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laar
注册时间2012-01-14
[吐槽]没想到我的门槛这么低,才五万
楼主发表于:2021-06-09 11:27只看该作者倒序浏览
1楼 电梯直达
电梯直达
过年前充了几千美刀到账户做空港股美股,正好遇到3月大跌,很快翻倍到了1万多。然后一轮顺畅,小波段多次做多做空a50,us30,纳指和恒生指数,连续小波段抄底几只港股,反反复复操作300多次,账户到了4万多。从5月初第一次上4.5万到现在,多次冲上4.7 4.8万,又退回3.7 3.8万。昨天终于忍不住满仓做股指,直接从4.8万退到3.2万,第一次让资金曲线的上升趋势出现破位。。。。。。清掉仓位想了两天一夜,在这个资金量上我心态发生了变化,整天就在想怎么到五万再到十万。行情并没有什么明显变化,依然是小波段震荡,但是心态出现了问题。记得有个做期货的高手也说过这个问题,他每次做到100万左右就会出现资金大幅度回撤,他就快到100万就取50万出来,反复几次,就把这道心理门槛过了。下次冲过四万我也试试他的方法,超过四万就取钱,多试试这个阶段资金的感觉,争取度过这道门槛
TK29帖子1楼右侧xm竖版广告90-240
个性签名

韬客社区www.talkfx.co

广告
TK30+TK31帖子一樓廣告
TK30+TK31帖子一樓廣告
老冯来也
注册时间2019-04-11
三交五易
注册时间2014-04-22
发表于:2021-06-09 15:25只看该作者
3楼
钱是垃圾 接下来各种议论就热闹了
个性签名

韬客社区www.talkfx.co

广告
论坛谏言--外汇交易不应是你投资的全部,交易外汇也不应是你生活的全部
powermans
注册时间2016-02-21
发表于:2021-06-09 15:28只看该作者
4楼
大神 可以給些感悟嗎 讓我們跟上步伐
tdtsz
注册时间2018-01-04
发表于:2021-06-09 15:59只看该作者
5楼
收入高的人,做交易也不赖
个性签名

韬客社区www.talkfx.co

广告
论坛谏言--外汇交易不应是你投资的全部,交易外汇也不应是你生活的全部
laar
注册时间2012-01-14
楼主发表于:2021-06-09 16:23只看该作者
6楼
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 找到上图的方法了,利润到了45000以后就崩塌了,前面还弄得好好的。没什么心得,都是感觉有把握就去做,主要依据就是阻力支撑线趋势线,还有股指、股票的一些走势特点。比如咖啡,日线基本不做平台震荡,基本到顶就下,到底就上。a50震荡特别多,但是底部阻力比较明显。道指就是跌了就抄底,反正到现在还没错过。我基本做日线,cfd杜高收费高的要死,做日内波动的钱感觉还不够给手续费。主要还是运气。。。。。。

点评

图片加载不出来,不知是我网络原因还是怎么回事。 看一楼还以为你跑去做股票了呢, 杜高的股指成本比瑞讯的还高?A50我刚刚看MT4上要10多个点?是没开盘的原因?发表于 2021-06-10 00:48
NewDollar
注册时间2017-02-10
发表于:2021-06-10 00:48只看该作者
7楼
laar 发表于 2021-6-10 00:23
找到上图的方法了,利润到了45000以后就崩塌了,前面还弄得好好的。没什么心得,都是感觉有把握就去做, ...
图片加载不出来,不知是我网络原因还是怎么回事。 看一楼还以为你跑去做股票了呢, 杜高的股指成本比瑞讯的还高?A50我刚刚看MT4上要10多个点?是没开盘的原因?

