第五屆嘉大樹木學實習標本製作比賽及植物手繪圖評選比賽獲獎同學名單
植物標本製作
第一名 林雅婷 獲得獎學金2,000元 及 獎狀一禎 (作品: 港口木荷) 63票
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)
第二名 郭姿宜 獲得獎學金1,500元 及 獎狀一禎 (作品: 台灣馬醉木) 33票
![](data:image/png;base64,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)
第三名 林郁芹 獲得獎學金1,000元 及 獎狀一禎 (作品: 台灣黃杞) 29票
![](data:image/png;base64,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)
佳作 張逸美 獲得獎學金500元 及 獎狀一禎 (作品: 四脈麻) 23票
![](data:image/png;base64,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)
佳作 廖哲偉 獲得獎學金500元 及 獎狀一禎 (作品: 銀合歡) 21票
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)
植物手繪圖
第一名 林郁芹 獲得獎學金2,000元 及 獎狀一禎 (作品: 台灣黃杞) 76票
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)
第二名 張逸美 獲得獎學金1,500元 及 獎狀一禎 (作品: 華血桐) 69票
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)
第三名 黃琪婕 獲得獎學金1,000元 及 獎狀一禎 (作品:蘭嶼山馬茶 ) 54票
![](data:image/png;base64,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)
佳作 鄭巧筠 獲得獎學金500元 及 獎狀一禎 (作品: 小金櫻) 49票
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)
佳作 張詠晴 獲得獎學金500元 及 獎狀一禎 (作品: 榿葉懸鉤子) 39票
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)
恭喜以上同學 將於系集合時間公開頒獎表揚
獎學金由本系畢業校友捐助之呂福原教授獎學金專戶提供