYsw5DQPEsEgR1FKfgkOalE7j+1pRfyUemmqGNBbdw2IKmsqSdJIiD1XLOwMElMTrG9nmW6Jxj7UWa8ZLbMRTLHktY/NDdCLh8RsQOSBQFaxjaN7Q0AjYBVDDdXQe2UOY9vfykX6qlZ3TbzspQBRslA5rha2qe1t9nBAHZbgdFOwctZjNC9/gbO0u9LqG6w0unwvySNcORB/VGSH0fSrmjObDQ6pCwJtK/taKnf+OFh1/KESyt+DnPsZkCXIE9cVJA0NACUMHRcAnjRADOzb0ShjRyTrpNUAdlHRY32nvDOFIWjQuqgPoCtpZYT2r6YBQNuAfeScpOtsvRK+iyrmSPJXSBpStmDiEzLm05o7YQxmYqo3i3cRpYjogyubl7jgOoO4XTTBgs21lXySGQi26AHSvFrNOiC2N0jri/W6e1gGp3VhQMaGSPcNTspygJccmeONx6JxcHO8wghwygDYJ8QsT5KAHG4adfNO1I120Xbi21xZcSDdACEXCZmtoSnkHYblNIDfFulAHUizNDzF1HZfqlqpLxtI2c8lBYSSr6+hJExpJRW6KO025ozXLTApYbMeSIySyCw6ooAK0QKmFa/VGaTyUQAgozHW5rREomyY023RWAucMoJLjYAbk8go0bsyv8ABcPkqammih0qao2hJH7KP78p+Wg80mpu8qGV2+v7KIVOyX8Gu4SoBS0D5Ta7j2bXDnY3eR5X0+S0NksNNFS08UEDcsUTAxg8h/1+qdlAC5cY4XPZolLL/gGQm5UQpEwowiyTYIlrpC3RAAwLrsuqeGFPyIwSRy3XZJlHRSMi7s0YAj5QuyhFLNV2RGAA5AeS7sxZGyJbaWUYIyAyDouyDoi5dUuRG0nIHIFWOb2+IgDZqt5AGxuKgUMeaV7+pslS9RZHiDZIyeSTsz0UnLokylPgpI4jOa9tbqmrYamKu9+o3ZKiF19PvDotBYgEnSwWbxSpf9m1M8LrPjdoVl1EcrB1/CrJVz/vgvqiOn4ywftIT7vicI0eNHMd/ZY+PjvEsDn+zuJIHPczuiZo1t1PVGwrFZbsxSiPxmaTx8irLF6nh7iemLsSp5KedrS0SZb5T1XNnTVb6bEdzU6PenhZD0mPUuIsE+H1TX31sDYj1CPNUTB1PThpLqh3aSSdGjksDFwbRQ1EU1BxJFG5rgTdpaXBbarkjkdB2OJU5DcrXuJNyBuufbo3p4S8h53cf0ijRaKdVj3rgtzVSxyusxrgu+1JRvTg/NV7saw9sjyZwRfS3RCdj2G/6r/kF5p6Ox9wZu8mX0XEdZ73mHZFmXW90QKij4iw2Nx779fJPPE+HD77/oleivfUGK9PP6LpddUn+KMO5F5+SR3FGH9X/RR+DqP9GH48/ou06MNvYmyoP8U4d/3n0SHimg6SfRT+DqH/AIMPx5/RoyzzummMrNniuiGxl+i7/FtIP9T6Kf8Aj9T/AKsPx5/RozHZNc2zCs9/i+laNpD8kh4xpS0gtfb0UrQanPMSPx7MdBqfD4xNU1s0jI4mkvkmebNYFheIfaS8zPh4fhyhuhrZhmc78oOgCs+LsUj4io4sOpKp1Fh7O89mS7pXfxHp5LGHheE3H2kS38i9rpoQhBKXZzP+PubzgrX8V8QyTmV+MVeZ3/ekLQ8OY5Jj+IR0eJuBr2DNSVjQA/MNcryNwQq48KUw/wD7AD/8d1Y4HgVLhuK09d7+95hdmytjtdabHBwaLI+H356N8MTjEskchsWECx9Fyz7oqWSaWV9VOXSOL9GjS65cOXh9TeTtxoWFk3YNyjNNggN3Rm7KtdnHY4lJfRcUg5rRFiMFIoE4U6QqDOVcitlbPsVUVm6uJhcFU9bzWyjsxWlb99T6NV9++rChIWqzoiPRZxnRTYQosIuFMYLWWWPuIs6AVYGqLTv+A0JlU290kOkWi1WP9NmSpfqFlTOvZWkQ7qp6U3IVzD4Fg0P7jOlqfYPsbaJQ02Spw1C7fwcjJRcV2jwJx6yNWRpZAJCOYC2HF7C7hmpLd2Frv1WApajNITfkuv4dJbHE5evh6lJFnPUAu05KO+p2N+SFJJcaKM9/eHRdHCOcs5N/wzVdvgrG3vYOafkvOMRpfd8QqY/wyOH6rW8GVXcnpyfDIHW8iqXiuJtNjsw/1GB/z/6C8X4U/J8Vvpl88nf1CctPCSM1LoLdFXvc173s30Uyd51OwVLK5zalrmE3v9V3NZjaTok92SdEOx9EYuBaD1XF8ebvtsFxbC/QEjVchnXHAxka2StjsbsdpzUdz6eIkFsjjdMNS94sxmRg5KQJEkjL2DQX3VHK0x1EjTuHFXLQC6+l7qqrR/nZfVSgGNOiJbRCaCEUHTVSBzhpdScKpX12K0lGwEummawW9UE2DATv0W89lOFw1uPz4jK5t6Jl44+Zc7n8kJCWPCZ7AGNY1sbfCwBo+Qslsu/6uuurDniJLEpwSqSBoS6JbLkEiAJTsuCUlAFLxJjbsEoohBH2tVUOLIhyFhqSvF8bxSpxKudJVyyOfzznb0W/9qVRPRSYNWMPw2mRlv4t/wCS85rMZgqWHJRsbITcu3VU3JPBsoS25BRRsYztJDa/hB5qNU1ANwDohSVL5TqUF1hudUuC8a85+aHcN0A1TrFy5rbC6kBWt0uVNj7rGtB3GyiX0UsN7mbpooAJGQ3dHjPPqVGDgUXNYBAEiw6rja5tzQC4armuN8oQAZ0g3ahG8lyfCE5sQd4nXHkunIbliZu46+igCvrCA+Nn4W3+aaw2CbUHNUvJ6prCrY8CMltN0YFRmGykM1WiDKmgrCjAaobSAiA9FpgyqSHgFPAvyTQUenikqZhDF436A9OpPktCmoxcn0jPKLfBIw+GN5kqJ8wpafWQjdx5MHmV6nwrhUlHRSYjWMy19aAXN/0ox4WDos3whgkeKVcdQ5t8JoH3juNKibm70C9FPeNzud1y5TlbLzJf+P4Q7xFbIjNUhGiIkIBQICskyohFl1kADtZKE4NF90tmtOpQBwCaQQniwK4kXTADSpSQk0sgBLXXZdEu2qXMTyQKNsuypyUHRADCzRJl5IuYJLhAYyQK9xZTkcyuoIXNgB66oNe4ySNb8lPj7sbW9AliWz4ikOy8kmQpSbc03MeRT/BURq+QQUsjidQFmpoSOH6mQ/8AEGaytcelLoWwjxPICTE4eywZ0VtBFssklnLOppHtsjE87wyvkw2s7VozMIs9n4gtDJTsqKT36nfkppN2vGyypHfK11EM/B7m72v/ADWLYnyeqstlU1j5ZXNpo2kETROI6OUhsbWtucp06qpbGBUOsFZMj+CT5KhxOhkAWt/h+qSwt91By20skIA5JMBke+w+80fNN0OmdnzKC9mbkmdkOfWybbhZIyT46dz23GvmOacaKS2rSrfAYRPhzb2uxxCuBRttyXIv8R8qxwx0ZZ6mUZNGO9zkDrZTZO9zkP3Std7m0ch9F3ujf+gqv+Wf0L+VL6Mc6ikH3Sk90cBqtgaNp6fRDfQt8ky8V/gj8qRkHw5R4gPVR5HNjJaZG2stVWYewU73aaDosdM0Fz9L8l0NJqFqE+C6u1zQTtIsw+M3UbLnPiufiN+iiZGAghuq7JmOoW/YQ5sPeInSVv0R2ujaPGOijRxC+yJIwANaOZStDxk+2WEcUhbcWAOy5NjntCwXXLmS1FmWZ3qpZPQmnVFB0QRuig6Kg5QqbdOKbzV8CGgcihTKZKoUg3VyZSyvn2KpK3cq7n2Kpa0albaPcY7Srce8FOoTqoJPeUqjd31sn0JBl/Ae6pQeoMLvhoplsFjzyFnQWV19Lo9PB8PUKvZKHVAatDCwdmNOS0y5gUVL1ZARNyOCtI3XaoLm2IUyE3asejWLGbdR7A97BdfokFyNkuy7GeDkldj4LsDqGHZxDT815TA8xyOadwbL1vGIzLg9UBuGZh8jdeU1kfZYjMLaF1x81u0E8XOP2jJq45gSGvzGyZJoQfNCaSleeq7WTk4wy64YkMWMSNvo9imcd0ozUdWBYOBa7+aqcGeWYvEeZBC1XFUPvPC5k