Poe\art brincadeiras - construção
A criançada brinca de![](data:image/jpeg;base64,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)
enquanto a
busca solução para o
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e nós vamos![](data:image/jpeg;base64,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)
Estilo do experimental é de Maurício de Oliveira.
A criançada brinca de
enquanto a
e nós vamos
Estilo do experimental é de Maurício de Oliveira.