segunda-feira, 12 de agosto de 2013
SARAU BRINQUELÊ
O encerramento da Eletiva Literatura Infantil da UFAL (Universidade Federal de Alagoas), aconteceu no dia 06 de agosto de 2013, com um Sarau. O evento foi muito animado, pois teve várias apresentações como: coco-de-roda, contação de histórias, adivinhações, recital de poesias, músicas entre outras diversões.
sexta-feira, 9 de agosto de 2013
A LEITURA LITERÁRIA NA ESCOLA
Nas aulas do dia: 23/07 e 30/07,
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a professora Giselly, discorreu sobre o texto de Teresa Colomer: Andar entre os livros, texto este, muito bom pois deixa claro que a proposta da autora é trabalhar uma educação literária nos fazendo refletir sobre elementos essenciais que devem se fazer presente constantemente no âmbito escolar: "Estímulo", "intervenção", "mediação", "familiarização", ou "animação" Todos esses termos se referem à intervenção dos adultos encarregados de "apresentar" os livros às crianças.
A esse respeito, a professora Giselly, defende que o texto fala sobre as incompletude das escolas; da mediação do professor nas escolas, no sentido de como planejar programas de incentivação à leitura, ou seja, o que as escolas precisam fazer? A forma como a escola vai fazer essa articulação didática para formar uma comunidade de leitores: primeiro, precisa ter livros - corpus, atribuir importância à mediação.
Sabemos que a leitura é uma atividade social e afetiva, portanto, deve ter espaço para roda de leitura, biblioteca, sala de leitura. Isto é, é, preciso pensar em espaço de leituras, mas é preciso pensar também que a leitura exige esforço. Vale ressaltar, que a literatura tem vários gêneros literários, ela não é apenas uma narrativa.
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)
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lGpwCbhCLm3ktWZyxADAkESoN15rsevrhi4G4kkndQQtZhQD6fWGH5MBv5YWs67pmnpaZmkVSRsCJkv0PqP8nSPbf3iYhrR8Y3r2ay+md9ALa+86kWM00Y2Ph/s2Iqq3urGzZ9GeW0zcQ82kN9Bs8qcuQ2UcsDOGMrJmFQsyxyMNRFE1mpSPnpPl026YOfRsLlzx33mf85ZT+/AstH4/tGq142+H1nLOMcPi+tSIEBSFZIlVjqpY01AAtZ21gXd7Yv9teEw5eFIYgYY5GYFdTHfda8RJOwG2Ns4VbP5sNQAWVj6ho4BtXM7nEX0nJS5Wr3nJ3O27dPT9efXFGLZm9x+UTnF40+EP9h8kEy2VVWP2c5PP/vYbv36r+WFvJ8LjkzAjaMENIR1sa5wGKknYkH16YZ+ykpEeXG3ikF/7zLcvl8rwG4NFqzhFkU6/nmY+vTn88TZr0Yif83zhfh6oeKygju/0N/aU+JZbTpRfCqINIobH6yVO/O/DuRzIwf+lHIhs3qeiD3S0V29nMMD+nywK7QZlVLjrsyjzC5mckfmD8MDX4zNmgZZ3aSQzJRKAAIcu7KBpGn7/nyN4uwLqyJf3vFfiBCjJW23+0Q43C4oJcoY9VSBWYMzMAwJPhBJCjbkNuXlgBmuGxMWZAGVEDBWUGzoiLbEbWzk2KJrn5uDMGfLliaXL2LFXSvQ9RuB8BhVycwDlGuntRQ66YBXx2Hpd+oRhBOIt4/vH5TRRf8AKfmIwycLikZ9caHW8rG0BvTIUW7FmtLV8MAeL5JI2mCAKFfL1Wwostih0Jw1xQaZZVF+FpBud/8A5ubz59MLXHvazfpJB/xLWK8qKuJaG88jDlZ+KcXt/wAT3PcOSRI5GUai3OumoGt+nhGBUnDY42gcKgZ5ozqoXulkem4/f1wclvuIP9ofqcUOIQnXlhd6pY/hUemvyv4488H2p6vNaMcc9GJopNwCUyrxvzCkTNTb3tq0k89h1wkdhI9M/M+xKDQpSTG+/wCf54eINIi2NjuogoPUR53T+/ADsibzEcZQgM8qa62tQuw+DC8MEChpjl2YC/Xs2RzOuz6Fcqf44VfpiyWvPoWPswL08o84/wDyfngzlcvozPEW88sx/wDQy5H6nCv2yB+uTndvBzs1tw/MGtz0uyPf51hgx2C3dUAsBS99wBlIysThiTtNz50MrEB1N8xi3kOCyTAzadWXVsuJWZuQM5J5sGrSRy6eWI1Skl5jaYAEGx9nlVHP34cuBvHFw/NRSuhZzAdJrxAorWFPMc/kTjnH6RMwUO0++spfR8Ng3VEAB8gMplrUH/alY15knrjTsGqiVG1GxloQKJHPJTsduouhfqMadg8xIVzTvdLBK1dAy5fJ+L8h8sSdh4z3pjomoIzZI6cO5bCqHe+/AMhqOxtRrvqRnhwhGZAAUR5aRY11E+Ex50et/wBmPkMDjlNKuSu65+Ut4T7Iiy9n2boBr5fA8iwZ3Ngy5pdO3cy2b/CeI2AfW/hWNeGZiOXNZhEGlWnzTFdV/wDY5QE2CvtNqNculHlg+FXSBfj8jGccxbIxPh8hCn1WNspHcMdmPLjWEUN4hqZrCg2TsTQxT4V2eg7yENEp7zLKzal3tonLUT5kCyOddLOGGdQvDS2kHTBGeQvwuwNetbXhc+jjKBszITv9nEBR80mBPPqdvh8cTEEKTAc+1QnBNWMxlYzDYqdJ7BdtlyZZ1QylYV1AbaVUICbIN7gch970wam+lSF3MkkKOj6l06ef24lpjp3rw7kevWsIHYnJGXMdwGK9+BCWAuhKwUmutWDXphg/+H8sfdKklo5nDOV9nRKUAI82MBIrl1wK47bbmZz5gi22wEKT9v8ALlSpy8Xi1MpkjN6Siqd9tR+zIHLkoo1vYPbzIK7yrCyvUQ0u7Ffs1KDUpUM1oSNvT4kO2/BcvFATHl4gbYALGo/7HMkVQ28SIfeBhI4f2blzSSBSJJFg7wmQElfCkh3pjZDBRysg4UFJHhG2PjHKD6TMgCx+rKrSly58RDGRWBrUoCghjyNc8B+OdvIszJAZtBhhdiAFdWKtIjBdaig2mMC/UnBDIdhPruSiiRY8vKdDuZU0klXkSiACQSKr0rFOTs67pcCRqfr7bmhUaBFUL+ydR2H4jeC5HnOAJFgcobh+lfh+iRBCF16iNIPNndrPguxrH54j7F/SnlcsZg+p+9csNAO1m6JIHnzxmT7D5ccMDtCjTSrZY3eoyuAeZqg1DzAU4v8AaLsAZZst9WhjWCKTXONdFl1qQNzZIjR/ga8sZ1mq+2mC+L9vsrI5d8tGY3DDVThjrWIE61QiwE23+8PLcZ2v4/ls8sMcKNGyyiRb7xyVKaioQJe58WquWL2b7PxDO5WJY1EbLGXTmCGLs1g7UaG3nWNvpD7Jxx6JFXwySooWJdJjpWU+OmGlgbqh7OCXVubm5QoCiSdku28EK6TH3pXzOncMrba1u/sxQG/LbbAfhXbzLRmbwpKZKK95CzaabUaqj8vIeWB3C+CTE0gDkyCvFRNANR8zQHTc/DFjiPYafJpEstPrjBPdWxXUCAGGm7Pj5AgabvGFVajfK4I1Idhz/vL69uMqVJWGHV3ZUPokGizLuo3ofagbn7vXpDxftTk2vREkJLKw3lalWDugu61tQ9RprFcdicwksmVDRghdKG/DaLrY7LYJj61ucXuzkscEksjwJIZ5BpVtuQctR0mtvLY0d8Pxlww08xB4lFKasvJhflt9IazX0i5WZP7IN3eX7vWVYMpI9oADdeuFvJ9o8ncjSKJQbqhKuiytm1Un7qj0wM4fweVDpLKa1RKRqABJAN7EHYcvLDHwn6PWlGkSIusaL3sd0o2voKANb9MZ+lSL2vu61yilzB2AHOvS4Vyv0gZOOPxwL3ajSta9QBckhmaMljvXi897vC7xntblnkzFOEE0iOq6WOkIwsbJvemtsScH7CSTCWGUtBId1sGwNII8OoAqVSrJ2vFDNcAYyziY+OFmLAeLVSeFQQbHiGjbq4NHbGLb9do18Yx0StE9/WGW4vEYE32VhuAxstyAAW7thinBxrLzS5dUk1OsqFVCSWxG2keCrJoCzijluFd7LH3LMqsmss1eFw3sqQbIpQ2roTWJOBB+/wAqxiaIRzIzEmw4Mi1zGxFm/UnkMAi2bnFq5RyyPaQRxxooDB27saomJLd+HCFeaEM2ghuvuxZ4N2himmD+Flj1MqiCRNB+yDlC23RRQH38KWRzLPLkkjQX34kFvV/1ldvZoeMaB0oHyxWyQnhs0lJIoAJBvXKo1WCD7UFURYAvrillURaljynQE7d5DLTyiWREZlCtcUt+KOIAM2gqVpAa/aHliPjPaHIZljL3mWa1IJkjmD00bx+yEG1M/TzGFNeEGWD/AEkAioHXWvisEqrK/M2LcA1VEDn0HvwcPCJGYiqQrzpW1yC2PPdiPcBvyGAFXD0swNdN44Hj/DomBjlyujnUsM7s2ow34jH17ob1sCvlv5Nx/h6lU1ZV9kDiSGd9bLG66lYwkAHbYCvCw5tYWMhwt/tShCRovfsDRJWOQq5UlDQMwY0Pu0LJvG+S4cY5Y5dTOpZ2Aofeynf6bJY0FWuVm/u400Wru+sEbCH/AOkuTUZ1DLArusiuYknpO8SKIDR3RBAMa7gk79N8e8E7Z8PidpAIydIQtHHmSfDGqUdUJHJRt0ofEV2o4SVJI0oJAq1VbR5YTHYbb6V+JF4t5nszPBFJlllgKyyU0gdw+rQS9x6a0nu2BI2Oqqxzc9MxQTvUtL20hYMi6XLAojdxNY8UmxHc039sAb/5sVF46jSmcLGrnvdWhZF1mfQiDS6CiBlytDdiL2x43YaXLvHmIissQRHlNquggAtGASST9kNwPvHbzHcHh72GdgCCRAoFC1Imkqr8O7Eryqvu0aweML0M7IW6iFn+keFYfqkitYTumUWG8LFmHsnfmNuvyxHwHtxlssySCBGMiLGgVND/AGRYF32JOrUdyB7J570LzfZgvH9c1EK2YEIjWPxAFLD6rqronYX5jFfi3A1gzEeXBaQurWSuk34+S7kjSh3vqMKCAmhCJNajOX6fTGY804zGVMjn2AiVc5E7FgO9iWl2P3Xvbf7vTHU+zSxz6K1MtSv4i3XMZsir92/qDjl/YfIySZmBVHiE8TbEeyEWzvz8Juvyx1LsxwTNQRpaFSoIYEryE+aLV0Ozg+e+G4aom6P9pNxQsUVsbePWSdtcsvcEtuedjoTqUV0/7St754C/RRAO/wA5fSHLr84l2/w4PdsoJZMrKsKMz1WkCzVxMwqj93ViDsFwd4JM6ZTGNfc6SrggAJIm5vYgiqO+JgR2cqAOuNHD5VkzMz1tVi/LYj8jhMyMYEEBoDVIzH5x3+YJw35BArZncEIhAPmBEvL5YWuBcLeTKQAsBpRzqPIbubu6I258tsKc7/fhLUH8piD1H+6EeGC8jkgReqOG6/bdGv8AxXhlCkxyN4hsTVivZGx2v7x5HAZMoIostFYIi7mOxybQo3Hv0XgtPYy0h35MP+HBDnJBzM59O4HE4V6gAD3rCrfv/PF76SZNOXhH/eA/4G/jfxwMgj1cY1bbDl1ruEBPpufzwR+k5QEgDMo3vxMBtpG+59Tg1P1jM43UDwipwu1ofta9vLuuV+fhOGjNKWzankCwUD0AO3vsnz5YX+C9n5JoDJG8XhKgKXGomjyHIjf4746A3CQqQSMFEumK1JAN6lDnbm1jT5UT6YUB7BB8ZQrDtEI8Iro5HGHF+3Ko/vZXf/P8MVc9w5GyGUlDHUo1kerO8e99Kb5jBE5JhxdHYbO8JXcb/ZBG+X8MQy5UJw0KzR95H4GRWViD30ZI8G3W+Z5/K3hWvIL7x9JJ+JiuHFf0n5tFJHPeuPKUn5sB7sMfDuJIrBTMUKyyCtaAC4Y79pTuQff8xhcjX7WVuneH8mU/vGHLhPZTval7mKTU7ndl1ewFshiKHhr5YzJ/hP8A/QzyeE/xl/8AT6iEZd+IA/sxj/0gf3jCP2klH1jPcgxkkAO17zxjYGt6vl/HHR4+Gs2cZuWnQP8A+upry6YRe0PAJmzOfVE7xmYuApB2bMQnz58hXvwHAgaGvu+ont/ij6uyA8PkYI7PuaiPo5+YJ/fixmJqhSvxRgbct/TEfAsv3YjWQqjLGQwZlBUhNwbOxsEY3mVSqqGQtcZoOCfaHQG8LFkxR5QbwCaRszlwKEkc7Iuq9Or62rC7s6dUhvmeeCXEIGjjIdaZngayCC39YzPiHmCD5fpj3s5wTMLNFmFRJFM7SIBICx/rUI8S813FfHDFx7geZeHLhcu7HRlh0FMk81ruRvUg57YaCSwvunbKNvCbZcqOCTRkCiITttdrH5e7C/npjHklC0A3cA7De8nl72G12SfO+vPDe3AJm4S8YKo7xwkM3IARI2/P8NV54XuI9l88ciqd0veiaINGrLrCpDFGre1yoJ15tyGErdD3ypiBkcjuk3Z3UO+Y0QctIoG3I56Q2fjfPpgHls2tx6Wo7Dp/+0kefmdOGrs32ezEccvfKIgYill1Ok/W3JLANYqxzP6YXYuA5wTKGy0m2o+BNSgtw4KotbW9R9+94Nb7Vz4j/Ssldgybd5PmZf7ZzkSIl/eP+Lh6g4YuIyLI6khdWu/EoHSRRdGupI62B51gB2o4FmZJkKxGQB7taIAGUUe7YEYa+P8AAZlAIAcd4D4CbFa2JII5Udz6Yxib+McdJK0eglvOxhOHEp4WMaEknmxj3NnkSfgMc67LZgDLZoD2h3DIavxCeUj4Wout96646dxTLE5YR0AGjQ6iRV6AKo+8nHLexyf1eeqYhELVuRpaY7866nDMR9qT5f0x3yUhXKqpJNMNrPSCPlhf43lmj4lGrUzFtqs7FM8K5XtVfDDBleGMYsvJsU8RNcxrgiC9f2De3UYr9quEZmbisXdoukj23NLYXOAAhfFur8wP1wOLnvCyOdJA616T50x5jbTjMFFzoPBuwvEXhSRDEqtGrx7rZBGwNKSG0kc/Pni7muynFo20J9ov4kdK5jo+kmgWHLn+cnYzj3FZ0SCGSNFjiXTr07qoCjkpPKueGfKw8beSWMZjL3Fpu+R1JrFVF5edYiPaA8x5GP8AZI5Hzi7xDs3xdGBid5EJ3qVddbcwdK+fU4jyPZbiSMyqGjRlBJDIASN6YLzroa54ZYhxwxPL32XARNZB51pJofZVdDAPh3a7i8xpHisRmXcLyBoj2Of5Y0LkrmPIziVvr5ief6I4wLOo6SN1EtsbUDSQaHmDvy+eKcHCuLhdJVghUjShX18JUuFogkGj164ZYc7xtgpEmX8QUjYffBIv7LyG+IMh2s4kM4uWmaLdWPgVOfdMybmPz03tyvGAOx5jyMIkKKN+cDy5DjK/2YbZgwJkAq16KH5i61DzxKMnxjUGdXkBNUJgGA9+phy57YuN2z4qImlLQaVkMXspuw51cfLE83arjCMqEwWxoeFOdXv9n5YLS+m9vIzARqre/eIGm7N51ZTKsDAG9VSKZd2O+oEA7Vd1ZB35Ymi4Jn3UmRXIRiAhUMSu1abcgEVv8PLB/M8Z40isxOXpedKvQKf9V+0Mb5fjHG2SOQfV6kIC7Lfi1c/sv2T+WM9rvHkYemxek+cUDwHiCyEpA4APhNJqocjfPmcWJsjxNtLGOUtvuxBK2QRRvpZ95GLrfSPxTvniqEtGabwpXsF9jo/CD8sWI+3XFjlxmKgEZGrdUutt60