zwztz 发表于 2020-1-3 12:34:32

铁板神数条文的编排公式

本帖最后由 zwztz 于 2020-1-3 12:49 编辑

任何铁板书中见不到 .我不说,也许你永远想不到.

hellosghl 发表于 2020-1-3 14:49:15

多谢分享心得!

皇極學士 发表于 2020-1-4 00:11:51





此取數法頗為特别,要認真研習一下。


多謝分享。


讚啦。





zwztz 发表于 2020-1-4 08:19:10

皇極學士 发表于 2020-1-4 00:11
此取數法頗為特别,要認真研習一下。




仔细看阮大师江大师的批章,都是用这种方法。

rayee 发表于 2020-1-4 14:54:57

感谢分享!{:3_252:}

子洛 发表于 2020-1-5 12:22:51

多謝樓主發表心得

lxf99 发表于 2020-1-5 12:50:22

谢谢分享心得。

磁力共振 发表于 2020-1-5 17:42:18

我剛剛購買了你的鐵板神數條文編排公式, 但是當打開時看見那pdf打開一窗口好像說, "那數字被0除哦" 沒有任何文字或圖片出現,
10銀元已被扣除了, 怎麼辦呢? 可否用小消息寄給我, 定要另給你郵址寄給我呢?

zwztz 发表于 2020-1-5 17:55:33

磁力共振 发表于 2020-1-5 17:42
我剛剛購買了你的鐵板神數條文編排公式, 但是當打開時看見那pdf打開一窗口好像說, "那數字被0除哦" 沒有任 ...

别人没这个问题啊,你换个pdf软件试试。

磁力共振 发表于 2020-1-5 17:57:36


另有一發現, 你的東西是存儲在我的一個下載目錄, 用一個怪名字, 但一打開是黑漆一片, 只得一頁, 我在香港用的是正體中文電腦,
是不是這個緣因呢?

zwztz 发表于 2020-1-5 18:03:50

磁力共振 发表于 2020-1-5 17:57
另有一發現, 你的東西是存儲在我的一個下載目錄, 用一個怪名字, 但一打開是黑漆一片, 只得一頁, 我在香港 ...

你电脑会不会中了病毒

磁力共振 发表于 2020-1-5 18:54:20

不會卦, 我有時不時消毒. 你的東西我給你附圖看看到!
你可不可以將你原來的 word or text file 用小消息寄給我, 謝謝.
我不知怎樣加附圖給你, 你的東西名字就叫造data:image/png;base64,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

zwztz 发表于 2020-1-5 19:31:58

磁力共振 发表于 2020-1-5 18:54
不會卦, 我有時不時消毒. 你的東西我給你附圖看看到!
你可不可以將你原來的 word or text file 用小消息寄 ...

我以发消息给你

ihhao527 发表于 2020-1-5 19:44:42

万万没相到,学习。

磁力共振 发表于 2020-1-6 05:44:51

zwztz 发表于 2020-1-5 19:31
我以发消息给你

收到了, 謝謝。

czhvvv 发表于 2020-1-9 16:05:09

多谢分享心得!........没钱

mytncr 发表于 2020-1-10 11:21:40

磁力共振 发表于 2020-1-6 05:44
收到了, 謝謝。

磁力兄,你對這個公式有何看法呢?

x88484532 发表于 2020-1-10 14:51:48

下了学习一下了。

中国文化 发表于 2020-1-10 15:01:00

谢谢楼主分享

姜洪宇 发表于 2020-1-11 19:21:50

铁板神数条文的编排公式看看


NO1KINGDOM 发表于 2020-1-12 22:15:55

做过记号,等积分够了再来下载。

wzj888 发表于 2020-3-2 13:35:34

谢谢分享,下来看看

LTZ1997 发表于 2020-4-14 14:12:36

多谢楼主的分享,已经下载学习

slacker 发表于 2020-4-15 16:11:39

先做个记号,够银两再下载

楚辞 发表于 2020-4-17 09:37:33

本帖最后由 楚辞 于 2020-4-17 09:38 编辑

谢谢分享

有心问道 发表于 2020-8-20 14:32:22

多谢楼主的分享

大红鹰 发表于 2021-1-6 08:36:26

先做记号,还没研究到这步

tom1 发表于 2021-1-6 18:27:41

皇極學士 发表于 2020-1-4 00:11
此取數法頗為特别,要認真研習一下。




任何铁板书中见不到 .我不说,也许你永远想不到.有前輩說:终于悟出了铁板神数计算公式
很巧妙也很简单,简单得让人不敢相信。验证了多位铁板名家的批章,都是用此公式。

指的可是這個公式

tom1 发表于 2021-1-7 19:21:37

楚辞 发表于 2020-4-17 09:37
谢谢分享

楚辞大大說:谢谢分享
表示這 一頁書 很有價值

三天道人 发表于 2021-5-29 14:11:43

有点故弄玄虚,说的没清没楚的,上来就说这个八,请问那个八啊?
页: [1] 2
查看完整版本: 铁板神数条文的编排公式