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)
Maria Tereza Fernandino Evangelista e Cármen Lúcia Brancáglion Passos
127
Salvador, v.5, n.2 p.119-141, mai/ago. 2020
na contramão desse uxo, não é refém da cronologia em que transcorre, mas transpõe esse tempo e
se refaz, desenvolvendo-se com a força das experiências que a movem, transformam e lhe atribuem
sentido e textura. Ela é arte, cujo cerne é contar histórias, que por sua vez, é a arte de contá-las de
novo, sem que haja explicações para isto ou para aquilo, necessariamente. A informação não perde
tempo. A narrativa demanda tempo. A informação se esvai. A narrativa é conservada. A informação
necessita ser vericada e, em seguida, é substituída, quando outra inédita surgir. Ao contrário, “boas
histórias atravessam muitas gerações” (RIBETTO & FILÉ, 2017, p. 84.).
Se essa pesquisa transcorre em interlocução com ex-alunos/alunas narradores de suas expe-
riências com a Matemática, será que a eles algo os afetou, signicativamente? Em caso positivo,
então entendo que tiveram uma experiência. A experiência evidencia o pensar como decurso,
como construção, a partir de nossas vivências afetivas, sociais, políticas, humanas, como uma
consequência de ser e estar no mundo.
“A experiência é o que nos passa, o que nos acontece, o que nos toca. Não o
que se passa, não o que acontece, ou o que toca. A cada dia se passam muitas
coisas, porém, ao mesmo tempo, quase nada nos acontece. Dir-se-ia que tudo o
que se passa está organizado para que nada nos aconteça” (LARROSA, 2002,
p. 21).
O que acontece ou aconteceu em determinado momento, o que foi dito por ou como agiram
os professores, fatos e mais fatos minuciosamente detalhados e explicados não importam senão o
que eles acionaram nos alunos e alunas, de que maneira isso os tocou. Não os fatos, não “isso que
passa”, mas “isso que me passa” (LARROSA, 2011, p. 5).
A experiência acontece em mim. Eu sou o lugar de minhas experiências, quando permito que
algo passe a meus ideais, sentimentos, representações. Assim, ela é única, singular, de cada um,
em cada um. Não cabem aqui possíveis pretensões de universalidade ou de objetivação, porque
além de ser de alguém a experiência é viva, de carne e osso, nita, sensível, temporal. É caótica
como a própria vida e ainda rearma a minha, a nossa vontade de viver, porque “se a experiência
é o que nos acontece, o que é a vida senão o passar do que nos acontece e nossas torpes, inúteis e
sempre provisórias tentativas de elaborar seu sentido, ou sua falta de sentido? (LARROSA, 2015,
p. 74). Assim, viver é experienciar da vida, em relação com as pessoas, com o mundo, com o que
penso, falo, calo, sinto, com o que sou e com o que deixo de ser.