咱们能够从上表中看到，始终之折，有十种向的链接归类
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;"><span style="color: black;">咱们</span><span style="color: black;">能够</span>从上表中看到，<span style="color: black;">始终</span>之折，有十种向的链接<span style="color: black;">归类</span>。<span style="color: black;">咱们</span><span style="color: black;">叫作</span>其为二直接，八折接。而两个折节可正可反，<span style="color: black;">这般</span>，<span style="color: black;">始终</span>二折体系中，就有二十种结构表现型。其正十种，其反十种，互为阴阳。显而易见，这张图，与<span style="color: black;">咱们</span>前面讲过的河图颇有<span style="color: black;">类似</span>之处。它们都反映了一个阴阳变化的体系规律，以十为向，以二十为相。十向之折，可成二十相。二十相之合，出四十勾股抑扬。而四勾股抑扬为一方是<span style="color: black;">咱们</span>在方圆属性介绍过程中讲的方圆结构单位元。<span style="color: black;">大众</span>对它是比较<span style="color: black;">熟练</span>的。<span style="color: black;">然则</span>，<span style="color: black;">日前</span><span style="color: black;">咱们</span>讲到的<span style="color: black;">始终</span>之二折，<span style="color: black;">能够</span>产生四勾股抑扬之方，十个，<span style="color: black;">大众</span>可能一下子理解不了。<span style="color: black;">因此</span>，<span style="color: black;">咱们</span>要重点讲一下。<span style="color: black;">咱们</span>把表达<span style="color: black;">始终</span>二折，十向二十相的结构中的圆圈部分放大后再认识一下。</p>
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;">得到下面的图形：</p>
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;">显而易见，上下折中是四象，正反折中是六气。<span style="color: black;">亦</span><span style="color: black;">便是</span>说，在上下折中里，它<span style="color: black;">是由于</span>四折接<span style="color: black;">形成</span>的。而在正反链接中，却<span style="color: black;">包含</span>了两个直接。<span style="color: black;">亦</span><span style="color: black;">便是</span>说，<span style="color: black;">始终</span>的链接<span style="color: black;">归类</span>共有十种，二直接八折接。在八折接中，两个折接节上，都有一组<span style="color: black;">亦</span>呈现直接链接的上下结构直接。<span style="color: black;">然则</span>，<span style="color: black;">她们</span>分别与原始直道之间的关系则是正反的折中。</p>
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;"><span style="color: black;">这般</span>，正反折中<span style="color: black;">便是</span>上下的折中，上下折中<span style="color: black;">便是</span>正反的折中。形<span style="color: black;">成为了</span><span style="color: black;">始终</span>二折中的两个正交的折中体系。此时<span style="color: black;">咱们</span>来认识原来<span style="color: black;">初始</span><span style="color: black;">科研</span>问题时候的直道抑扬变化内容，它<span style="color: black;">已然</span><span style="color: black;">再也不</span>是<span style="color: black;">始终</span>道之折而产生四折道的简单五直道结构形式所能表达的内容了。<span style="color: black;">倘若</span><span style="color: black;">咱们</span>把原始的直，<span style="color: black;">叫作</span>为原道，<span style="color: black;">这般</span>，原道两个折接<span style="color: black;">能够</span>划分为十种类型。<span style="color: black;">咱们</span>归纳十种类型为四象与六合两个体系。显而易见，与原道抑扬变化产生一体性变化关系的<span style="color: black;">便是</span>四象体系。而六气体系则与四象体系仍然是链接<span style="color: black;">相关</span>关系。<span style="color: black;">因此</span>，<span style="color: black;">咱们</span><span style="color: black;">能够</span>说四象体系<span style="color: black;">是由于</span>原道抑扬与上下折中四道抑扬<span style="color: black;">形成</span>的五道抑扬体系。而六合之气则是五道的外链接结构形式。</p>
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;"><span style="color: black;">因此</span>，中国古代有内五行，外六气之六合之说。其本质的内容<span style="color: black;">便是</span><span style="color: black;">科研</span>五个直道之间的链接<span style="color: black;">相关</span>关系。而这个体系的浅简认识，<span style="color: black;">咱们</span><span style="color: black;">亦</span>可能<span style="color: black;">经过</span>原道之直抑扬变化来<span style="color: black;">科研</span>它。而原道的直抑扬变化内容，<span style="color: black;">咱们</span>又<span style="color: black;">能够</span>把它分解为两个四象勾股抑扬体系之间的抑扬变化过程。<span style="color: black;">由于</span><span style="color: black;">咱们</span>从图四中<span style="color: black;">能够</span>看到，两个十结构之链接之直，恰恰是原道之直，而十结构的两个交点，恰恰是原道之直的两个折中节。二十合一。<span style="color: black;">便是</span><span style="color: black;">咱们</span>今天讲的<span style="color: black;">始终</span>之五行之变。古代<span style="color: black;">亦</span><span style="color: black;">叫作</span>为五道之学，<span style="color: black;">或</span>五行之学。</p>
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;"> 五行之学，是属性体系与属性体系之间链接<span style="color: black;">相关</span>关系<span style="color: black;">科研</span>的一个起点。它把体系与体系之间的<span style="color: black;">繁杂</span>结构关系浅简的表达为一道之直接链接。并且<span style="color: black;">能够</span><span style="color: black;">经过</span>一道之直接，<span style="color: black;">创立</span>两个属性体系之间的抑扬之道传递与沟通。</p>
<p style="font-size: 16px; color: black; line-height: 40px; text-align: left; margin-bottom: 15px;">当然<span style="color: black;">咱们</span><span style="color: black;">亦</span><span style="color: black;">能够</span><span style="color: black;">经过</span>整体捭阖的<span style="color: black;">办法</span>，从勾股抑扬<span style="color: black;">起始</span>认识整体，把整体事物分解为四象与六气两个体系。<span style="color: black;">然则</span>，<span style="color: black;">倘若</span><span style="color: black;">无</span>五行<span style="color: black;">做为</span>认识程序+认识<span style="color: black;">办法</span>=认识结构的折中环节认识<span style="color: black;">做为</span>工具。四象，五行，六合的分解认识虽然好形成，<span style="color: black;">然则</span>，<span style="color: black;">针对</span><span style="color: black;">针对</span>整体的四象，六合分合观，<span style="color: black;">无</span>五<span style="color: black;">行径</span>原道来认识它，哪<span style="color: black;">亦</span>是一个千年不解之迷了。</p>
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楼主的文章非常有意义，提升了我的知识水平。
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