3MZDvoV4nXP8bxyE/iWP/ng7lH6mka+jy2oBLCB1VTGzPWgkaN1KupG9029VCiiDZpM2hI0Xc1XRbo0NIzk2BRI4jcX0ARszW7NXFwyku7rRzK5p0hOxa65dqhOiay99kOXEW7NsbbKM+WeocLaBABw4cj5qFXWNUT1aCpLWEdznzQK5mWZo55ApQEYXvuisPzQdk5jrKSA72nsw6y03B9XLguP0dW1/wAF5yvI5tOhBVFT5ZIg02vfmrmhoHVMlPRUrHGplkAZlOgUIiS9J74RrcHunVJa/NMYCyNjCbua0NJ62CW6uOc+x9gDuuJTNSl2QQOSgod7pdggMj7pUO9hdcHEoAxPtYpxLwlTyDeKqBv6iy8Wt3rEL1/2q4s2Kjo8GbYvnd28vk1ujf1XlL2tzXVUnybqF6OQOSwBQ3eJEJPIpg3UZLheVl3JIShknqowAQWMrR5qYHAFzSoEWs7PVT3AEeaGBzRZ11JDQSCgNBLrBF1AvyUgOEbRy3TgW9LHqh5jryC62YaKAC9oLEDRAecrzK7ZrbhONhbRJK0yXFxpY/JQwK17S9pd94G5800O1IVlLhtRTyDLG+4AcY3Ns4A87cx5hVr7CV4HJPGWehWsho3XGqkRvUNktgFIY5WxYjRMa4FEHkojXgJ4kK0wn9lbRKuQL8lo8FwaorauPC4TkqakB1VL/wDbw9PUqqwiAvJqjGZQx4ZDEBftJTsB6blev8MYD9hYcRKRJX1B7Spk5l34fQKm2zzJbV0v/llUsVr+WWtJS01BRw0dLH2cELcrGj+Z8yikgLvkkNkcGcW6S64LrhGUSdukt5pbhIXgc0ZQDSeiaW3sSnlzbXCaHgoAc1LbqEgeAF3aBGQOIBTSLHZcZBdITfVGQHBLpZNvokvqjJGBbFOvYJuawSZ1GQwLuVxs0XXZxbZBnlyxHRRueBoL1ENoM9aDyCsMuqr6N+R7nHcqZ24Up8E2cyCFpJSWsLofb6pj5xlPlqolJJEQi3JFRPerxuKIC7Wd4qbjDf8AJSj/ALsqFhchdiFTUWuAcoKmYk901O8W+6VT/gzbTL/1Ef4PLi34rlq8I14ZmaeV1l7ATEea3VPRshwQuYLNkjzEedlkj2z1OpaSjn7MjC7NKXEWViHWgd6KuZ3X26qW53wCs8kdRdASbFMJvyXE6pEiJEI8lwaAdQrCgwXEcTifJRUzpWtOUkHYqZ/hPHR/2B/1CdRfwUyvri8OSKujxSbDs7YwCxxvryUz/E1QdQxqOeDsdd/2E/8AqCb/AIJ4gv8AuIHq8Kiejrm8yjyUO2hvLaBHiap/AxN/xJVfgZ9FIHBOPc6Ro/5wnjgfHiP3eMesgSfgU/6Eebp/tEP/ABJU28DEz/EdV+Fv0U7/AALjv+jD/wC4Fw4Dxw/cp/8A3Qp/Ap/1DztN9oq6nHqmaF0ZAsRyVMwvIJPMrXf4DxnmaUesoTajgfFYKSWZz6YtjaXODX3NlfTTGriKId9P+MkZTmntShtwDZODVa2XxQ6PdJJYyt8tUoNkGU2Dn9AUjY0uENinvC033v8AzXKDDJ/l4vy/1XLFKvk5Ckj2AFGbsgAozTosSKRxSLkoCuiQ+gMgUSQaKbIosgsFeimRVzjdUtaLq9nG6pqsXJWuh8mK0pXN7yPR3zXSOZclOphYlb5dFUGXERswJZXFrUOI3aEk50ssLeJDzAR1Fq1tytnSvDom+i86kl7Osab81uMPqA6JmvJX7vSVV+4nyiwRYPChOOZqPCO6s2lf6jNeo9gY3suBK6664XXOSOc0Pjcw6hzSD8wvLcfpjBizmkW7jV6mCFgeN2WxdjgLZowtOk/7mP8A5KNV+0zNC4C53VITZI5wtoV6A5GOSRSTGKsppejwF6HIxtVgNTCdbsI/ReZNf8LQatK9IwWYT0Ade4ewafJeK/6pg421XxOx4dzCUGeTytdG0h+hUCQntmkbhWuLAR1tTHbVkrhb5qjklObNawBsu1qZKVSkvnBdo87sMlmpDLX1IQ3