yxb099 发表于 2026-7-1 21:07

《太极股经》看盘(第5359):两市放量阴阳脸,沪涨深跌,大盘399317日级别走势常...

2026-06-25第5354期有涨升潜力股票分析中润建股份002929,今日10CM,2天2板;2026-06-11第5343期有涨升潜力股票分析中海川智能300720,今日大肉14%。



今日国证A指399317的属性卦正向天天乾卦——元、亨、贞、利,——演变,持仓待涨为上。
两市放量阴阳脸,沪涨深跌,大盘399317日级别走势常态下向上,周级别走势向上。300指数日级别走势向下,周级别走势向上;上证指数、中小板指数、创业板指数日、周级别走势向上。
两市放量阴阳脸,沪涨深跌,成交36827亿,上涨股4329家,下跌股1145家。涨停221家,跌停11家。不含ST与新股的封单率为57.76%,封涨停板坚决度较昨日大幅下挫,处于正常区域。
最大连板高度3板,有浙江东日600113(商业物业经营+国企改革+预制菜)、多氟多002407(半导体级氢氟酸涨价+六氟磷酸锂+大圆柱电池)、海南海药000566(创新药+海南自贸+国企改革)等股,连板高度等同昨日。
20日均线上1765只,占比31%以上,国证A指(399317)日K图均线指标处于纠缠状态。300指数日级别走势向下,周级别走势向上;上证指数、中小板指数、创业板指数日、周级别走势向上。


一、四大指数分析
1.300指数(399300)
全日运行2波五分钟级别爻行情,日K线为低开上下影皆长的小阴线,双K线组合为孕线形态。日级别走势向下,周级别走势向上。
第二级别太极核不变,全日无买卖信号。
市场结构的演变方式为:6-7r*(t)(=3r*)/5-7r*/4-4y*/3-4r*/2-4y*(w)。(阅读市场结构可参阅本ID贴子:https://bbs.shudaoyoufang.com/thread-1916524-1-1.html)

2.创业板指数(399006)
日、周级别走势向上,市场结构的演变方式为:6-5r*(=3r*)/5-3r*/4-19r*/3-5r*(t)/2-8y*(w).

3.中小板综指数(399101)
日、周级别走势向上,市场结构的演变方式为:6-r*/5-11r*(t)(=3r*(=3r*))/4-7r*(t)/3-3r*(t)/2-4y*(w).(优化后)
4.上证指数(99999)
日、周级别走势向上,市场结构的演变方式为:6-5r*(t)(=3r*(t)(=3r*))/5-7r*/4-3r*(t)/3-3r*(t)/2-4y*。年线(MA250)为3922,年线向上(2024-09-27拐头向上),K线收于年线上。

二、上证指数图例分析
上证指数2024-02-05日开启一波月级别上升行情;目前是始于2026-03-23的一波周级别上涨行情,下面二图分别是其日、周级别的太极结构图:
日级别太极结构演变图(始于2026-03-23)

周级别太极结构演变图(始于2024-02-05)


三、有涨升潜力股票分析(5359期):
            
                                                                                                    股票名称
代码
太极结构
关键点
事由
      
            杭华股份
688571
5-5r*/4-3r*
10.08
显示光刻胶+PCB油墨+国企改革
      
                                  

有涨升潜力的股共3只,分析如下:
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
其中:688571突破阻力或趋势向上,601156、301500突破前蓄势。


四、近期“有涨升潜力股票分析”回顾
2026-06-25第5354期有涨升潜力股票分析中润建股份002929,今日10CM,2天2板;2026-06-11第5343期有涨升潜力股票分析中海川智能300720,今日大肉14%。
①第5354期有涨升潜力股票分析:
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
②第5343期有涨升潜力股票分析:



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查看完整版本: 《太极股经》看盘(第5359):两市放量阴阳脸,沪涨深跌,大盘399317日级别走势常...