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)
Ricardo Ducatti Colpas, Eliane Medeiros Borges e Galdino Rodrigues de Souza
156
Salvador, v.5, n.1 p.146-169, jan/abr. 2020
Nesse jogo de disputa empresarial e política pela Educação, devemos ter o máximo de
atenção e criticidade. Os movimentos articulados pelos grandes empresários utilizam de ideias que
muito se assemelham aos argumentos apresentados por Miranda e Fantin (2018), Nóvoa (2020)
e por nós, ao longo deste texto. Essa estratégia discursiva se traveste de progressismo educativo-
-tecnológico para inserir as mais variadas empresas, dentre elas as de telecomunicação, na política
educativa. Aparentam preocupação com os “excluídos digitais”, mas, na verdade, querem fazer
valer seus interesses empresariais, que se referem, fundamentalmente, menos ao direito à educação
que às possibilidades de lucro.
Entretanto, a utilização desses argumentos tecnológicos pelo empresariado em prol da im-
plementação do que denomina de “educação remota” não deve nos fazer negar a importância da
relação tecnologias e educação. Sabemos que diversos pesquisadores nacionais e internacionais
sérios, que não apresentam qualquer tipo de viés empresarial, defendem essa proposta há certo
tempo (BARBERO, 1998; 2014 BAZALGETTE, 1989; 2000; BELLONI, 1984; 1991; 1992; 2001;
2008; BUCKINGHAM; 2005; 2006; FANTIN, 2006; 2008; 2009; 2010 GONNET, 2001; 2004;
MASTERMAN, 1985; 1994; 1997; RIVOLTELLA, 2001; 2005; 2006; 2007; SILVERSTONE,
1999). Seria, no mínimo, inconsistente a negação de tantos anos de pesquisa em nível mundial sob
o argumento de que todas apresentam interesses econômicos.
Em seu estudo, Fantin (2006) pondera que as TIC são apresentadas como possibilidades de
renovação de nossas práticas pedagógicas e da própria escola em relação às exigências do con-
temporâneo. Elas não se colocam em disputa com os professores. Pelo contrário, são elas meios
para que os professores consigam efetivar suas aulas de modo mais proximal e atrativo aos alunos
e, ao mesmo tempo, para que eles possam educar para o uso crítico das tecnologias.
Por mais que sejam tecidas críticas que situam esse diálogo como secundário, as tecnolo-
gias na escola, aliada a professores formados para sua utilização (SILVEIRA, BRUGGEMANN,
BIANCHI, 2019), garantem a inclusão de diversos jovens vulneráveis em um processo que já faz
parte do cotidiano daqueles que pertencem a classe média e classe média alta, por exemplo. Para
os jovens que já convivem com essas tecnologias, essa inclusão pode contribuir com um olhar
mais crítico diante delas (FANTIN, 2006).
Pensando em como o contemporâneo tem se organizado e que a escola não pode se ausen-
tar dessa organização, sob o risco de perder relevância, vemos como oportunidade de busca pela