万般浮云 发表于 2022-10-8 09:26:02

谈氏玄空地理准确性讨论

本帖最后由 万般浮云 于 2022-10-8 09:49 编辑




山3运;水4运,谈氏玄空无解,请大家发表见解。


万般浮云 发表于 2022-10-8 20:06:39



壬丙兼亥 西水东流消乙卯。。。此等小地竟有如此凶兆云云。。。至此有些质疑了

太易郑 发表于 2022-10-8 21:30:56

三元驳杂

龟藏易 发表于 2022-10-9 07:36:33

金龙有且只有一个,大哉乾元,万物资始谈养吾、陈梦国皆言大小金龙,此乃岐途伪法,真诀难悟也,所以谈氏玄空地理仅可大观,不可细审。

万般浮云 发表于 2022-10-9 08:35:57



还有这个山、水皆9运

万般浮云 发表于 2022-10-9 08:44:24

谈师勤于地学令人钦佩,于玄空一道如果不是藏诀,以上案例断语令人疑惑其学理的可行性;案例的山、水运都已标记在后,大家可查验所学。

lypsywy 发表于 2022-10-9 10:23:39

万般浮云 发表于 2022-10-8 20:06
壬丙兼亥 西水东流消乙卯。。。此等小地竟有如此凶兆云云。。。至此有些质疑了

不是壬丙墓作用。肯定是一个冤案

万般浮云 发表于 2022-10-9 10:30:02

lypsywy 发表于 2022-10-9 10:23
不是壬丙墓作用。肯定是一个冤案

玄空易理精微细致,或许、大概而不能直指病点如何信服。

龟藏易 发表于 2022-10-17 09:22:10

谈氏元运以后天卦分山水二卦,以后天地卦为山,合十为水!此法仅供参考!山水阴阳卦运应以先天卦运定,当元者山,失元者水

万般浮云 发表于 2022-10-17 18:57:33

本帖最后由 万般浮云 于 2022-10-17 19:01 编辑

龟藏易 发表于 2022-10-17 09:22
谈氏元运以后天卦分山水二卦,以后天地卦为山,合十为水!此法仅供参考!山水阴阳卦运应以先天卦运定,当元 ...
多谢,山水阴阳卦运应以先天卦运定,{:3_242:}当元者山,失元者水{:3_243:}山有山的运。。。假设当面山、水都有,那不是有问题了?现实中富贵皆有也是实情,山水当面为何就不能旺山旺水呢?

青草 发表于 2022-10-17 20:36:52

民国十六年葬,壬山丙向兼亥已,即1927年,入三元九运之四绿。向星挨退氣三碧,又被中宫七赤剋,三碧震木主長男。

龟藏易 发表于 2022-10-17 22:36:58

万般浮云 发表于 2022-10-17 18:57
多谢,山水阴阳卦运应以先天卦运定,当元者山,失元者水山有山的运。。。假设当面山、 ...

天卦江东掌上寻,地画八卦谁能会,山与水相对,非言形质之山水也形质之旺山旺水,乃当元阴阳交媾之山水。

zhuangjy 发表于 2022-10-19 10:19:34

      谈氏对风水界的贡献是巨大的,因他留下了宝贵的参考、学习资料!
      而其整套风水理论的效用是微小的,所以,作为筑基可,全套搬用即不可。天下已用之地,其结果不能尽符,也是理之然也!
      谈氏的《玄空挨星》(现代人们说的“玄空飞星”),后来他自己也发现其非(起码是不齐全);《玄空六法》,只应用了“玄空地盘”,而且弄没了“挨星”,把“后天卦气“当“挨星”等。没有了“顺五兆,用八卦,排六甲,……”的过程,全套理论体系偏离了杨公传下之《青囊五经》的方向,根本不是《青囊五经》的理论内容,所以,也说不上是杨公之学!


   (个人一点见解与提示,参考就好,不要争论,争论也无用。)

万般浮云 发表于 2022-10-19 10:47:48

zhuangjy 发表于 2022-10-19 10:19
谈氏对风水界的贡献是巨大的,因他留下了宝贵的参考、学习资料!
      而其整套风水理论的效用是微 ...
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

以上2个案例若按谈氏的书中理论是不能做信服解释的,“挨星”运用的理论或有欠缺;前辈治学精神是令人钦佩的,这也是以其案例作为探讨的原因。

万般浮云 发表于 2022-10-27 08:03:05

万般浮云 发表于 2022-10-19 10:47
以上2个案例若按谈氏的书中理论是不能做信服解释的,“挨星”运用的理论或有欠缺;前辈治学精神是令 ...

https://www.fengshui-168.com/thread-44264-1-1.html
比如这个山水皆八运,气口由离位移至巽位,又作何感想。
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查看完整版本: 谈氏玄空地理准确性讨论