euC0se7yMVrAI5+cDycO4pqSQJK0guyQLXTWjSw35X7tsb5Xg2dJQGCVFZ9L+FPZu9Rrkbo1uNsF17c8VMYcfVzbiPTpXUCwJFju+W3ME1tjfNdueLRzRQsINcoBWlUjxEgWdG3snA02+4HwMbeoAaT5xcbgnEqZvq/iLWKjWyKO5O29gfMYswcP4qFLLEwcE7aa1DSBam/vWedUBzOGWDtRxdwpAy3iBIBC3tfTR+yfkcV27bcVEohK5fWSQPCu5DlTR0eYONDE8iPI8++YuBhyU38OUESw8YYX3bg3z171QUbFweQI91YpngWfNNLlncvZkIAJstYJ8ZJO1m/f0w0zdquLqoYpl6L92Nl52R+HltzxX4p264rl0jeRIKkQuKVSdIF7+HbBqMlbEeRin037V7eIi4eGcRRV7vKkGuXdDqKI2bb+GLUXBc+zIGgIWkLHuQCCWIOnc1pG9+uGE9reLdy02jLaFq9lvdwlezz1HfFDiH0lcUhZVaGEltNaVWvFVc68xjQH57eRnbbjfzEqcN4Fn1eNki7lmLd5J3SgkBrHiVb1EAEEg70TXSHO5HiqkL3IkJOp3WIFCSbBANEkb2SOZxcj+lTiLaajg8Sow8K8pW0p08+flghlO3HFpZI4ljy+qW9NhQNgTudO3I/LG9o6mrW/cYQxWuuiVB79vdBjQcRYOj5PWi6u7DZdWBogAU2w8I/Tpgvw7h+bESiXKQ0fEEGXTZgPvDoxI2I35YtZ3thxCOPJioDLmgzVpXQFuLQQ1dRKLxDn+13F4ULyQ5dUDBLuPmTQHn671sCemNByjax5GcdDWQD5zXNtn0yuqPIwNI+lZIxDuwG51KAAV1lmFsefvxXyqcTESj6nAgLFmRYiK2Kg0HrUVAHXYgeg94f2/4rMxWOKAkVzC9ZGjFbfiRvleIh9JHFC8id1DcZprC17arsa38TDG6st3Y8jAXGG9kA+c0mPFHQasothzQENCtAGqtexJ2vyGLWck4q708TslagdB9rQw56/cPccQS/SPxRQD3UBtWYBQt0rlD0/Ep+GN07f8AFTF3vcwadDSeyLCoQGsBedsP44x8mQmiV8jCXGB7VGhB+Zh4sQNUErX4dgw0i9ifGbAHTHkPZzPrFSZcxhwAyhFDUGa7VeVA7bnqetC6v0k8TKswihpbJ8K/dJB6eYOJeJ9v+K5eETyRQBKvYKTv6VjKyL1HkZwUNRo7+7pBGY4VxZI9KLIRv4QOZultbH3AATXpiafgXEWqRVm75Y9nZba9bjSGBDDwadtx4ietYuH6TOJBZHMUAWNdTHw8gL223NdPUYuZbtrxeR40WHL3KLW9Ne1Iu5rbeF/kPPHVk7x5GBrRgCPmJwbGY9o4zDIE619FObClh/3A+drjo2T47BBLnHlbSrCFVJG5YwkUBzJo9Ol+Rxxjsdxr6l9rKWZHjAHhOw8O18vLfDJN2wysk0shEjCWAJQcitKkayBsfaHyxPR1Exg3oToMWaAyObu9svXLb+ybHPOzkiq8rathlTuPdfPlXri/D9I+U7iWO3LFNA2GiwlU1NysfLFPMdv8u8DpoSOwVXSTpsrVURt59eXrhik1APMx5ymZVRGN/ZTp5Rk/vwjRzA8XU3fIH/cEcvji1D22ypogu1AXXQLFR3B5A9dtt/TA/IcSWXMrIm6M4CtfRVa+Qo+6+hwtSQY56JBkkyn6jEuoAvm5HO9bEve/ywdz80bZuIBwQC7D1+xA/X9cLn+l4yMup3WOZ2cjf790vmasVYxtP2ly31pZNYGgMDZGqywNVd8rvDnP8tVHjAxkdoWMc+1PEFTLNXNm0kWR7QAvby0jY8wcWMlLpjyS0a8J5Hmsf/8Ao4WuIfSBlCF0qsm9sHKge2W66rP8MWU+krJhIY3VrjFGim1hb0+MHkCOh3whgb+EpGYBK8T8oocXmri0u9aVmvc81jn3rn5b+mCWVzmvhciFQpiYxDcEEroAN8gfF08sUP6SQCedtGXkSV2IMhIlAPeDTqBNCmFiz97zvF4cY4b3BTS28hmCl9tRUDdybA2rbcE7YbdCR868P2mZbOxGOFFa3OYRn8gF1AcuZOofwxt2pOvO5bTTeBBXXd5OQ5nY48k4pkykQhQJol7yT7QsNPkCT5Id9uR8sb5rtJknzkOY20xlQxEo1aQGtQCdN6iDd3zGF98pRwNF9CY8ZDQxDE7VRYCzu8nLz5H88K+VaN88jMxDayVA5G5ZGN72Nq5A4I5btrw+NUBQpGBpViw5AuR1AJphv6+gwB4b2oyKSrLpGpNHi78HdRJq8N14tQ93w3HH7Ibxv1lacQo1e6un7w5xfOIIMs1/e7w/AFtuh5jAT6TZTUEYYDTlFBBNblyp510xHPx+CSKNI21SRrVWtXpVTys8xiv2p4xDmJtSMjIEVKdwCaIvbfcEGvd0rFCPSgdwPznmZV1ZGrqfpGTMcQU8Lkb2CWPwrOtuCdr8P+eQX+1UoaeIWNjl7sgbaUsb/wCzi1xjtNlHyDQQpo+0u2kBUAvI9FtV2S98vPpgR2i45FmXjaIxLorV4gWfSFrlyK0epu+mC1ewB4n5TVOl2Nc1A9bgHLM31iHxjTaCtYOy5g0K1fdB/hjoXZeUfXMnZ6/qHHLr/wC+FjhicMDRM8mY1BQSNUeksJNTVVNp+N4ZctxTh0EsM6tIpRlPiO1BgCRqerrV8cJZLcN4SkZx+WbEOZYHyhrtRkxHmuFJeoRsE1VV02WHI2RyO2+KnbzNAZWVPvHMlgOWyJI171ua/TlWN+N9qcnI+XnY6o+88LPIFrS0RLcyG9nl1xBxviuTzkYR1Ggd4VeN1ttSlYxsBtpNUSemGj9W8UX1IAOkr9i2