xx1Ts3bG34ShuhMsfaNO6ZHACQdfVc46RIbQxg7jyCc+PKMrWkeaktsRZwuNNkTIHGwdpyugCJHFkNz4lX4gbVzh0aArjsg06uBA2VNiBDsRltspQARYhJl1SbJQTdSKEBLQLLb+zKJ9XxfHI4kinifJ89gsSDYXOwXonsgjc7FcVqCNGwtbfpcqcCWtqLPWsosm2XF1kmZNkwi2Srg4FLfWyMhgTKusluEmbVGQwda6WxA2XJcynIHi/tLEr+Np+9o2KO1+mXksbI4ales+1PCTLh1NjMTATT/CnsNch8J+Wy8dc4/LdI0bqpZjwOceiYTYpD6rjsoLMnE3TTqlSWQAWmGaUnoFNA1UWkF3OHkplrKGSc0nUBI58obqNE+MgG6lNa2VosoArxK7mNERsmltkaWmsgFuXkjIBh3r9E4NcQ5o8Rs0ab32UZkwa4A7K/wCFaE4rxTh1NlzRmftnj+Bup/ojGWRJ4WT2Wr4ew/E8KpKPEKcPdDC1jJWnLJGQLXDv6LzjiT2dVNMH1ETXVtONTUQN+Kwfxs+96hetuOZxJO67NYgjQjYjkrJQUuzBG2UXwfMdVhlRRt7TSWC9hLHqPn0PkUJhX0JjHDGG4u58pZ7rWOFjUQNAz/nbs5eeVvsuxN8s5gZTsyatkjf3Jf8AlOrSk9UO+UaY2xmYMWtdFp4ZaypjpoAXSPNhbl5q5HA/ELJhE6i3Ng/MMv8Adej8HcDMwVvvddlkqiNByHkEO1v0w7GbSWWSOEuFm4cyCsqGWdC3LTRkeG/ikPmeXktZbqnXJO5SGw5qyK2rCMMpOTyzsqSyW6Qm/NPwKIW35pC0BLdddACAA80jo7m6XRLdQAwMXBoHJLrfTVLqgDrDokyhcV3NGQELAuygJUpIspAbYFLlCbmsnZkEnZQUuUdEmYWXB4UAKA2+yRzGu0LbrieiS9tLqQBGnjBvlTDCAdFJvokIFkcARsh5BQsRl7Cke7Y2VobBUGOPzvigbu9yqs+i6r7D4SzsqBpc3vP1KLWG8TvylSWBscTWC2gso9W4dna/IqX7RtO/1UzzB+k7/wAxXoVMRJgENjcdmf5Lz2fu1cnTMVucJdmwNmtxqP0WOHbPV6xZjFmR/wCJfzR3H4VkB4tK78xRCe4FnkjrQ6QxcuSJEhmbvgxzvsGQNe5meuja4tNjay1xoYxe89Tb/wARZHgz/cHriDP5LV108sU9IIWOfnlLXNadxlK1xfoR5LW/9xMcMPiOplqP/dK44fDb9pOfWUqLHiEzPeA6FxlEr8sbnAZWtaCdfmiDEnOlAEHwe4C/Nrdzbiw5qdzMiCfZtP8Ain/90pPs6mP3ZT/+UoEWKPcGmSAMzgObZ99Cba9EYVQnoaiRvdyZ2jKb7I3MMIR2HUl/2b7ecjv7rvsyh/0T83u/umuqzDRU7mZHvlAaC86DS+pQBiksga9scJjytL3B3U20UZZOA7sMob292b8yf7quxCnhp/ehDG1gdSPuG3Ro610+LRDtIwyz2tjB7xtzK7FbF1QL/wDZHoy+h6/ejyWPJkGvJP8Ah23QBo0WS30WXk9iksDnNbbQqJU6U8h/hP8AJSL2uoNe/LRTn+AoS5K7eIsronf5eH8gXIIdaGIfwhcka5OEnwe2jdHbsgDdGaVyUSOTgmpwVsSH0Dfuo0p0UiTdRpTor0Uy6K+dVNS25KtZzYlVlQNStVHuMNvRVPFnLoRqUSS2Y3TIfFddF+0pgTojoEyqdZt02M6lMqnaWWCXuLZdFHVy5ZQfNavC6u7GC/ILHYjz1Vjg9Z3o2l24CvmsVlda9R6FC/MxTIj3VUUUl2WVrEe6Fj0Ms2M2alehBb3unDkUzcFKCbacl2zkPsLy0GqxnHcdn0cpG7HD6LYNe4+izfHEfaYTBL/py2PoQtGl4uiyjULNbMC912NQnHouvcW5gpmZd/JzIxHRP8QW54QnD6FrS7wuLVgGus/XmtTwZPaWoiOmWzgvNf8AU1XmaLd9M36F4swZ7imIwY7Vnk85vqFnoIzKHh3hzaLaccU5biofawfH/IrHwizCDp3/AOirpsc9JW/4R0qEt8ju0ax2RnhCfrYkbW2S9gBofknuaAwgHlooNeA19B8kQDpqENouwE72T9Q0IIEfq3bZUtb+/Sac1eC+awBtz0VJXW9/l63UxAAE4C5Tdk4Gx9FIpzz9z6r1b2QMAosWeNy9gXk7QXOvz3Xr/slhLcCrpeT6gD6BSV3e09CA0TBqTdLuUhIHNMYhwsNkoPVCB13Sm/4kAPdpqm3Sa2XIAeHEpLlMO+h2T9bBACS08VZTy0tUwPgmaWSNPNp3XzbiMFNFiNTFSEmGOVzY8+5aDovo6rl7DDqqZxsI4Xuv07pXzPJIZXOeOZuD80M06f5G25WXEaJM2bxaFLflZIaBq5LZcR0QA+ndlmBPMKwGouoFNE6apihb45Hhg9SrCtp5aCvqKKb9rTyGN9trhDRORiPHJtrsgC5Fx0TgClJLAZXbm6TsmB23ogxO0J3smyy5Lkm1tlACVPu4aSW68gtf7Kqili4knilB95kpiIHW0Fjd4/66LASzdo7xXA29VpfZ/KRxxhjrmxLo/W7Smj2JPmLPeLjqm3HVIbApulrq454+9kjXabBNLui4eHdAD87hzN0mbXXVMJ812gCgB7nWCS9xcod+hunA3GyjIYFzeaTN5riAOSTLpdMGBc5XZk0WTbkutZRkMD84XZwhuYbpQORUZDA7OkzlNIN0oGl0ZDA7OkLgU21+STysgMDsx6pA7XdNckTEBC7VLmQl2qjIBswK7QC6DexTi4jRRknApec2myQyXO6Qm5TctySggLnAG6QPvqELY7pSb80wDpJAGk81nJ+3fi0T3ROMTRutDcDldIW35JGsseM8Joh9sCPA66FM67b5bfNTXN8lHqGWi25ol0NRL1o81qhaul/OVfcN1Uh7akJvHbOB0VJXi2JTD+Mqy4bNsSkHVhWJcM9lcs1ESb9u8dHFKT3QlqBaqlH8RTSdFTLs6NftR10hTSdVwPNIh2b7g0f/AE6w9cRYtm9jHlpc1pLSSL8isPwpUxQ8NNHawCRlcJDHJK1hIHS60Zx2ndcgU48nVcY/qtcV6UeS1abvlwT5aamlBbLExzXHMQfSxQIaKGGoklDI7kNEdr92wsopx6EfepB/52NDOPwD79EP/OsRgzbJfTJsNFHT0fZNiic61nF17OT6SlZTUnYFrCCSXNb4deSrv8RQf61D865v9kM8SU407fDfnWA/0UYJ2S+mWzaWmZGY200YYd25dE5scLWZGwRtYd2gWCpTxJTW/fMLH/mv/hMPEtL/APfYV86hx/ojBPlz/wBWXnZRh+dsTA/m5rRdV2Kbz7/uj1CPFFJ//pYR/wC4/wDsotVxDh8sdRJLilC5xp3RsjhLiXE+oRjhssrqnvXD7POB4Qlvomt0AGqW6znrl0IToVV4o7LQTn+GysXnulVOMOth8vyUx5Zm1LxBsg3+HH+ULlAjre4GyXJbsQuUut5PPxnwf//Z)
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Um estudo global realizado com 240.000 estudantes desafia a convicção política generalizada de que colmatar o fosso acadêmico entre estudantes ricos e pobres depende da melhoria da ética de trabalho, da mentalidade e das competências socioemocionais destes últimos.
"A desigualdade educacional não pode ser resolvida através da aprendizagem social e emocional"
Rob Gruijters
