A coluna da esquerda apresenta termos relacionados ao uso da...
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Q1801360
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A coluna da esquerda apresenta termos relacionados ao uso da internet e a da direita, a definição de cada um
deles. Numere a coluna da direita de acordo com a da esquerda.
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questão](data:image/png;base64,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)
Assinale a sequência correta.
Assinale a sequência correta.