To operate the Blended Learning Center(BLC) at optimal level, maintenance will be performed every day at 8:30 AM and at 5:00 PM regularly which can take up to 30 minutes. Please consider scheduling your activity in the BLC platform accordingly.
Self Test
Self Test 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)