wangjunkai1949
发表于 2022-11-1 10:11
wangjunkai1949 发表于 2022-10-25 09:26
上证已与此点位见底!
昨天大盘以创低点!2885.09点!今天已确认!.............................................................
wangjunkai1949
发表于 2022-11-1 10:13
wangjunkai1949 发表于 2022-10-25 09:26
上证已与此点位见底!
昨天大盘以创低点!2885.09点!今天已确认!........................................................................!
wangjunkai1949
发表于 2022-11-18 10:13
掌趣科技涨!涨!涨!..............................................................................................................!
wangjunkai1949
发表于 2022-11-19 09:05
600837海通证券是月线级别底背离!8.25近期底与8.61前期底形成rsi月线底背离!猜四与二被离!
wangjunkai1949
发表于 2022-11-19 13:36
不争论,掌趣科技2.71是反转,不是超跌反弹!
蒙神九紫火
发表于 2022-11-20 13:39
级别分大循环 中循环 小循环 大浪 中浪 小浪 一般情况下用四个级别就够了. 大循环《1》 循环<1>大浪①中浪(1)小浪1
在同一时间段出现不同级别的浪.比如在六十分钟里面走作用浪浪1 这个六十是小浪1.那么在5分钟或者15分钟里面通常会有中浪级别的作用浪以此类推
图片里面是比较简单的级别.
wangjunkai1949
发表于 2022-11-20 16:00
蒙神九紫火 发表于 2022-11-20 13:39
级别分大循环 中循环 小循环 大浪 中浪 小浪 一般情况下用四个级别就够了. 大循环《1》 循环大浪① ...
请教,波浪如果在掌趣科技当下日线级别算几浪!
wangjunkai1949
发表于 2022-11-20 16:01
蒙神九紫火 发表于 2022-11-20 13:39
级别分大循环 中循环 小循环 大浪 中浪 小浪 一般情况下用四个级别就够了. 大循环《1》 循环大浪① ...
请教,波浪如果在掌趣科技当下日线级别算几浪?如果周线呢?
wangjunkai1949
发表于 2022-11-24 19:27
本帖最后由 wangjunkai1949 于 2022-11-24 19:32 编辑
wangjunkai1949 发表于 2022-11-20 16:01
请教,波浪如果在掌趣科技当下日线级别算几浪?如果周线呢?
日线第一波5根k线调整,现在也是5根k线!应该调整结束了!掌趣科技!3.19元,2022.11.24日。
wangjunkai1949
发表于 2022-12-2 11:47
本帖最后由 wangjunkai1949 于 2022-12-2 12:02 编辑
终于看到掌趣科技月线级别底背离{macd)!是反转!不是超跌反弹!而且是季线级别{rsi}底背离!
wangjunkai1949
发表于 2022-12-3 18:32
wangjunkai1949 发表于 2022-12-2 11:47
终于看到掌趣科技月线级别底背离{macd)!是反转!不是超跌反弹!而且是季线级别{rsi}底背离!
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
wangjunkai1949
发表于 2022-12-3 18:38
wangjunkai1949 发表于 2022-12-3 18:32
和ss20讨论关于掌趣科技超跌反弹与反转的观点.................拭目以待!
wangjunkai1949
发表于 2022-12-3 18:38
wangjunkai1949 发表于 2022-12-3 18:32
和ss20讨论关于掌趣科技超跌反弹与反转的观点.................
andy03
发表于 2022-12-5 15:00
波浪的级别不是用日周月年线来描述定义的
如果用日周月来分层出大小级别 自然这样的理解永远没有答案!
级别是时间跟模式的涵数 这样来理解!
wangjunkai1949
发表于 2022-12-21 21:39
wangjunkai1949 发表于 2022-12-3 18:38
和ss20讨论关于掌趣科技超跌反弹与反转的观点.................
大盘和掌趣科技日线和120分钟已经接近底部!原因是当下指标rsi比前期2885.09点rsi指标低!形成看涨反转!
wangjunkai1949
发表于 2022-12-24 16:47
wangjunkai1949 发表于 2022-12-21 21:39
大盘和掌趣科技日线和120分钟已经接近底部!原因是当下指标rsi比前期2885.09点rsi指标低!形成看涨反转!
下周一大盘涨涨!.........................................................................涨!
wangjunkai1949
发表于 2022-12-24 16:48
wangjunkai1949 发表于 2022-12-21 21:39
大盘和掌趣科技日线和120分钟已经接近底部!原因是当下指标rsi比前期2885.09点rsi指标低!形成看涨反转!
下周一大盘涨涨!.........................................................................涨!
底买高卖
发表于 2022-12-24 18:33
掌趣科技,1、确定反转,2、3浪主升开始,3、大多数个股形态跟大盘都一样,接下来都是走日线3浪。
底买高卖
发表于 2022-12-24 18:36
堂趣科技以前我也搞过,后来封杀平台放弃,现在平反了应该有出身。
天魔缭乱
发表于 2022-12-26 14:43
本帖最后由 天魔缭乱 于 2022-12-26 14:45 编辑
底买高卖 发表于 2022-12-24 18:33
掌趣科技,1、确定反转,2、3浪主升开始,3、大多数个股形态跟大盘都一样,接下来都是走日线3浪。
你这条B到哪都三浪起来了,给我整笑了。
说你天天喊底喊三浪,还他妈急了骂人拉黑,素质跟水平一样低