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服务三农
注册时间2013-04-07
[美元]2016/5/5 美元指数下一步走势研判
发表于:2016-05-05 12:44只看该作者
21楼 电梯直达
电梯直达
emoji-image
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
红骷髅
注册时间2014-08-26
发表于:2016-05-05 12:50来自移动端只看该作者
22楼
美元加息也会让楼市崩盘?
三交五易
注册时间2014-04-22
服务三农
注册时间2013-04-07
发表于:2016-05-05 13:05只看该作者
24楼
唐版的帖子绝对是必定贴,这波美元调整结束是不是意味着大宗商品都要重归熊市了呀?还请唐版有空了贴个原油的图以供学习,多谢!

点评

原油 日图发表于 2016-05-09 15:51
首席行走
注册时间2009-07-15
积极参与奖热心助人奖幸运星双鱼座
皇帝
注册时间2008-02-27
tonysun
注册时间2009-05-26
发表于:2016-05-05 13:16来自移动端只看该作者
27楼
唐人老师,终于现身了!
tonysun
注册时间2009-05-26
发表于:2016-05-05 13:31来自移动端只看该作者
28楼
唐人老师在关键时候发了关键的贴子!力顶!!!
唐人
注册时间2003-08-10
驿站美文奖365图文并茂奖基本面大咖
楼主发表于:2016-05-05 13:41只看该作者
29楼
本帖最后由 唐人 于 2016-5-5 21:48 编辑
liangjr73 发表于 2016-5-5 18:27
,唐老师,上证、螺纹、焦炭、铁矿期货的图能上来看么,汇市还要等
先看上证指数吧 仅供参考。 第一幅 和第三幅 为月图 说了两种研判走势,或许还有别的 只是目前没有观察出来。 第二幅为日图 也是第一幅的印证图 上证指数16年5月5日月图(1)-2.gif上证指数16年5月5日月图(1)-2.gif上证指数16年5月5日月图(1)-1.gif上证指数16年5月5日月图(1)-1.gif上证指数16年5月5日月图(1).gif上证指数16年5月5日月图(1).gif

点评

我认为上证几乎没有这种走势的可能性发表于 2016-05-16 09:15
个性签名

形而上谓之道 形而下谓之器

tonysun
注册时间2009-05-26
发表于:2016-05-05 13:46来自移动端只看该作者
30楼
唐人老师在线?有缘巧遇,莫大的荣幸啊!

点评

楼上各位好!发表于 2016-05-05 13:50
唐人
注册时间2003-08-10
驿站美文奖365图文并茂奖基本面大咖
楼主发表于:2016-05-05 13:50只看该作者
31楼
tonysun 发表于 2016-5-5 21:46
唐人老师在线?有缘巧遇,莫大的荣幸啊!
楼上各位好!
zhanwave
注册时间2005-06-18
发表于:2016-05-05 13:56只看该作者
32楼
非常感谢唐人老师的分享!!!
bigcat928
注册时间2014-04-01
天秤座
发表于:2016-05-05 14:06只看该作者
33楼
看完楼主这图才发现美指确实还有可能跌一次啊,我的图是看还有15个交易日左右是一个时间点,也许是下一个见底的时候,本来以为之前已经算是见底了,不过看看美日发现没见底的可能性稍大一些,除非后面欧元弱到极点了

点评

嗯 也可以参考一下瑞郎 只要不上破0.97一带 还有下的可能。发表于 2016-05-05 14:52
空空空
注册时间2014-05-16
发表于:2016-05-05 14:14只看该作者
34楼
请教一下唐人老师,为什么这么确定6月份美联储会加息啊?

点评

加息表发表于 2016-05-05 14:38
个性签名

韬客社区www.talkfx.co

唐人
注册时间2003-08-10
驿站美文奖365图文并茂奖基本面大咖
楼主发表于:2016-05-05 14:36只看该作者
35楼
空空空 发表于 2016-5-5 22:14
请教一下唐人老师,为什么这么确定6月份美联储会加息啊?
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
金银
注册时间2013-03-20
发表于:2016-05-05 14:36只看该作者
36楼
唐人老师来个黄金的分析图吧 谢谢!

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黄金 月图发表于 2016-05-09 15:37
唐人
注册时间2003-08-10
驿站美文奖365图文并茂奖基本面大咖
楼主发表于:2016-05-05 14:38只看该作者
37楼
空空空 发表于 2016-5-5 22:14
请教一下唐人老师,为什么这么确定6月份美联储会加息啊?
加息表 85B{L`QPF_BA]W$W_@K01I4.png85B{L`QPF_BA][email protected]
szwan
注册时间2016-02-04
狮子座
发表于:2016-05-05 14:39只看该作者
38楼
唐大哥,怎么看现在棒子

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1.45及1.44一带 有支撑 ,如下破,棒子短期下跌的可能性很大了 ,有走浪5下跌的可能。发表于 2016-05-05 14:57
唐人
注册时间2003-08-10
驿站美文奖365图文并茂奖基本面大咖
楼主发表于:2016-05-05 14:52只看该作者
39楼
bigcat928 发表于 2016-5-5 22:06
看完楼主这图才发现美指确实还有可能跌一次啊,我的图是看还有15个交易日左右是一个时间点,也许是下一个见 ...
嗯 也可以参考一下瑞郎 只要不上破0.97一带 还有下的可能。
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形而上谓之道 形而下谓之器

唐人
注册时间2003-08-10
驿站美文奖365图文并茂奖基本面大咖
楼主发表于:2016-05-05 14:57只看该作者
40楼
szwan 发表于 2016-5-5 22:39
唐大哥,怎么看现在棒子
1.45及1.44一带 有支撑 ,如下破,棒子短期下跌的可能性很大了 ,有走浪5下跌的可能。

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请问唐版,原油怎么看?多谢啦!发表于 2016-05-05 15:01
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