炒股《三大纪律 八项注意》歌词
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炒股《三大纪律 八项注意》歌词(根据《股市量学看势三要》和《股市量学看盘八法》改编) 量学师生个个要牢记,三大纪律八项必注意。第一一切行动看量变,看准质变才能得胜利。第二牢记位置定性质,三一二一才能搞伏击。第三切记临界定进退,守标忘我才能成大器。 三大纪律我们要做到,八项注意切莫忘记了。第一看盘必须立体化,量柱价柱双向找动机。第二识庄就近来对比,任何战斗都在近距离。第三选股重在找变异,常态变态务必看仔细。 第四进出看准初胜点,帮助赢家你就是主力。第五预判临界是核心,替领进出初胜是契机。第六量价阴阳要辩证,真假虚实综合判实力。第七位置定性是关键,顶底腰脚动态找规律。第八进退仓位有预计,等候确认务必放第一。 三大纪律人人要做到,八项注意切莫忘记了。股市量学进退有标准,学懂学通就是护身宝。 2018年5月1第2版/2023年1月1日修订
本帖最后由 美丽天山 于 2023-7-31 14:47 编辑
您好,我先将自己不成熟的理解与您交流一下。
第一句话,我理解为量学以量为根本,它从最基本的“量价”入手,用“三先规律”解读“量”、“价”之间的配比关系,“量价同步”往往是市场行为,“量价背离”往往是庄家行为;量性的组合转化,是对“量变产生质变”的最好诠释。
第二句话,我理解为量学在强调拐点位置定性的基础了,要依据三一二一标尺来识庄选强,跟强者才能做强者。
第三句话,我理解为操作时要重视临界的分析研判,只做红旗手,不当冲锋兵,严格标准来进退。
第四句话,我理解为这是看盘方法之首,看量必看价,看价必看量,量价结合,四维结合,找到主力的动机所在。
第五句话,我理解为要用好就近对比这个原则,多空对诀都是一步一步进行的。
第六句话,我理解为选股要找主力的异动点,用好“该X不X”的战术方法,这一点比较重要,如高量常态示跌变态示涨。
第七句话,我理解为要抓好多方向上失衡的第一时机,如黄金线上阳盖阴、加速拐点突破、凹口平衡线站稳、极阴次阳等等。
第八句话,我理解为还是看临界拐点,看清主力的真假攻防,从四步攻防上看主力的节奏。
第九句话,我理解为从量价阴阳的交互变化中,找准主力的真涨假跌逻辑,并据此识庄选强跟进,如凹口淘金的重点,首先要看清主力突然的长阴短柱假跌,在识假的基础上再判下跌的质量,然后从刹车换挡中看主力的进攻准备,在突破站稳凹口平衡线时伏击。
第十句话,我理解为找规律要从关键位置、战略位置入手,如凹底、凹口、左峰、平台这四大拐点主力是怎么动作的,拐点起柱就是很典型的动态,分析时将这些位置的动作联贯起来思考。
第十一句话,我理解为仓位的把握要视情而定,看大做小,在预判的前提下,确认了才跟进;如长腿踩线只是异动,向上抬头才是良机。
以上简单的介绍,只是我个人在量学“三大纪律八项注意”字面上理解的皮毛,想要真正看懂记熟并灵活运用,必须反复理解,深入学习,久久为功。老师讲,提问题时,提得越具体,得到的结果才越细致、越真实。祝您周末快乐。 量学师生个个要牢记,三大纪律八项必注意。
第一 一切行动看量变,看准质变才能得胜利。
第二牢记位置定性质,三一二一才能搞伏击。
第三切记临界定进退,守标忘我才能成大器。
三大纪律我们要做到,八项注意切莫忘记了。
第一看盘必须立体化,量柱价柱双向找动机。
第二识庄就近来对比,任何战斗都在近距离。
第三选股重在找变异,常态变态务必看仔细。
第四进出看准初胜点,帮助赢家你就是主力。
第五预判临界是核心,替领进出初胜是契机。
第六量价阴阳要辩证,真假虚实综合判实力。
第七位置定性是关键,顶底腰脚动态找规律。
第八进退仓位有预计,等候确认务必放第一。
三大纪律人人要做到,八项注意切莫忘记了。
股市量学进退有标准,学懂学通就是护身宝。 量学师生个个要牢记,三大纪律八项必注意。
第一一切行动看量变,看准质变才能得胜利。
第二牢记位置定性质,三一二一才能搞伏击。
第三切记临界定进退,守标忘我才能成大器。
三大纪律我们要做到,八项注意切莫忘记了。
第一看盘必须立体化,量柱价柱双向找动机。
第二识庄就近来对比,任何战斗都在近距离。
第三选股重在找变异,常态变态务必看仔细。
第四进出看准初胜点,帮助赢家你就是主力。
第五预判临界是核心,替领进出初胜是契机。
第六量价阴阳要辩证,真假虚实综合判实力。
第七位置定性是关键,顶底腰脚动态找规律。
第八进退仓位有预计,等候确认务必放第一。
三大纪律人人要做到,八项注意切莫忘记了。
股市量学进退有标准,学懂学通就是护身宝。 版主可不可以稍微详细一些解释一下呢?感恩~ zhanyc 发表于 2023-5-20 17:38
版主可不可以稍微详细一些解释一下呢?感恩~
您好,这是王子老师总结的实战操盘量学精华,是量学五大名著的简化版,内涵丰富, 充满辩证,须有扎实的量学根底才能有所悟、有所透。在学习中如果您感觉到哪一个方面有困难的可以具体提出来,如果总体不好理解,建议您还是先学习老师的五本教材,或者找一个适合自己的教练去全面系统学习。祝您学习快乐。 好好学习,天天向上 pinefor 发表于 2023-5-21 13:55
好好学习,天天向上
周末快乐 感谢楼主分享! my2016 发表于 2023-5-21 19:42
感谢楼主分享!
周末快乐 好好学习,天天向上 cjwz0013 发表于 2023-5-21 21:00
好好学习,天天向上
周末快乐 感谢楼主分享! wincsu 发表于 2023-5-21 21:26
感谢楼主分享!
欢迎您 好好学习天天向上 美丽天山 发表于 2023-5-20 18:41
您好,这是王子老师总结的实战操盘量学精华,是量学五大名著的简化版,内涵丰富, 充满辩证,须有扎实的 ...
感谢老师的解答 zhanyc 发表于 2023-5-22 00:05
感谢老师的解答
祝您学习快乐