点评

我还说杜高钱多了找你开盛宝呢,开了杜高我就懒得开瑞讯了,至于手续费没仔细对比过。先想到赚钱办法再说,找到盈利方式,才有心思出来对比手续费高低。盈利方式找不到,做什么事都没心情发表于 2021-06-10 02:06
侠者之大
注册时间2015-01-17
发表于:2021-06-10 02:04只看该作者
8楼
很不错了,加油楼主
pandaco
注册时间2014-08-15
发表于:2021-06-10 02:05只看该作者
9楼
搞美股可以,今年搞一波就够了。
laar
注册时间2012-01-14
楼主发表于:2021-06-10 02:06只看该作者
10楼
NewDollar 发表于 2021-6-10 08:48
图片加载不出来,不知是我网络原因还是怎么回事。 看一楼还以为你跑去做股票了呢,
我还说杜高钱多了找你开盛宝呢,开了杜高我就懒得开瑞讯了,至于手续费没仔细对比过。先想到赚钱办法再说,找到盈利方式,才有心思出来对比手续费高低。盈利方式找不到,做什么事都没心情

点评

我刚刚看了杜高的A50是12-14个点的点差(MT4的),还得加手续费 瑞讯只有4-5个,3倍多了。。。。发表于 2021-06-10 02:45
NewDollar
注册时间2017-02-10
发表于:2021-06-10 02:45只看该作者
11楼
laar 发表于 2021-6-10 10:06
我还说杜高钱多了找你开盛宝呢,开了杜高我就懒得开瑞讯了,至于手续费没仔细对比过。先想到赚钱办法再说 ...
我刚刚看了杜高的A50是12-14个点的点差(MT4的),还得加手续费 瑞讯只有4-5个,3倍多了。。。。

点评

我想问一下,盛宝股票和股指能加杠杆吗?我下载盛宝的软件做模拟单,盛宝的股票好像是不能加杠杆的,而且不能裸做空?发表于 2021-06-10 10:11
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queenjob
注册时间2021-04-08
发表于:2021-06-10 07:01只看该作者
12楼
每次做到100万左右就会出现资金大幅度回撤,他就快到100万就取50万出来,反复几次,就把这道心理门槛过了。 这个方法值得借鉴。复利的想法总是让人不够理智。
laar
注册时间2012-01-14
楼主发表于:2021-06-10 10:11只看该作者
13楼
NewDollar 发表于 2021-6-10 10:45
我刚刚看了杜高的A50是12-14个点的点差(MT4的),还得加手续费 瑞讯只有4-5个,3倍多了。。。。
我想问一下,盛宝股票和股指能加杠杆吗?我下载盛宝的软件做模拟单,盛宝的股票好像是不能加杠杆的,而且不能裸做空?

点评

股票CFD才可以加杠杆吧,正股是没法搞杠杆的发表于 2021-06-10 12:42
NewDollar
注册时间2017-02-10
发表于:2021-06-10 12:42只看该作者
14楼
laar 发表于 2021-6-10 18:11
我想问一下,盛宝股票和股指能加杠杆吗?我下载盛宝的软件做模拟单,盛宝的股票好像是不能加杠杆的,而且 ...
股票CFD才可以加杠杆吧,正股是没法搞杠杆的

点评

是cfd,正股限制多,很多不能开空,杠杆只能银行融资很麻烦。cfd就是流动性差,但是我资金无所谓,反正钱少发表于 2021-06-10 14:32
贪婪恐惧
注册时间2018-11-21
发表于:2021-06-10 12:53来自移动端只看该作者
15楼
我最近也在做道指。仓位很小。不过感觉比黄金好做一些。我就没有操作过两千刀以上的。难道我的天花板才两千刀?
laar
注册时间2012-01-14
楼主发表于:2021-06-10 14:32只看该作者
16楼
NewDollar 发表于 2021-6-10 20:42
股票CFD才可以加杠杆吧,正股是没法搞杠杆的
是cfd,正股限制多,很多不能开空,杠杆只能银行融资很麻烦。cfd就是流动性差,但是我资金无所谓,反正钱少
十五美元
注册时间2013-10-15
发表于:2021-06-11 00:46只看该作者
17楼
已经秒杀百分之90的人了
zxa88888
注册时间2018-09-30
发表于:2021-06-12 00:31只看该作者
19楼
一直稳定的亏,从没上过1千刀。这条不归路已走了4个年头了,看不到一点点的希望。
wxcwzh
注册时间2015-12-27
发表于:2021-06-15 00:29来自移动端只看该作者
21楼
楼主能不能说说怎么出金的?电汇到香港银行卡还是直接电汇到国内银行卡。中间有没有什么波折

点评

直接电汇到国内银行卡,星期一扣的款,还没收到。不过去年取了几万美元都没有周折。我每次最多去一万,这是app申报的最大额度。我实在不想去银行发表于 2021-06-15 14:52
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