O relativo fraco desempenho escolar dos alunos desfavorecidos tem pouco a ver com o facto de lhes faltar o “caráter”, a atitude ou a mentalidade dos seus pares mais ricos, apesar das afirmações generalizadas em contrário, indicam novas pesquisas.
O estudo, que analisou dados de mais de 240.000 jovens de 15 anos em 74 países, desafia a visão frequentemente invocada por políticos e educadores de que cultivar a autoconfiança ou “mentalidades construtivas” pode reduzir as lacunas de aprendizagem baseadas nas aulas. Os investigadores descobriram que não mais de 9% da diferença substancial de desempenho entre estudantes favorecidos e desfavorecidos pode ser atribuída a diferenças nestas características sociais e emocionais.
Em quase todos os países do mundo, a riqueza e o estatuto socioeconômico predizem significativamente o sucesso acadêmico das crianças . O novo estudo, realizado por acadêmicos das Universidades de Cambridge, Zurique e Tübingen, não contesta que a aprendizagem social e emocional molda positivamente os resultados acadêmicos, mas questiona se pode reduzir substancialmente a disparidade de desempenho acadêmico entre crianças de famílias ricas e pobres.
Isto contradiz uma convicção generalizada entre os decisores políticos da educação. Um documento político influente nos EUA, por exemplo, identificou a “promoção do desenvolvimento socioemocional e do carácter” como uma estratégia fundamental para reduzir a disparidade de desempenho. Da mesma forma, um inquérito do Gabinete do Governo do Reino Unido, realizado em 2015, concluiu que as crianças desfavorecidas e vulneráveis seriam as que mais beneficiariam da aprendizagem social e emocional, e que negligenciar isto iria “perpetuar o ciclo de vantagem ou desvantagem através das gerações”.
Em alguns países, a aprendizagem social e emocional também é um grande negócio. A indústria foi avaliada em 1,5 mil milhões de dólares nos EUA em 2020 e deverá atingir 3,9 mil milhões de dólares até 2025. Muitos destes fornecedores também sugerem que os seus serviços podem ajudar a reduzir a disparidade de resultados.
