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)
12
Educação e Alfabetização: contribuições da abordagem psicogenética para a pesquisa
Salvador, v. 5, n.3, p. 09-17, set./dez. 2020
cultural complexo em um instrumento de codicação rudimentar. FERREIRO
(2013, p. 33)
A compreensão sobre o sujeito que aprende, representa outra importante ruptura epistemo-
lógica nas investigações construtivistas psicogenéticas. Desde as primeiras indagações realizadas
por Ferreiro e Teberosky (1979), as opções metodológicas desaavam os sujeitos a ler e escrever
palavras ou frases que ainda não haviam sido ensinadas. Isso permitiu compreender as ideias origi-
nais inerentes ao processo de «criação» dos escritos e aos processos de interpretação do escrito em
tarefas com complexidades diversas. Segundo Ferreiro, “este quiebre epistemológico fue decisivo
porque nos permitió asistir a la creación de escrituras, según la idea de escritura que tenían los
niños” (Ferreiro, 2019b, p.20).
O valor dos resultados não previstos e a compreensão das suas respostas originais, num
diálogo clínico-crítico com os sujeitos, marca uma ruptura com o paradigma clássico, no qual se
espera a conrmação de hipóteses previamente formuladas pelo pesquisador. Nas pesquisas no
campo da psicologia cognitiva, as respostas “desviantes” ou “erradas” encontradas na coleta de
dados são identicadas como incorretas ou são classicadas de acordo com sua proximidade em
relação a uma determinada habilidade. Como explica Ferreiro, na abordagem psicogenética,
[…] la reexión metalingüística a la que invitamos a los chicos no los conducirá
a ninguna «evidencia lógica» (como en el caso de las célebres situaciones
de indagación de Piaget sobre la conservación del número, de la cantidad
de materia, del peso, etc.). Por el contrario, la reexión sobre el lenguaje
los conducirá muy a menudo a constatar disparidades, usos aparentemente
contradictorios, unidades difíciles de caracterizar y otras singularidades.
(2019a, p.10)
Tal como explica a autora, “son estudios sobre las posibilidades de reexión de los niños
pero que nos obligan a ver con nuevos ojos fenómenos ineludibles de la escritura y de la oralidad.
La palabra de los que no están autorizados a tomar la palabra nos puede ayudar a reexionar.
Tratemos de escuchar.” (FERREIRO, 2019a, p.11-12).
A vasta produção cientíca relacionada ao construtivismo psicogenético tem contribuído com
avanços signicativos ao investigar os processos de reconstrução de sistemas de escrita de base
alfabética, os problemas ortográcos que os aprendizes enfrentam e resolvem segundo caracterís-
ticas das diferentes línguas, os numerosos estudos sobre pontuação, a leitura e escrita em diversos