yangyang520 发表于 2019-8-3 12:02:48

请教各位大神,我这算动量吗?

目前不太会用这个论坛的发图,先来个收益率吧http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15234

yangyang520 发表于 2019-8-3 12:06:50

http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15234

showwin 发表于 2019-8-3 12:09:08

收益能看出来是不是动量?

yangyang520 发表于 2019-8-3 12:12:00

学习的大翟门动量,各位前辈,单子怎么晒出来呀

yangyang520 发表于 2019-8-3 15:08:49

不懂怎么晒单啊,上图都是搞超链接

OliverHsu1984 发表于 2019-8-3 15:19:00

yangyang520 发表于 2019-8-3 15:08
不懂怎么晒单啊,上图都是搞超链接

data:image/png;base64,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
data:image/png;base64,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


yangyang520 发表于 2019-8-3 16:06:58

http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15237
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15236&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15235&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15240&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15239&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15238&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15243&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15242&goto=up#pic_block
http://www.ejia7.net/home.php?mod=space&uid=892409&do=album&picid=15241&goto=up#pic_block

未来很远 发表于 2019-8-3 22:13:27

yangyang520 发表于 2019-08-03 12:02:48目前不太会用这个论坛的发图,先来个收益率吧

看了你pp的单子,不像动量,手法看不懂好像挺乱的,有点抄底的感觉,我也做pp,可能水平有限,见谅

yangyang520 发表于 2019-8-4 18:02:29

确实啊,我自己用盘立方复盘,做的太烂
页: [1]
查看完整版本: 请教各位大神,我这算动量吗?