請教外匯保證金交易點差
本帖最後由 Snowball 於 16-12-10 00:19 編輯請問FXCM點差真的有如模擬交易畫面那麼小嗎?
一般點差是多少?
請知道的大大不吝告知!感謝您!!
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
這麼小的點差,應該還會有commission
很多家都是這樣,會用帳號類型來分
fxcm 也是,https://www.fxcm.com/accounts/account-types/
mini帳戶的話,點差應該就沒那麼小了
你申請的模擬帳戶應該是標準帳戶吧?
點差會依商品而不同,各家也不一樣
像我用的IC markets,歐元點差是0.1,commission是0.7,所以成本是0.8
如果是申請沒commission帳戶的話,點差就會在1.2附近 (印象中是這樣,有點久不太記得了) 本帖最後由 GOGA 於 16-12-10 13:49 編輯
每個商品點差不一樣,但是快市的時候本來2點的點差,會給你放大到30TICK,要注意小心,
可去看我的舊文
http://www.coco-in.net/thread-27773-1-1.html
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