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黄金为什么在这个位置停滞不前？

2021-10-13 05:37

415

2021-10-14 06:32

第一等发表于 2021-10-14 13:07
马上就起飞

能飞到1900吗？

2021-10-14 06:04

fjm 发表于 2021-10-14 12:27
有感而发，借这里说一下，就不解释了，此外，不知你是怎么理解誘多的，黄金40元的单边波动，资金（投入 ...

确实不一样

2021-10-14 06:03

fjm 发表于 2021-10-14 11:41
黄金昨天这个操作，古典中有创新，但总的说还是万变不离其宗，两年前在这里说过一个估计：主力使用人工智 ...

创新？人工智能？什么意思

2021-10-14 03:50

特别帅发表于 2021-10-14 10:46
楼主觉得是诱多的话，什么位置开始空呢

1800是一个位置，但是我说的位置，进的人多了就不是位置了

2021-10-14 03:49

天哥哥发表于 2021-10-14 09:25
打脸

黄金没上去吗？这不是诱多？

2021-10-14 01:28

诱多行情开启

2021-10-13 10:21

2021年10月14日签到记录贴

2021-10-13 16:00

177

179

2021-10-14 15:50

我在 2021-10-14 09:06
完成签到，获得随机奖励金币 1 。

2021-10-14 01:06

2021年10月12日签到记录贴

2021-10-11 16:00

173

168

2021-10-12 15:00

我在 2021-10-12 13:34
完成签到，获得随机奖励金币 2 。

2021-10-12 05:34

你们的图片是怎么传上来的？

2021-10-11 06:05

408

2021-10-11 15:25

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

你看不见？

2021-10-11 06:46

fx 美日专题

...2 3 4 5 6..27

2021-10-01 23:27

524

14202

2023-05-03 11:42

jonyOOOO 发表于 2021-10-8 15:24
你个傻蛋，日元在109～110.8调整了一个多月选择破位，你买日元升值？把周图和5分钟图好好看看是不是一样 ...

哈哈哈哈哈！

2021-10-11 06:38

xfssm 发表于 2021-10-4 13:57
“怼”了楼主不下美日sell单也不厚道 ,我下个先0.25 , 看对是我运气 , 错了是我能力

看来你错在了能力

2021-10-11 06:36

2021年10月11日签到记录贴

2021-10-10 16:00

178

176

2021-10-11 15:50

我在 2021-10-11 13:40
完成签到，获得随机奖励金币 1 。

2021-10-11 05:40

2021年9月29日签到记录贴

2021-09-28 16:00

172

151

2021-09-29 15:59

我在 2021-09-29 09:29
完成签到，获得随机奖励金币 2 。

2021-09-29 01:29

2021年9月28日签到记录贴

2021-09-27 16:00

175

206

2021-09-28 15:57

我在 2021-09-28 11:12
完成签到，获得随机奖励金币 3 。

2021-09-28 03:12

2021年9月26日签到记录贴

2021-09-25 16:00

147

144

2021-09-26 14:23

我在 2021-09-26 09:16
完成签到，获得随机奖励金币 3 。

2021-09-26 01:16

2021年9月24日签到记录贴

2021-09-23 16:00

157

291

2021-09-24 15:48

我在 2021-09-24 17:14
完成签到，获得随机奖励金币 3 。

2021-09-24 09:14

jony,核爆炸，天涯。。。你们对现在的黄金有啥看法，来聊聊？

...2

2021-09-15 03:57

1750

2021-09-24 01:51

TOMGU 发表于 2021-9-24 09:43
还是摸底踩顶的做法。

现在没有底，逢高做空就对了

2021-09-24 01:51

2021年9月23日签到记录贴

2021-09-22 16:00

139

264

2021-09-23 14:58

我在 2021-09-23 10:17
完成签到，获得随机奖励金币 2 。

2021-09-23 02:17

黄金，看图猜行情……

...2

2021-09-09 14:29

1059

2021-09-29 14:47

imkoukou 发表于 2021-9-22 18:19
这波弹起来再空吧……

1780就是头

2021-09-22 10:23

空头稳了

2021-09-22 09:51

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