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)
】
附表六、轉換流程
(一)判斷是否執行自動轉換機制
本公司於每一保單週月日自動進行檢視,當目標保費保單帳戶及超額
保單帳戶各別母標的之投資標的價值,大於或等於要保人指定之自動轉換
金額時,則於當次保單週月日執行自動轉換機制。
(二)計算母標的轉出單位數
目標保費保單帳戶及超額保費
保單帳戶之自動轉換金額,以本公司系統最新匯率參考機構之收盤即期匯
率買入價格,轉換為母標的計價幣別,並依該保單週月日本公司系統所得
之母標的最新單位淨值,分別計算
目標保費保單帳戶及超額保費保單帳戶
(三)計算母標的實際轉出金額及各子
標的配置金額
本公司以保單週月日為基準日,按附表三「轉出評價時點」之投資標的價
值及第三條約定之匯率計算方式,計算目標保費保單帳戶及超額保費保單
帳戶各別母標的實際轉出金額,並依各子標的配置比例計算各子標的應配
置金額。
(四)計算轉入子標的單位數
於本公司系統取得目標保費保單帳戶及超額保費保單帳戶各別母標的轉出
金額之日,依各子標的配置金額,按附表三「轉入評價時點」之投資標的
價值及第三條約定之匯率計算方式,計算目標保費保單帳戶及超額保費保
單帳戶各別子標的應轉入之單位數。
(一)判斷是否執行自動停利機制
本公司於每一營業日自動進行檢視,當目標保費保單帳戶或超額保費保單
帳戶各別子標的報酬率,大於或等於要保人指定之停利點時,則於該營業
日執行自動停利機制。
(二)計算子標的全數轉出金額
本公司以達到停利點之營業日為基準日,按附表三「轉出評價時點」之投
資標的價值及第三條約定之匯率計算方式,並按附表二之約定扣除停利轉
換費用後,計算目標保費保單帳戶及超額保費保單帳戶各別子標的全數轉
出金額。
(三)計算轉入母標的單位數
於本公司系統取得目標保費保單帳戶及超額保費保單帳戶各別子標的全數
轉出金額之日,按附表三「轉入評價時點」之投資標的價值及第三條約定
之匯率計算方式,計算目標保費保單帳戶及超額保費保單帳戶各別母標的
應轉入之單位數。
(一)判斷是否執行自動停損機制
本公司於每一營業日自動進行檢視,當目標保費保單帳戶或超額保費保單
帳戶各別子標的報酬率,小於或等於要保人指定之停損點時,則於該營業
日執行自動停損機制。
(二)計算子標的全數轉出金額
本公司以達到停損點之營業日為基準日,按附表三「轉出評價時點」之投
資標的價值及第三條約定之匯率計算方式,計算目標保費保單帳戶及超額
保費保單帳戶各別子標的全數轉出金額。
(三)計算轉入母標的單位數
於本公司系統取得目標保費保單帳戶及超額保費保單帳戶各別子標的全數
轉出金額之日,按附表三「轉入評價時點」之投資標的價值及第三條約定
之匯率計算方式,計算目標保費保單帳戶及超額保費保單帳戶各別母標的
應轉入之單位數。
(一)判斷是否執行自動加碼機制
本公司於每一保單週月日自動進行檢視,當目標保費保單帳戶及超額
保單帳戶各別子標的於保單週月日本公司系統所取得最近五個資產評價日
之平均單位淨值,小於各別子標的於保單週月日本公司系統所取得近一年
各資產評價日平均單位淨值之特定百分比
(加碼點)
執行自動轉換機制,則於當次保單週月日執行自動加碼機制。
※若投資標的成立時間未滿一年,則以成立日起算各資產評價日之平均單
位淨值,取代近一年平均單位淨值。
(二)按加碼倍數計算加碼金額
本公司於每一保單週月日,依要保人所指定目標保費保單帳戶及超額
保單帳戶之自動轉換金額乘以應加碼之子標的的配置比例,再乘以要保人
所指定之加碼倍數後,計算該子標的之加碼金額。
(註1)
※若保單週月日母標的之投資標的價值扣除自動轉換金額後之餘額大於零
,但低於依加碼機制計算後之各子標的加碼金額之總和時,本公司將以
母標的之投資標的價值扣除自動轉換金額後之餘額,依各子標的應加碼