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)
(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
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