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معلمين رفعت رياضيّات ابتدائي 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8A1qKKGHRnOyaq9qsccdpZkbM5eEMSST3NFFFSQlof/9k="},{"u":"et_snow_white","t":"ET 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"},{"u":"synergylabsicp","t":"ICP 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