《生辰风水与命运》目录
《生辰风水与命运》目录
前 言
绪 论 生辰定性 风水定量
第一章 干支作用关系
第一节 何谓阴阳五行
一 阴阳概论
二 何谓五行
三 五行方位与四季
第二节 五行作用关系
一 五行作用关系释义
二 五行的宜与忌
三 纳音五行
第三节 天干及作用关系
一 天干
二 天干作用关系
第四节 地支及作用关系
一 地支
二 地支作用关系
第五节 地支藏干与通根
一 地支藏干
二 人元司令分野
三 通根
第六节 原局干支作用规律
第七节 干支作用顺序
一 生克先后
二 生克路线
三 生克法则
第二章 判断日主旺衰
第一节 怎样排生辰八字
一 二十四节气
二 怎样排八字
三 怎样排大运
第二节 如何确定干支生月状态
一 天干生旺死绝表
二 生旺死绝表与生月状态的矛盾
三 天干生月状态
四 地支生月状态
第三节 进气与退气
第四节 关于空亡和月令受制
一 关于空亡
二 关于月令受制
第五节 反映人际关系的十神
一 如何配十神
二 十神代表的物象
第六节 如何定格局
一 扶抑格的概念
二 从格的概念
三 化格的概念
四 邵康节的“观物”观
第七节 判断日主旺衰
一 判断的依据和标准
二 举例
第八节 如何取用神、定忌神
一 用神、忌神的概念
二 举例
三 取用神的思路
第九节 用神的干支分用
一 在干能用,在支不能用
二 在支能用,在干不能用
第十节 古书论用神
第十一节 命局组合的重要性
一 组合的实质
二 组合的阴阳
三 组合的核心
第十二节 用神五行的现实应用
第十三节 哪类行业适合你
一 属金的行业
二 属水的行业
三 属木的行业
四 属火的行业
五 属土的行业
第三章 分析原命局信息
第一节 如何用十神断事
一 十神与性格
二 十神论事
第二节 宫位与内外环境
一 宫位论断
二 内外环境论
第三节 六亲总论
第四节 怎样看父母状况
第五节 怎样看兄弟姐妹
第六节 怎样看婚姻状况
一 男命婚姻
二 女命婚姻
三 月光如水 情爱如花
第七节 怎样看子女状况
一 子女状况判断方法
二 选剖腹产时间的原则和方法
第八节 克六亲之说的荒谬
第九节 合婚与合作
一 合婚
二 合作
第十节 怎样看官运
一 工作与提职
二 官灾与牢狱
三 戏说官运
第十一节 怎样看财运
一 发财
二 如何判断财富等级
三 破财
四 古书论财
第十二节 怎样看文凭
第十三节 怎样看伤病、寿元
一 伤病
二 寿元
第十四节 八字看美女俊男
第四章 命局、大运、流年之作用规律
第一节 命局、大运、流年概说
第二节 如何推断命运层次
一 命运的层次
二 推断命运层次的方法
第三节 虚实之字的用法
第四节 判断大运吉凶
第五节 命局、大运、流年之间的作用规律
一 五条作用规律
二 流年断事举例
第六节 预测信息的相对性
一 求测者心态的相对性
二 社会环境的相对性
第七节 最怕生不逢时
第八节 人算不如天算
第九节 命运就像强奸
第五章 风水学基础
第一节 环境造就人
第二节 风水学简论
一 什么是风水学
二 形势派与理气派
三 风水的与时俱进
第三节 个性风水简论
第四节 八字与怀胎风水
第五节 阳宅与玄空风水
一 玄空风水的总纲
二 三元九运
三 中宫立极
四 二十四山向
五 如何定向
六 八大家庭成员
第六节 八字与玄空风水
一 玄空九星吉凶状况
二 正确的“宅命相配”
第七节 什么情况下需要风水调整
第八节 如何风水布局
一 场地布局
二 室内布局
第九节 玄空风水布局案例
一 某贸易公司案例
二 某饭店案例
三 某广告公司案例
四 某工厂案例
第六章 调理命运
走向成功
第一节 命运调理方法
第二节 工厂风水调理与布局
一 定大门方位与坐向
二 定办公室与厂房
三 车间与主办公楼的风水关系
四 选择厂址的注意事项
第三节 商场风水与装修
第四节 如何选择助运的楼房
一 如何选择楼盘
二 如何选择楼层
三 如何选东、西、南、北户
第五节 提升家运的室内布置
一 大门风水
二 卧室风水
三 灶位风水
第六节 提升财运的风水布局
一 命局财位
二 住宅财位
三 流年财位
四 利用财位催财
五 旺财的鱼缸风水
第七节 提升官运的风水布局
一 如何促进升职
二 促进工作调动和出国
三 助运的职场座位原则
第八节 提升学业的风水布局
一 个人命局文昌位
二 玄空飞星文昌位
第九节 如何正当的催旺桃花
一 桃花依旧笑春风
二 何谓“桃花运”
三 怎样用“桃花位”催婚
第十节 如何化解房子外面的形煞
第十一节 2010-2012影响运程的方位
一
2010年影响运程的方位
二
2011年影响运程的方位
三
2012年影响运程的方位
第十二节 带来好运的起名方法
一 起名的原则和步骤
二 笔划数对应的五行
三 起名的法则
四 命局用神与姓名数理
第十三节 带来好运的择日方法
第七章 挥手拂云烟
第一节 唯物主义周易观
第二节 生辰信息预测的本质
第三节 不要苛求周易
第四节 改运与避灾
第五节 当今易界无大师
第六节 当今易界流派
一 当今易界三大流派
二 技术派和江湖派的区别
第七节 关于五柱的构思
第八节 网上易学论坛
第九节 于无声处听惊雷
第八章 易文欣赏
一 泰山颂
二 天尊地卑 乾坤定矣
三 新运二十年分析
四 关于断风水与做风水
五 简体字化吉为凶
后 记
一 灵魂在雨中升腾
二 闲坐小窗读周易
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)
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