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)
項目 殘廢程度
殘廢
等級
一下肢足踝關節缺失者。
6
足趾缺損障害
(註9)
雙足十趾均缺失者。
5
兩下肢髖、膝及足踝關節均永久喪失機能者。
2
兩下肢髖、膝及足踝關節中,各有二大關節永久喪失機能者。
3
兩下肢髖、膝及足踝關節中,各有一大關節永久喪失機能者。
6
一下肢髖、膝及足踝關節永久喪失機能者。
6
兩下肢髖、膝及足踝關節均永久遺存顯著運動障害者。
4
兩下肢髖、膝及足踝關節中,各有二大關節永久遺存顯著運動障
害者。
5
下肢機能障害
(註10)
兩下肢髖、膝及足踝關節均永久遺存運動障害者。
6
註1:
1-1.「神經障害等級」之審定基本原則:綜合其病灶症狀,對於永久影響日常生活活動狀態及需他
人扶助之情況依下列各項狀況定其等級。於審定時,須有精神科、神經科、神經外科或復健科
等專科醫師診斷證明資料為依據。
(1)因重度 神經障害,為維持生命必要之日常生活活動,全須他人扶助者:適用第1級。
(2)因高度 神經障害,為維持生命必要之日常生活活動之一部份須他人扶助者:適用第2級。
(3)為維持生命必要之日常生活活動尚可自理 ,但因神經障害高度,終身不能從事工作者:
適用第3級。
(4)上述「為維持生命必要之日常生活活動」係指食物攝取、大小便始末、穿脫衣服、起居
、步行、入浴等。
(5)有失語、失認、失行等之病灶症狀、四肢麻痺、錐體外路症 狀、記憶力 障害、知覺障害
、感情障害、意欲減退、人格變化等高度障害;或者麻痺等症狀,雖為輕度,身體能力
仍存,但非他人在身邊指示,無法遂行 其工作者:適用第3級。
(6)中樞神經系統障害,例如無知覺障害之錐體路及錐體外路 症 狀 之輕度 麻痺,依影像檢查
始可證明之輕
度腦萎縮、腦波異常等屬之,此等症狀須據專科醫師檢查、診斷之結果審
定之。
(7)中樞神經系統之頹廢症狀如發生於四肢、感覺器之機能障害,按其發現部位所定等級定
之,諸如因言語中樞損傷所致之失語症,準用言語機能障害審定之。
1-2.「平衡機能障害與聽力障害」等級之審定:因頭部損傷引起聽力障害與平衡機能障害同時併存
時,須綜合其障害狀況定其等級。
1-3.「外傷性癲癇」障害等級之審定:癲癇發作,同時應重視因反復發作致性格變化而終至失智、
人格崩壞,即成癲癇性精神病狀態者,依附註1-1原則審定之。癲癇症狀之固定時期,應以經
專科醫師之治療,認為不能期待醫療效果時,及因治療致症狀安定者為準,不論其發作型態,
依下列標準審定之:
雖經充分治療,每週仍有一次以上發作者:適用第3級。
1-4.「眩暈及平衡機能障害」等級之審定:頭部外傷後或因中樞神經系統受損引起之眩暈及平衡機
能障害,不 單由於內耳障害引起,因小腦、腦幹部、額葉等中樞神經系統之障害發現者亦不少
,其審定標準如次:
為維持生命必要之日常生活活動仍有可能,但因高度 平衡機能障害,終身不能從事任何工作者
:適用第3級。
1-5.「外傷性脊髓障害」等級之審定,依其損傷之程度發現四肢等之運動障害、知覺障害、腸管障
害、尿路障害、生殖器障害等,依附註1-1之原則,綜合其症狀選用合適等級。
1-6.「一氧化碳中毒後遺症」障害等級之審定:一氧化碳中毒後遺症障害之審定,綜合其所遺諸症
候,按照附註說明精神、神經障害等級之審定基本原則判斷,定其等級。
註2:
2-1.「視力」之測定,應用萬國式視力表以矯正後視力為準,但矯正不能者或依矯正後發生不等像
症,因而有影響顯著者,得以裸眼視力 測定之。
IWPR1 第一版 - 6