data:image/png;base64,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
每况愈下！
2005不知道是什么事？
怎么这么少差价？ comewish 發表於 12-9-10 11:59 static/image/common/back.gif
很懷念07 08 09那三年很好做的行情，只要追高殺低就會賺錢。像今年這種行情要賺錢真的要有點本事了。
...
點擊載入圖片空白
難怪我的程式07,08,09比較好{:4_189:}
07 +2469
08 +2052
09 +3103
{:4_209:}
10 +857
11 +819
12 +945 (到9/7)
{:4_202:}
都已經扣手續費以及期交稅,沒算滑價,因為統計下來滑價未必不利獲利
那我還是不要做好了，現在收手還來得及.....
好像都要等每次金融風暴後...那2~3年震盪都比較大 jackshy 發表於 12-9-10 21:53 static/image/common/back.gif
好像都要等每次金融風暴後...那2~3年震盪都比較大
我們的市場~~~都被政府官員~~~>搞死ㄌ
所以一些利害的人~~都轉去操作國外市場ㄌ
本帖最後由 comewish 於 12-9-11 08:29 編輯
補一下昨天的圖。
期貨最近7日
底下為最近日
高低差
626565
656967
596367
676567
726666
766968
646568
5日平均 10日平均 20日平均
跳空
242531
172624
142424
222623
162620
423326
392826
5日平均 10日平均20日平均
ATR
667278
697675
616875
767375
807471
988277
867877
現貨近7日
高低差
555457
575557
475157
535458
595757
585756
535555
跳空
201922
212119
202020
212120
202219
403024
352822
ATR
616165
626263
495663
576064
646362
797066
766965
所以....當沖看到就自己調整作法囉!!
C老大今年有貼的實單已經賺超多了,盤悶一下,也好吧!!更何況C大不只台灣一個市場,且不久前波段應該超開心的!!辛苦的是我這種只做台指當沖沒其他收入的!! trade888 發表於 12-9-11 09:00 static/image/common/back.gif
C老大今年有貼的實單已經賺超多了,盤悶一下,也好吧!!更何況C大不只台灣一個市場,且不久前波段應該超開心 ...
You create your own reality.
還有一些事情你可能沒有經歷過，等你經歷了之後，你就會了解為何我會那麼重視市場的分散。
comewish 發表於 12-9-11 08:27 static/image/common/back.gif
補一下昨天的圖。
看了這張圖我終於明白一件事:
只要換總統震盪就大當沖就會很好做!!{:4_164:}
太極陰陽 發表於 12-9-11 09:57 static/image/common/back.gif
看了這張圖我終於明白一件事:
只要換總統震盪就大當沖就會很好做!!
...
嗯........發洩失望多年的情緒~{:9_585:}
那還要再等四年?!! {:4_187:}
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