AkdXIBVxyF3ecmb5UTv+XPAPvj9ZzNGgr3esDY5hTv5b1051hg4LmOH5Znb7Vdfi1SOjFiJS2rwkVQaj03A94853IiSbUK7x27xhMtuv1hZEARjUZCgX7q641vCZgyaXDN97QNPxNtB3QadSbNsw+sMw1m6JJPI9APLBqKctkHG4IyOYvS1DxMhFn8OB2dymQpkVpjHqDUJIrB71iRu1EBCtXvd3j3N5/J9wqCIuY4XUXKN2MkejX4tIBRWBoEWeWFOtuCPvaPGf+UyHr+8j4ZZycq2CWhcDxA7mVuZv1wd7SMDkcuCVO6XuKrvGJok0dsDIO0+SUbQ6Go0FkQKCZ2cfeqghUchiDtHx2CaCKOI1o03bLQ0nfrvgsragfh6CpmJgugdwb1JM14lKRDOEQeOJtVMNgVVQT79bem3PcYng46+WhyE/heVIb8ZsE9/m1ayDv7fQ8/divn+LxFDoiDl4u6NyBQNowpHMGyrbD053gnns9w+UJHplUBNKhCtx3JM48PW1kDDTY+RwxHpiT3GecErGAOlek4zrxmPKxmMjZ0Ls7wlZshL3hDd3pZR1poytWeQD01ehxYm4VEJldYwiEUYluqtSRq9reqvnvj3smjJlZfErCWAAKCbB2IJv47euL3dHw30GPI4jiSrEKdp6nDcMGW3EBx8IiAWk0mzqKsRqG9AAEaSNt+uL44Dl3oGHfayzsbO1nz5XXli7FBvdYsopvliQ8dlO1y38riXcLNX7IZWMxyQmqr7MhiLHmS1MCbOkit6xpw3svHAImW9SkajqamNMGIUmhdj3V64Md2dI2OJJVOgHl4h+/FI4rIXVb22kT4ECk1vUoP2Dhkj2LRM+lwyMwo0CTp1aSTvvXXAzIdlYWzUyOC3dqzXdaivc86OwIc7Cq6YfcvERFH/sD/hGFbKErncwdLG4p62O50KFUGuZKfmMNxZnZyGO0JMKKpIHQ+Pzm03YvKCUqYQRoJos3MREizqs74TcxwuMllogI7lADyrT8xyx0iDNSOe8eB4iRWlipu1K2KNivUDHM+I8TEc8yldWl3Xn+KvT0xcuRWNKek8xsTIPa74MznDXIM1eC61WOYRbsXfUfMYscF4fmMwkYjljFqVAZW20EbEhDfMH3HHjxsUkF1aCQensn8wAMMvY3P682PZU6pyUUltI7qLle5U6TRO/qcGzULEAKSCe4ytwjstmZo2ZAkqqF1lXA6SM3hYqzeCTpgbnuH6B/ZCNS2oeFx0AWtTkciTe/Lrh6+jNQR7W41mqPIRL1uuvlil9Jr3mAhPJNXyhlI/TA6zdRiIGO8AcR4SzBVfU6bvGG38IQhR4ardP+HzxROUtQZTpeOw2lAKbvWI2r9ttit71yFY6T2fmrJUXGwmC2dyAlDbzuzhJ42oMc+9FsywvrXeHl8/0xVhAyar6CSOxUqB1MFcNTup20yNG/ePqk0jSNJFedgll51uRtyxhyKKAwJKCiZFUEVcoJtV51R59d+QxLnmDT7DS5nbfc2O8y4VWHUDQTXr6YZMhCBwKZbTWSK3GqjER7xzwgZNR0yp8TYTZ2MW4uGNGWiLigzatIsFoyF1AkAnmaPKumKWSjaHMkD2ElJBsXdj19PLFuLN+EWLPjF6vxOGvHkrlmYgAamsb+bXgz7J90Verc9ZtnOCsc2sMAulB2GwDkDU+kbUTZ2FeXIYsdr8u8XeQSaSYaS1uj4wbs1fPyGGPIqIM13rKWDQKpPoFRydIHsg+K+eJ+0DAcRnsA+M7Hl7LnmMACcrBB3j1luJAmN8jDYKxHwivm4xJk8mpHN5Fr1JQDrjFmmiULGZAumNlVlugzdNuWnr1wzy8KMgylBNKvrYXV2F5AcySQcFOIqyPDNsEiEUVKCHIjjFgkgbEhvDdcvM1qEPk0XX3ykTghNYFxOmWWVQCQWpk8QqlLA1t6qvr64h4vwGSV2P2fi2sWDW1eljle+GPPkzZmWQChsSGIvZFHQkfInGsUOPIzcbmVyPpPXTg8WkffODH4OzqyFVYsEUOWYEVswFEL7IG5BJOKk3ZSdQy+DxAKacVQYk9PWsMkSb4nkTBLx+TSeUE8Il1vFZOxkxYaRHoB6sbI1bfECvlv548T6PcwFUAxAAg7sfj9036Xh5yooDFz+OB/PZD3QPyqCJT9mJkSIBkLd9Eo3ar72xZC2B61j3NdlJ8vmI8w5QpsngYk2sEq7AqtjbrVeWGjiWdWMK77KsiE7XybEee4gc0qmIiRFIJ0jk3dz6tufIjbyxZw/F5MraW5ftJs/DjENSjvnA9WMxrjMWxEd8ggWKJupQn4iIsPzXBDL5965D4E4F5i1yMUnRQt+4gKfyOCSuEiWVgQjEAECzZBI8Is9MeHkTVuBe5nuq4GxPQS2nEH6j8zizFxQ37P5nA2Pi8PUsPfE/8uJo+MwA+2f8Adv8AyYV+Xa/8M+RnHMn9Y8xGQ8ZYoBo5ftH+GI3zLlRtQ1Dr78D07Q5YAeM/7t/5MbydoIXCohJJYUdDD9QPPFC4n1g6D5GStkXSQGjBJJIIo6eNgY1J2bbb2Tdb+7bAXI8emZplcJ4I9a6Qeqahdk+mPB2sg7tU+0LKoU1E1WBXMiuYwM4HIWTNO1gmNgA3MDQdI57bVtjMmNhbMtCFhdTsDccuFZxpKLklaGwoDdXPQfsjHNeIcTiXMPqA2aVSCtm726fngxxPj7ZdsuokMYdDbdBXn86+OAPEYQQHRBmNZYsw1L4ifFuW/di3hlAQECRcQ3tkE/dSbIcOkzOpYwyq8YUSaW7sEaW0lgKBIBFHz9d7HYZHPEiWicbSEgo3No1IFadje9eRGAEvGpkUwFdMZNmIsxXoQSA1E7DeugxdyvaXNSyr46aQaywLWSEC70/PSAPcMUkbVEA0DOq/Rnw5hlZHmiaOQFioYEeFokGoA8wd9/fhW+lQSfW9QjZk7pF19NQhc6ffR1fDAzgPaDNmEkZh0GlrUE19mAAN25ViTisk08aO7mUlhswZR/Z1qAsWRZW+tc8LrSbMJLJFCNvAuBZuTLLphIansOQGBblY9PF8aOKWa+jLiMiMuiMapTJZkHVrPTyw6fRfFmB34mYsumMpZvnrvqT5c8PujFOJ9ANdZOyWRfScIH0R8TMzOTCAW1Ad4dvHqPJfQfLAvj3Bpspqy7DVIIgKjtgWMfhA2smyOmPoru8ce+k5cz9ck0M/dARtWo6Q4Q0QAw325+uFUqHV4R7s+ar+95zuHOIqhZUIkUMHBVgwbULBHLVjSTNqZCq7W3h8Jqr8z8sX1yTs0vfKquLPiBJdiCxsluZbb44Hd1KXNZdQxIojVzbnQ1VscccgPX1EwY27j5RqkgnQ9+Ud45YFjUINRBMSiyo3C7e164s8ehY8SmABYmSgAL5o98r6j88AuB57O6kgcvCgjYDppHlz66j1vyxPlZpnkGY72pWOrWLu9KeTeUh6frjsQ05BkXeiPSU9sBhbC3VWHL+qFuM8GzUscCwRamAGoEgUCqj7zCsCpY2CrUri2daB28Jq+fXErTSTJFqfxaqu2umaJdiGBG0h674jQErEDz1SX77F4i4oaaaP4JibS9p7FmyF1BjIDW+oagavdSL+PI4vNxFVrfXfl05c9QH+RhdytFjqqxQHTZVAHyAGCCop5EfA4hyKtm1losj9UK5bjEeoWp/w4ucQ4uhNhaHuX92AKZQYuNldsCAoWqmEG+cJZfiorkT8FwQTirHkrf4cBsnBVchgr3qLzZR7yMYoHdFPd84N47xthGQ8eoX+z089sWsvPK0S6FJBIWlW+asaABHKr+JwD7Wv9n4T94cvLr+uN4pJWkjy8b92DH32oE3akrQog8mxVwwthE59sVjnOS49xreMx6882dJ4PxMQZWCQp3mjSdNbHw0B7rIPwwEm4kzMSVO5JoA0LN0B0GGbs1lDJBlkWgWAFnkPBe/y/PFzJZJ5pWjWlrVuSa8Jo9MQ8Nxh4cmks2d7l+fh1zfqetolHiLfhb5HHo4ifJvkcdEHZ+UMq6l3auZ8mPl+z+eNn4BINVlfDQ5nmQtDl5sBj0P4vlHPF6/2kX5DCeWT0nPRxI/hb5HFrh+fLSRgqRbDevXD6OzUm3iXcA8z1F+XliDifBnjhDkqRfIXfX0wTfi2RhpOKr25wfyWJdw/pERuJFSQVOxrkemGDsywkSYjYMpG4/ZrBzLcNdolYaa0XzN+Xl54orE8b5oAAuqbVuCe6BH7sR8X+JZM+IIUoAjf3SrhuFx42LBrNcpXz/BhmI0Wm8NgsBuFC2brzI26WetYG8Ci+zIIIOo8/cemHvhchy+UlZlOoAG7G5Kv/D8/QYSeDZrvQWZ1LEkkXy518KwvhWLKbi+J/VF3iUDNmtKoXZxQHqVKg/MX8MQ8I7HZmZ0YRyCN2Yal5+G7r0sVjpvZjLjuWLAEmc0as+0oFHpyww14lI8/1gB/djTmJJUQQoABiHAFyzaAuhmUuAVN6W5lbGy7dPL0xvmImB8QYEc7U9K/mHzGGftAl5ah0C/l9ZX9wxpnTcjHzN/OPLN/HEmTCerGWY+Jo0FAmnZTtk+XDlUMthV2BNadRA/xYMzfSww2MZU+tfvwn8JhrJZg8jqH/LizHl1BBKjY3y8jf7sXjCyY7DegkR4lWyUUHmYfP0sE9WH+7/fhX49xs5uUvZYlQDst7f7O2D/Z3KIzSqyIwDEUVB5TZgdfdgb2N4erZ3MqNgGkG3QCegK8thhS4mzHSWjTxK4RqCesAZqTWzM12TZv9+NWzMcZ1u6qAdgDZJ6AAbn4YaeKZVUl4l1CxKbP/wBBicIvF4lVWA06tbAVVmkywodTyJ+eNycB2ZFt6Qsf4j2imlr4zziPaKUy0YGCEGuYLDkGsA0vlzvzxpkuKSKETuTdEqLqwNAJ3HKk5i+eOi8BI+rX/wB3CQa33Wv1xtxbLK0KMQpZVFMRuBRFA8+Z5dcDjzhBQEVkBc2TENM6yJD9mWJaiAeWnuWHTror44lyOZ1Og/CXseRJFflh+4fCBmczsN5Na+5gDt6WThGyif1gj9tz8dWF8W+pQJVwQpjB3EOJhZXWzsxHyOKbcXHmcMicJRyCYQxcmjpG5F3+h+WPV4dl7CmEWQGH2fQ6aN1+0Pnj2sX44ioFKE0BIH/DLYnWOcV/9Kj1xLHxYV8cNE/AI09rLj/djpfl7jiSHgES33mWHp4Ou3l7x88F/HMQ/wC2fSB/DT0cRX/0wnVb+GNv9KQnmgPvUH9cGuIcOy8bkGEL1oxHa9x08sVTFlKJKKAOpiI6Mfw+St8jhw/HcZG2Ewf4X/5BIMxxZJItC1fKuW2pTYHpp6efvxLmeMpls2jvZH1cqNPOzJdbkDliDNZGLR3ioKBFMFrckAeu94cOHZFGiBZFYiRQCQLAIo8/fyx4WficT5u0xppG+3jPS7FseEqzXvznC8ZjbGYskc6jwfOvDkoJYwCy6avluAN/gcTwcWlhUTIql2JsG68Vk8jeKuR//D4r8k/QYmlUHLLz5jr7+uPJQb/Ey7IefuE2PbLN6lbu49jdb78/2r6nHsvbPNMGHdoNTBrF7EFSOZ5eAc/PAwKPX+8cbUPX+8cXXchBIhde3Oa6xRn8q2ro3ljXMdqp5ykbIqrdGv13J6X88DFjB8/7xxLloftE3PtcrPkfXG851y1ku10yRhO6UgVR9Fqvvb2RfxxPFxp2XMT6QjaRtV8owvW+gvAiLL+Ebnl54u5dKgnHp+7EvEr7IHjKuGPtH3SzxTj0pQxnxCRdyALHTbp18sLcORjUbRt8dP8ADBrPRbrzHhxUdaFlsHgWkFRec+2ZPwrtDJBD3SxAhXsEtvzDbj5dcXG7bz+GolFb9TuEK/iG1Hl6c8CBMm/i6+Y51/0xhK/tfD/2w4IAbEVqMJZvtfM8fdmMDnbVzty2w1bbsed88R/0pmuygb001yRUG+vyUfH5YpqQeRb/AD8MeMvq35Y4qDzmAkco2cKgvI5j3j/lx72nmaGMMosl9PLoVa+o8sXODL/Ucz7x+gxD2zS4R/8AUH/C2PQCg4T7pCT/ADR7/wBov5HtnNG0jCNTrJNEHa2dvx77yH4Ae/B76OH1ZjMSVRk1OR6tIpOFDuz+I/l/DDj9HAIeSzfh/wCZcT8OKcR+ffGZNx0DXxIH70Sj/wBBhjnT8KVvZUq2om6HUAb78vD+Zx0njK/aZ71Rf/tHCLqYb6j8h/DDuJNtF8MKWX+HdqZUi0d2pGhEB35JyJ8W5+WLMnbCRo9DRDaqI25MG3BY7bVV/HAdZ/U/IY2M/qf7oxD2aSvUYbi7Xujd53YJde7rfkunf374G8LQySo2wLMxq/NuXv3xozfZob+833R+zjfha/2R9W/UYn4oAKKlnCE6jLKdoe6IQoT3cjH37sPL9o/53xRzHGLIKrpIQpuG5b106Wv93120zC+N6P3jzUfiPXGvcN6f3cPTElDaTM51GGc921El/ZEWWPtH7xY17H7VY9Ttje3deVnUTyA6aRz0j3euApyzen93/rjz6u/p8v8ArjThU9IIciVu2DDOyrID3ZChSKJHhJo8udV8cDcplWhilRSGLlTzYbAOGFcjYfryr1waOWfyHyP8catlXptuh5e734YAVFCDYMsT7ZRUq9ZXe+WllP54MPx3uPs+6Z7KSWpG1Nyo9fCcCcyp+rxeVi/8P8MScTYhxRX2BzvoT6+uPPxqGcA+MvymkPvnLMZjzGY9SQTqvCkvIRDnap+gxMyj6uqnzHP0vFTgudH1OJVYK+ld2Brl6Y2mimfm6v1oMo/LY48vHV7nrLcl1sOYmndL5DGrgdAMa/UpR9381/mx4Ypfwn8v44t1Ieokmlu6e3ibKH7RPf8A8pxCuVm/C35Ys5PKSCRCQQAd9x+E+WMte+dpbukEPsj3DFqD+xzHu/5cR5bhcpRTdAqCNx5YnSLRFIrE2+2oe74Yn4hlIoHrKeHUgkkdJko1aSpBFcxuMadwuIspFHEppiSRvZBPyXYYgZ9zz/LDcHKqi89XctHLJ5DGDLp5DFTX7/lj1X9D8sUSeXO5Xy/PHndL5fnir3nocanNAb1+Yx206OfCG/qWZ94/QY37XrUIv/WfubEPAXV8tMhcKGPOx5D1xUz2bgA0HMir+9Kp/Ik1ixSezrwkRrtL8YC14auwLfaSf7P/ADDC2+ay5NJML9WH8Bhm7GN9ow29jpe/iG+5OE4gQ4jsptDLHFP7XOf7C/8A2jhQVdV2NsMvaLjipNNH3ZLEAFhVG0Fepq8Kj5tidlOGZ+cDByk4yg8jjb6mPI4qjMN+E4hn4iy8xv8AHE+0ohZcmNKj1P6jEGQjoRe+T8mGIctxYd2rOObsPkF/ji3Fno3kStCKobYGudc7A8sRcSdQoS7hgQbmSZMWTfrjX5Y2nDajQYi9iLIq/QY1MoHMV7//AGxagtRUhc0xue1jMaHMr5DGv1r9kYOoOoSXbGsnstt909fTEf1r0HzP8MRTZhyCFCGx5n+GMqcDMnjBy4J5ppI+JAxen4cJCCSRQrnhYhE4YI16Dz3JH6bb4an1WNNVQvHmIRjyDV4z03GvGdJ6zjuMx5jMelIYXyvaaWNQqrHQAF6d9vW8Tf0xn/Y/un+OMxmAONT0mhj3zYdtswPw/I/xxn9N8x+x/dP8cZjMZ2adwm6m75J/T7NcrT5H+OPE7eZmwfAaN0QfIj8XrjMZguzXumaj3zxO3WZAAGigK5HyrzxGe2Mx5rGfepP6tjMZjtC906zNh21n/DF/dP8AHGf02n8k+R/mxmMwVQamHtrP5J8m/mxr/TGb8Mfyb+bGYzHVOqZ/S+X8EX90/wA2PD2vl/BF/dP82PcZjKE6Yva5xf2MBvqYzfz1Y9Pa9/8AUwD3IR/zY8xmNnUJq3axzsYoT/5W/mxJku2csRJSOMX0GsD/AAyDGYzHDbcTiAZvJ25mYkmOGz6Pt83v54j/AKZT+SfI/wAcZjMcTczSJ7/TSb8MfyP82PH7ZzEUUiP/AJT/ADYzGY6bQmr9qpGUIY4qBLDZuZq/v+mNE7RyD7qf4j+rYzGYEqDzEIMRyMkTtdMvJYx8G/mxL/TjMeSfJv5sZjMD2Kd0PtX75uO32Y6pEfeG/nx63byb/Vwj/wArfz48xmO7JO6drbvmDt1N/q4f7rfzY2/p9N/qoP7jfz48xmO7JO6drabH6Qcx+CH+638+IT26zJ/BXkFI/Q3jMZjhiQbgQS7HrF28ZjMZhkGf/9k=)
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Nestas duas últimas aulas, a professora faz ressalva a cerca da importância do bom espaço para o processo de leitura, porque o processo de leitura implica no corpo (conforto), nas bibliotecas com livros organizados. Desse modo, ela nos mostrou fotos de bibliotecas e livros organizados por ela em escolas.
