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)
【MAJINB】- 10 -
項目 失能程度 失能等級
障害
(註 10)
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、膝及足踝關節均永久喪失機能者。
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
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.於審定「神經障害等級」時,須有精神科、神經科、神經外科或復健科專科醫師診斷證明及相關檢驗報
告(如簡式智能評估表(MMSE)、失能評估表(modified Rankin Scale, mRS)、臨床失智評估量表(CDR)、
神經電生理檢查報告、神經系統影像檢查報告及相符之診斷檢查報告等)資料為依據,必要時保險人得
另行指定專科醫師會同認定。
(1)「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。
(2)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、人格變化等顯著障害;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。
(3)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。
(4)中樞神經系統之頹廢症狀如發生於中樞神經系統以外之機能障害,應按其發現部位所定等級定
之,如障害同時併存時,應綜合其全部症狀擇一等級定之,等級不同者,應按其中較重者定其等
級。
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:
(1)雖經充分治療,每週仍有一次以上發作者:適用第 3 級。
(2)雖經充分治療,每月仍有一次以上發作者:適用第 7 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、額葉等中樞神經系之障害發現者亦不少,其審定標準如次
:
(1)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。
(2)因中等度平衡機能障害、勞動能力較一般平常人顯明低下者:適用第 7 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:
(1)應用萬國式視力表以矯正後視力為準,但矯正不能者,得以裸眼視力測定之。
(
2)視力障害之測定,必要時須通過「測盲(Malingering)」檢查。
2-2.「失明」係指視力永久在萬國式視力表 0.02 以下而言,並包括眼球喪失、摘出、僅能辨明暗或辨眼前一
公尺以內手動或辨眼前五公分以內指數者。
2-3.以自傷害之日起經過六個月的治療為判定原則,但眼球摘出等明顯無法復原之情況,不在此限。
註 3:
3-1.兩耳聽覺障害程度不同時,應依優耳之聽覺障害審定之。
3-2.聽覺障害之測定,需用精密聽力計(Audiometer)行之,其平均聽力喪失率以分貝表示之。
3-3.內耳損傷引起平衡機能障害之審定,準用神經障害所定等級,按其障害之程度審定之。
註 4: