My Role Model – Dr. Sullivan. ![](data:image/png;base64,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)
2학년 노진호
It was 2011 when I choose my first role model. The first one was ‘Albert Einstein’ because I wanted to be a scientist. But, mine was changed, and it is still changing even now, like everyone else. Now? As I want to be a teacher, my current role model is Dr. Sullivan, Helen Keller’s teacher. Today I’d like to share some reasons why I choose Dr. Sullivan for my role model. First, she overcame her agony. When she was young, she was raised in an orphanage. She had hard time playing with other children. She was always annoyed, terrified, and scared of everything. Her friends also teased and made fun of her everyday. It seemed that there was no hope to Annie(Dr. Sullivan’s old name). But one teacher brightened Annie’s future. She taught Annie with love. She tried to understand Annie. Then, Annie, who was aggressive to everyone, began to open her mind, little by little. Finally, she overcame her difficulty and decided to be a teacher because she wanted to cure and take care of other children who are just like her. Second, she taught other children with love. There was a girl named Helen. She lost her sight and sound when she was 3 years old. Everyone thought that Helen had no hope. But her parents didn’t give up. They searched again and again for Helen’s teacher. Finally, they found Dr. Sullivan, who experienced despair and agony in her youth, just like Helen. She taught Helen with love, endurance and wit. She taught Helen not only the thing we can see of touch, the thing we only can feel and think, like love, hate, happiness. It was possible because she tried to understand Helen, tried to think on Helen’s shoes. At last, Helen opened her mind, studied hard and became a social exerciser. It was a great luck that Helen met Sullivan. It was also a great luck that Annie met her teacher. Like these, I want to be a teacher who can give my student a great luck. Dr. Sullivan is the one who most inspired me.
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