Uma outra coisa que ela deu ênfase, foi a respeito dos eixos de literatura:
Ler sozinho:
Ler com os outros (Leitura social e afetiva - rodas);
Ler expandir e comentar (experiências mais planejadas, ricas, projetos -avançar, conhecer mais sobre a literatura como leitor e como escritor);
Ler com especialista (analisar a obra, tem propósito social e objetivo didático e mas do que isso, está ligado ao uso da língua, escrita, ou sejam a literatura cultural concernente ao lúdico, a música.... No que diz respeito ao eixos de Roda de leitura - está dentro da proposta da criança na interação social e afetiva;
Leitura compartilhada - é uma situação de leitura em vós alta em que todos têm acesso: livro de série, livro clássico - Bestt Seller - Nacional, livro de Adriana Falcão.
Dicas de leituras deixada pela professora:
A Ilha do Tesouro, Contos, Mitos e lendas para crianças da América Latina;
Coordenação geral: Ione Maria Artigas de Sierra;
O Pinto Pelado no reino dos travas línguas de Paulo Neto;
O fantástico mistério de Feiurinha de Pedro Bandeira;
A pedra do meio - dia ou Arthur e Isadora - literatura de coordel de Braúlio Tacares;
Seu Gelatina e seu Metido por Roger Harqrenes.
A professora ressaltou o nome de alguns projetos:
Livro Conto da Tradição brasileira, cantigas de Roda, Galeria de personagens, Aventuras em série, Contos de Terror e mistério, Paródias de contos de fadas. Além disso, ela também leu : Fábulas de Esopo.
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)
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)
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)
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)
a professora Giselly, discorreu sobre o texto de Teresa Colomer: Andar entre os livros, texto este, muito bom pois deixa claro que a proposta da autora é trabalhar uma educação literária nos fazendo refletir sobre elementos essenciais que devem se fazer presente constantemente no âmbito escolar: "Estímulo", "intervenção", "mediação", "familiarização", ou "animação" Todos esses termos se referem à intervenção dos adultos encarregados de "apresentar" os livros às crianças.
A esse respeito, a professora Giselly, defende que o texto fala sobre as incompletude das escolas; da mediação do professor nas escolas, no sentido de como planejar programas de incentivação à leitura, ou seja, o que as escolas precisam fazer? A forma como a escola vai fazer essa articulação didática para formar uma comunidade de leitores: primeiro, precisa ter livros - corpus, atribuir importância à mediação.
Sabemos que a leitura é uma atividade social e afetiva, portanto, deve ter espaço para roda de leitura, biblioteca, sala de leitura. Isto é, é, preciso pensar em espaço de leituras, mas é preciso pensar também que a leitura exige esforço. Vale ressaltar, que a literatura tem vários gêneros literários, ela não é apenas uma narrativa.
Nestas duas últimas aulas, a professora faz ressalva a cerca da importância do bom espaço para o processo de leitura, porque o processo de leitura implica no corpo (conforto), nas bibliotecas com livros organizados. Desse modo, ela nos mostrou fotos de bibliotecas e livros organizados por ela em escolas.
Uma outra coisa que ela deu ênfase, foi a respeito dos eixos de literatura:
Ler sozinho:
Ler com os outros (Leitura social e afetiva - rodas);
Ler expandir e comentar (experiências mais planejadas, ricas, projetos -avançar, conhecer mais sobre a literatura como leitor e como escritor);
Ler com especialista (analisar a obra, tem propósito social e objetivo didático e mas do que isso, está ligado ao uso da língua, escrita, ou sejam a literatura cultural concernente ao lúdico, a música.... No que diz respeito ao eixos de Roda de leitura - está dentro da proposta da criança na interação social e afetiva;
Leitura compartilhada - é uma situação de leitura em vós alta em que todos têm acesso: livro de série, livro clássico - Bestt Seller - Nacional, livro de Adriana Falcão.
Dicas de leituras deixada pela professora:
A Ilha do Tesouro, Contos, Mitos e lendas para crianças da América Latina;
Coordenação geral: Ione Maria Artigas de Sierra;
O Pinto Pelado no reino dos travas línguas de Paulo Neto;
O fantástico mistério de Feiurinha de Pedro Bandeira;
A pedra do meio - dia ou Arthur e Isadora - literatura de coordel de Braúlio Tacares;
Seu Gelatina e seu Metido por Roger Harqrenes.
A professora ressaltou o nome de alguns projetos:
Livro Conto da Tradição brasileira, cantigas de Roda, Galeria de personagens, Aventuras em série, Contos de Terror e mistério, Paródias de contos de fadas. Além disso, ela também leu : Fábulas de Esopo.
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