付燕的《周易》读书笔记
开工。 把手：恐惧事件描述：被恐惧情绪笼罩，不断逃避。心浮气躁。
外：消磨时间，各种逃避。
内：不安，静不下心来。
昨天那样做记录表，每次做完以后，你对你所观察的事物的主观把握，有什么变化没有
做完记录以后更清晰，之前是混在一起的，这样客观梳理之后容易回到事上，仿佛隔一段距离看自己。更全面更立体。
练习中做记录表，为什么要把各爻内容界定清楚？ 界定的过程是相对客观地还原事实的过程，可以减少清晰，更加客观地去看，更接近事实。从情绪的层面回到事情本身上，在完成一次感觉认。把内心戏看得更清楚，便能知道如何调整，如何做。
通过今天的卦，我看到了我对爱人的态度其实是投射了我的认为的。如果没有这层投射，事实是怎么样的呢。慢慢验证吧。或许站在他的角度，他的资源他的运行能想到的就是这些，所以他会表现出那样的行为。我怎么看待？如果我有不同的看法，我大可说出来。
本帖最后由 水仙花 于 2023-9-13 21:14 编辑
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今天请大家回答的一个问题是：什么是中位爻？一个卦有几个中位爻？
答：别卦由两个三画卦构成，为上下卦，上卦和下卦中间的一爻就是中位爻。从根本末来讲是本位。
日期：2023.9.13
事件（事物）描述：今天开车的时候有三次想冒火。
上下卦界定爻位内容描述九六判定卦象卦名
上巽卦—有点怒其不争吧。感叹自己之前的力量没有使出来。初九
——把这爻改成了阴，刚才的那股火柔下来了一点。六二
——底层是有一点慈的。六三
下巽卦—想做什么，没方向，别人一惹我就点着。像在生自己的气。九四
—这一爻是阳爻，有种闲不住，想找点事做，想打架，不服气的感觉。仿佛浑身都是劲。像刚释放出来的力量。九五
——当把这一爻分辨出是阴的时候有点不确定为什么，但感觉就是阴性。上六
本帖最后由 水仙花 于 2023-9-14 21:25 编辑
今天请大家回答的问题是：正，是什么意思，中正又是什么意思？ 奇数爻位的位的阴阳属性为阳，偶数为阴。爻的阴阳与位的阴阳相符合就是正。中正就是就是二五爻的阴阳属性与爻位的阴阳属性一致，六二、九五就是中正。
日期：2023.9.14
事件（事物）描述：回家吃了晚饭，我就想按惯例地追剧。后来还是决定先完成作业，但有点不情愿的样子。
上下卦界定 爻位 内容描述 九六判定 卦象卦名
上 巽卦 — 行动上很没有耐心 初九
— 在对抗什么 二九
—— 本质上是没成形的 三六
下 艮卦 — 行动上就想逃避 四九
—— 到本这里力量更微弱了 五六
—— 根是阴性，有微弱的动力来促使我做该做的事情。 上六
日期：2023.9.15
事件（事物）描述：白天挺忙的，回家吃了饭不想立马完成作业，刷了一会电视剧，可是客户的消息来了我还是切换到工作状态，回复客户。我觉得我能去为客户梳理，同时也有自己的小九九，这一部分仿佛习惯了，想着如何快速成交。不信任自己，不信任对方，没有安全感，不自觉地抓。
上下卦界定 爻位 内容描述 九六判定 卦象卦名
上 艮卦 — 行动上更多了
—— 有转变的迹象
—— 在积累
下 离卦 — 开始反思，反思还不够。开始尝试让工作更符合天道
—— 某部分更稳了
— 更有行动力了
师：今天提请大家回答的问题是：我们的小功法练习中，要求界定要素内容，有什么作用？
界定要素内容给了我们一个感觉认的机会。如果不界定，我们感受的是整体，界定的过程是在认识局部，如果对局部的感觉认更清晰了，整体的感受也会变化。
今天提醒大家回答的问题是，用自己的思考和语言说说，为什么学习周易一定要有自己的起卦方式。
自己画卦相当于学游泳下水一样。在岸上学得再好，不下水体验没有用。画卦就是自己到劳动现场摸索。 本帖最后由 水仙花 于 2023-9-17 17:24 编辑
今天大家先回答个问题：我们该怎样对待和使用卦？为此你会把周易学到啥程度？ 实事求是的对待卦，反复求证，反复琢磨和体会。就好像把卦的各个部分对应的在身体里找到感觉。把卦当成指南针指引自己不断回到事实上。希望学到就像使用自己的身体一样熟悉。
事件（事物）描述：体会一下此刻的状态吧。抿着下嘴唇，又松开了。有点懵有点困。
上下卦界定爻位内容描述九六判定卦象卦名
上兑卦—对外输出的部分开始略微有行动初九
——还不清晰 也不着急 二六
——也是蛰伏的感觉三六
下兑卦（在梳理完这一部分，挺宁静的。）—有点不确定是阴还是阳。是阳，开始显先了。四九
——柔的，稳的，徐缓的。五六
——蛰伏的感觉，有些东西会逐渐清晰。上六
梳理完之后的感觉：感觉像沉睡的什么，仿佛成人的那一部分。但那一部分应该一直是醒的。沉睡的应该是追求身名货的这一部分。
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