多芸多才な先生
人の一生で知能発達が最も旺盛な初の時期は5~6歳の時です。朝鮮ではこの年齢の子供が幼稚園の教育を受けます。そのため幼稚園の教育は新しい世代の健全な成長と全般的12年制義務教育の成果を裏付ける重要な位置を占めています。
ピョンヤン教員大学付属のモランボン区域ケソン幼稚園のキム・ジョンイム先生は、幼稚園の段階で科学と芸術、コンピューター、ロボット、英語を結びつけた新しい教育方法を編み出す上で先駆けの役割を果たしました。
20年前、大学を卒業し、幼稚園の先生になったキムさんは、一期、また一期と子供を卒業させる過程に、幼稚園の段階の教育がどんなに重要で難しいことであるかを肌で感じました。
それで教育方法を革新し、資質を高めて、受け持った子供の遠い将来まで責任を取り、保証するよう準備しなければならないということに目覚めました。
キムさんは、朝鮮労働党の教育政策を敏感に具現し、世界的な教育のトレンドを深く研究して、子供の心理に合う知能教育の方法を編み出し、現場に適用しました。 その過程に子供の右脳の開発のための算盤教育、記憶術の教育を取り入れ、昨年は新しいロボット教育方法と科学ゲームの教育方法を編み出しました。
キムさんは抜群の知的潜在力を持つ子供たちを選び出し、合理的に、効率よく知能教育を行うのを特技としていることで広く知られています。キムさんの教え子の中には大学、高級及び初級中学校、小学校の段階で英才と目される生徒と学生が少なくありません。
キムさんは、休みの期間に地方と農村の幼稚園に出向いて、新しい教育方法を教えることで、地方と農村の幼稚園教育のレベルアップに寄与しました。
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それで教育方法を革新し、資質を高めて、受け持った子供の遠い将来まで責任を取り、保証するよう準備しなければならないということに目覚めました。
キムさんは、朝鮮労働党の教育政策を敏感に具現し、世界的な教育のトレンドを深く研究して、子供の心理に合う知能教育の方法を編み出し、現場に適用しました。 その過程に子供の右脳の開発のための算盤教育、記憶術の教育を取り入れ、昨年は新しいロボット教育方法と科学ゲームの教育方法を編み出しました。
キムさんは抜群の知的潜在力を持つ子供たちを選び出し、合理的に、効率よく知能教育を行うのを特技としていることで広く知られています。キムさんの教え子の中には大学、高級及び初級中学校、小学校の段階で英才と目される生徒と学生が少なくありません。
キムさんは、休みの期間に地方と農村の幼稚園に出向いて、新しい教育方法を教えることで、地方と農村の幼稚園教育のレベルアップに寄与しました。
教育者の良心、高い伝授能力と資質を持ち、並々ならぬ功労を立てたキムさんは2023年の10大最優秀教員に選ばれました。