反馈:此坟葬后除败财二百万外,其他基本正常,人员无损,生意照常。原因可能与犯黄泉水有关,也可能与来龙方有屎坑有关。有几位易友断对了,可喜可贺。有些易友虽断得不全对,但志在参与,谢谢关注。 请问楼主,来去水也是地盘测得的吗? 兼癸,大利大发,福寿全
兼坤,凶也,伤少
不知对否?
初学,不敬之处,望谅! 已公布答案了。 好例子,学习。 <P><FONT style="BACKGROUND-COLOR: #ecffe0">去水午二房应有伤。</FONT></P> 谢反馈
谢反馈
碑面注明艮山坤,坤水来出午,大房受碑损。个人认为,碑上可见去水应该为丁。
碑面注明艮山坤,坤水来出午,大房受碑损。个人认为,碑上可见去水应该为丁。 个人认为峦头还是不错的,败财可能是日课方面的原因。有日课吗? 此地如果按原碑立向应该是好地可作吉论,不知为什么与实测不同?
广东地区磁偏角1.38度左右
本帖最后由 遤遤遤 于 2015-6-13 11:23 编辑江如 发表于 2009-10-3 23:13
是的,周天度数为27度,磁偏角(广东省湛江地区廉江市)不清楚,二房开基。
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