002341是不是日线3买
各位达人 兄弟对缠论刚入门 今天随便翻翻看见这个是绿的 但是貌似日线3买 请问对不对 这个股票就是002341 谢谢 貌似我无法上图。。。。。近看有点像,远看就....
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
我的理解是有可能形成3买
日线中枢为17.5-20.3,1个30分钟走势类型突破中枢,回调要不回20.3才形成3买
现在不确认回调的低点在哪里,目前30F走势类型MACD还在0轴下,向下的走势应该还需要一段时间企稳
二次回踩,三买不好说。 zonda2014 发表于 2015-4-16 15:08 static/image/common/back.gif
我的理解是有可能形成3买
日线中枢为17.5-20.3,1个30分钟走势类型突破中枢,回调要不回20.3才形成3买
现 ...
谢谢 从日均线看20块很难见到了
大智基金会 发表于 2015-4-16 15:22 static/image/common/back.gif
二次回踩,三买不好说。
大智兄啥意思 我觉得回踩越多 底部才越确立啊
这个是周线级别的,日线三买可以看缠师举的例子,工商银行和北辰07年的例子 baitutu888 发表于 2015-4-16 15:26 static/image/common/back.gif
大智兄啥意思 我觉得回踩越多 底部才越确立啊
看志高的回复。
我缠用的少。复杂的东西我不研究。
不像3买样子,我的看法
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