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)
Geografia das Infâncias (LOPES, 2006), como as diferentes realidades sociais impactam
nas infâncias e suas subjetividades.
A pandemia que levou ao isolamento, ainda que incipiente, desde março do
ano passado, trouxe novos desafios às experiências vividas por essas infâncias,
incluindo a própria relação com o espaço. Assim, ampliar a leitura de mundo dos
educandos neste contexto traz novos desafios aos docentes que precisam atuar a partir
do espaço vivido. O desafio central é ampliar o entendimento de vivências espaciais.
Além do mais, vimos que o direto à cidade engloba diversos direitos
fundamentais que têm por finalidade assegurar o bem-estar social, a moradia digna, o
respeito aos demais habitantes, o direito de ir e vir, o sentimento de pertencimento
local, o acesso aos bens artísticos, históricos e culturais pela população citadina (e suas
infâncias) de São Gonçalo-RJ para que a cidade desempenhe sua função social. Em
vista disso, fazemos a asserção de que a garantia do direito à cidade não se restringe ao
fato dos indivíduos se apropriarem dos espaços (simbólicos e materiais) urbanos, e
sim, de terem plena participação política para que, em comunhão, possam reivindicar
seus direitos e exercer uma gestão democrática.
Inferimos que, dentro e fora do contexto pandêmico causado pela COVID-19,
nossas infâncias – principalmente aquelas vividas pelas crianças nascidas e crescidas
nas camadas mais empobrecidas – seguem impossibilitadas de desfrutar, em grande
parte, da cidade, porque foram roubadas, desumanamente, de seus direitos dentro do
tecido urbano. Aliás, para aprender os direitos à cidade de São Gonçalo-RJ, é
necessário vivenciar seu cotidiano, isso, pois, a cidade educa os sujeitos que a
(re)significa e (re)formula. Desse jeito, como preconiza Tavares (2007, p. 71), não
pretendemos pleitear uma cidade didatizada; o intuito está em discutir a cidade
experienciada, percebida e vivida pelos(as) educadores(as) e educandos(as).
Sendo assim, salientamos que a pandemia impõe a necessidade de
trabalharmos com um outro currículo diferente desse que até agora vigora nas salas de
aula, nas escolas e que se mostra amplamente inócuo para a realidade das camadas
periféricas. Com isso, se faz necessário um processo de reflexão sobre o que ocorre no
mundo para, assim, podermos atuar de modo a não entender como natural as
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