坚守未来的大牛
在线不懂价值投资，只是从形态上选股，认为600613未来会成为大牛股。当有几倍的收益。愿意为此坚守，也不知多长时间，立贴以鼓励自己。也是对波浪理论的践行。不错
就看哪一波能走出破上轨的主升浪，值得守几年。 形态不错，基本面差 这股很平庸吧，哪里看的出大牛股气质？ maoxinghe 发表于 2018-7-18 11:09
这股很平庸吧，哪里看的出大牛股气质？
该股上市后从未走过推动浪，都是一直在调整中，形态好就好在虽处调整但一直都是顺势调整，不断创新高，却不创新低，长期大起大落一方面说明跟风盘强，另一方面也说明上市以来走势一直在蓄势。试想，哪天去一旦业绩稳步向上，那推动浪还会差吗 仅从手机看，形态不是不错，而是很差 不知你们怎么对它数下浪
波浪在线 发表于 2018-7-18 12:11
不知你们怎么对它数下浪
这种大级别的横向调整，怎么划分都有可能是错的
波浪在线 发表于 2018-7-18 12:11
不知你们怎么对它数下浪
在线兄波浪划分或有争议，但基本面应该争议不大吧。
在下刚才电脑上仔细看了这个票，基本面确实不太好
1、政策大势不好，医药政策不利于中成药；
2、企业管理不好，不注重研发创新，团队和组织老化；
3、产品结构不好，产品结构老化，没有梯队和后备军。单品螯酸钠VB6注射液是金牛，一直靠此维持着业绩，但却无明日之星产品。
波浪是追随基本面而舞，跳过基本面容易落入空想。
以上是在下浅见，仅供参考。
兄台波浪功力不同一般，望兄台另寻其他潜力股，群里浪友可一起参谋。
gesophy 发表于 2018-7-18 17:17
在线兄波浪划分或有争议，但基本面应该争议不大吧。
在下刚才电脑上仔细看了这个票，基本面确实不太好 ...
谢谢兄台。在线说了，对基本面实在是不行。谢谢提醒。
技术看 - 弹完了5块7大概率还会破，长线建仓3-4块钱风险回报比最佳 本帖最后由 疯了一个 于 2018-7-18 19:09 编辑
价值投资的左侧形态不会构成右侧走势，只有在资金搏弈的市场才会有，A股就是，但未来几年还是不是，真不好说，当然你如果死捂，也有可能等到那一天，不过也得作好这票有可能退市的准备，看下今年退了几只，就医药板块，但凡是有点业绩的都长上去了，而在下波牛市来到后，这些票的估值已提前兑现，你去看下2014那波起来后的牛市，大多医药股到了5178的涨幅远不如那些中小创，也不如蓝筹，因为很多已经在05。08年就开始走大形上升通道，早就预支了估值！！除非少数业绩暴表的！！你这只票你又不懂估值，而又用基本面来作价投，本身就是伪逻辑！！ 疯了一个 发表于 2018-7-18 19:08
价值投资的左侧形态不会构成右侧走势，只有在资金搏弈的市场才会有，A股就是，但未来几年还是不是，真不好 ...
准确的说在线想坚守的并非是价值投资。所以不存在伪逻辑一说。我是根据波浪形态选出来的，纯属波浪理论的逻辑。所以我在上面问大家如何数浪。
2015年股灾时的大牛股、我靠它番的身、不过多亏赚钱后跑得快没再介入！ gesophy 发表于 2018-7-18 17:17
在线兄波浪划分或有争议，但基本面应该争议不大吧。
在下刚才电脑上仔细看了这个票，基本面确实不太好 ...
兄台，想问下：基本面都看什么，如何根据基本面选股？
割割哒 发表于 2018-7-18 18:04
技术看 - 弹完了5块7大概率还会破，长线建仓3-4块钱风险回报比最佳
甚为赞同！这只票持有，不是不赚钱，是怕不安全。 本帖最后由 gbwchg 于 2018-7-19 19:27 编辑
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
月线图，有点怪怪的
本帖最后由 gbwchg 于 2018-7-19 19:29 编辑
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
月线图，有点怪怪的
波浪在线 发表于 2018-7-18 21:47
兄台，想问下：基本面都看什么，如何根据基本面选股？
基本面选股，在下以为主要有三个重点：
一、安全性：考虑产业前景、企业在产业链的竞争地位、企业本身经营管理能力、企业团队、组织与价值观，上面主要考虑企业是否能护城河是否够宽，企业基业是否长青；
二、确定性：是从投资初心角度考虑。你投资一家企业，是看中企业的哪一方面，这方面大方向是否有足够的稳定性和可实现性。比如，我三月份买美亚光电，主要是看中其口腔CT替代进口业务必将随着“人们口腔消费升级的提高而普遍，业绩稳步增长具有确定性。再如比如当前知名蓝筹股，如茅台、格力等，我就怀疑未来继续成长的确定性，因为此类企业的壮大是建立在过去30年投资为主、房地产大行其道之上，未来投资和房地产是否保持，已于当前现出疲态，所以我怀疑未来的确定性。一旦确定性不可保，短期投机无妨，长期持有就有风险。
二、价值/回报：就是从现金流折现、PB/PE法、同类参考法等方法估算企业的价值，然后和当前股价、同类企业作对比，从而选择何时买入，何时卖出。这其实就是价值投资的最基本东西。对于技术派，就是买卖时机。