四柱詳批命例精解
四柱詳批命例精解 谢谢楼主哦 下来看看 分析一下下載來研習。謝謝{:3_252:}
谢谢楼主分享!
这个实在,谢谢楼主分享
谢谢楼主分享
谢谢楼主分享书籍 谢谢楼主分享书籍谢谢楼主分享书籍
本帖最后由 FUXIDZ 于 2017-3-22 20:13 编辑
WSL 发表于 2010-4-1 20:33
谢谢楼主哦
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
大师,这个八字怎么会偏旺呢?
本帖最后由 FUXIDZ 于 2017-3-22 20:18 编辑
坤造:甲辰己巳癸亥壬子(子丑)
“此造日元癸水偏旺··········”
大师,这个八字怎么会偏旺呢?
是偏旺啊
下載來研習
谢谢分享
下载来学习
下来看看是否按我段一样
谢谢分享{:3_252:},下载了努力学习
FUXIDZ 发表于 2017-3-22 20:14
坤造:甲辰己巳癸亥壬子(子丑)
此造失令、得地、得助,故偏旺
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