O principal autor do novo estudo, Dr. Rob Gruijters, do Centro de Pesquisa para Acesso e Aprendizagem Equitativo (REAL) da Universidade de Cambridge, disse: “A desigualdade educacional não pode ser resolvida através da aprendizagem social e emocional. A ideia de que as crianças podem superar as desvantagens estruturais cultivando uma mentalidade construtiva e uma ética de trabalho positiva ignora as restrições reais que muitos estudantes desfavorecidos enfrentam e corre o risco de culpá-los pelo seu próprio infortúnio.”
Nicolas Hübner, professor assistente do Instituto de Educação da Universidade de Tübingen e coautor, disse: “O desenvolvimento de competências sociais e emocionais é extremamente valioso para as crianças, mas as evidências sugerem que tem pouco a ver com a razão pela qual os alunos de baixos rendimentos são mais propensos a lutar academicamente. De acordo com os nossos resultados, não é uma solução mágica para resolver o défice de desempenho socioeconômico.”
O estudo utilizou dados do Programa Internacional de Avaliação de Estudantes (PISA), abrangendo 248.375 estudantes do ensino médio em 74 países. Os investigadores analisaram tanto as pontuações dos testes de ciências como as competências socioemocionais relevantes para a escola, do quartil mais e menos favorecido (25%) de estudantes em cada país.
Em todos os 74 países, a disparidade de desempenho socioeconômico era muito grande. A diferença média nos resultados dos testes de ciências do PISA entre os 25% melhores e os últimos 25% dos alunos classificados por status socioeconômico foi de 70,5 pontos; equivalente a quase três anos de escolaridade.
Contudo, descobriu-se que os benefícios académicos que as crianças desfavorecidas obtêm das competências socioemocionais são relativamente semelhantes aos obtidos pelas crianças favorecidas. Isto contraria o pressuposto amplamente difundido de que a concentração nestas competências é particularmente importante e benéfica para crianças oriundas de meios socioeconómicos desfavorecidos, o que sustenta muitos programas de aprendizagem social e emocional.
Embora se tenha descoberto que as crianças oriundas de meios mais ricos apresentam, em média, níveis um pouco mais elevados de competências socioemocionais, o impacto destas discrepâncias na disparidade geral de desempenho foi modesto. Os investigadores calcularam que se, hipoteticamente, as crianças desfavorecidas tivessem as mesmas competências sociais e emocionais que as crianças mais ricas e os seus resultados acadêmicos fossem consistentes, a diferença de aprendizagem entre elas só diminuiria em mais de 9%.
Surpreendentemente, estas conclusões revelaram-se bastante consistentes entre países e para diferentes disciplinas académicas (leitura, matemática e ciências).
Uma das razões pelas quais as competências socioemocionais não são um dos principais impulsionadores da desigualdade de desempenho é que, apesar das diferenças entre elas, descobriu-se que tanto as crianças favorecidas como as desfavorecidas apresentam níveis globais razoavelmente elevados destas competências. Por exemplo, durante a avaliação psicométrica do PISA, 84% das crianças desfavorecidas e 90% do quartil mais favorecido concordaram com a afirmação “Sinto-me orgulhoso por ter conseguido coisas”.
Os investigadores acrescentam que os 9% da diferença de desempenho que pode ser atribuída às competências sociais e emocionais medidas pelo PISA são provavelmente uma sobrestimação, devido à potencial causalidade inversa na relação com o desempenho académico. A coautora Isabel Raabe, investigadora do Departamento de Sociologia da Universidade de Zurique, afirmou: “Os alunos que não têm a mentalidade certa podem ter um desempenho pior na escola, mas isso pode dever-se ao facto de o seu desempenho acadêmico ter corroído a sua autoconfiança; Não o contrário."
Os autores argumentam que as políticas para reduzir as desvantagens educativas devem centrar-se nas razões estruturais que fazem com que alguns estudantes provenientes de meios socioeconômicos mais baixos tenham um desempenho inferior. Estas incluem diferenças na qualidade, recursos e financiamento das escolas que frequentam; a ausência, em muitos países, de opções pré-escolares de alta qualidade; e a falta de recursos extracurriculares e de oportunidades fora da escola em comparação com os seus pares mais ricos.
Os resultados são publicados em Sociologia da Educação.