江恩思想英汉对译(13)

何党生 原创 | 2007-07-09 14:12 | 投票

 

 


因为任何事物都是循环运动,没有什么东西是直线运动的,所以这个图是想展示给你角度是怎么在比较高和比较低的价格水平时影响股票价格变化的,以及为什么当股票达到比较高的价格时会出现比较快速的运动。
原因是他们已经移动到距离45度角足够远的分离位置,没有什么能使他们停下来,她们的运动自然而然的就是飞速的上或者下。

 

 

We begin with a circle of “1” , yet the circle is 360* just the same . We then place a circle of circles around this circle and six circles complete the second circle , making a gain of 6 over the first one , ending the second circle at 7, making 7 on this angle a very important month, year , and week as well as days , the seventh day being sacred and a day of rest .

 

 


在六边形里最开始的位置是 1 ,也正好是360度的循环位置。然后我们放置一个循环中的循环在这循环中,6个循环后结束第二个循环,距离初始位置增加了6。第二循环的结束位置是77在这里可以代表重要的月...
,而7日就正好是上帝安排的安息日。

 

 


The third circle is completed at 19 . The fourth circle around is completed at 37 – a gain of 18 over the previous circle . The fifth circle is completed at 61 , a gain of 24 over the previous circle . The sixth circle is completed at 91 , a gain of 30 over the previous circle ,and the seventh circle at 127 , a gain of 36 over the last circle .

 

 


第三个循环结束在19
第四个循环结束在37 ,比上一个循环增加了18 ,第5个循环结束于61,距离上一个循环增加了24 ,第6个循环结束在91,距离上一个循环是30 ,第7个循环结束于127,距离上一个循环是36

 

 

Note that from the first the gain is 6 each time we go around . In other words, when we have traveled six times around we have gained 36 .

 

 


注意到了吧,从第一个循环开始,每次循环之间我们增加6。也就是说,当这种循环进行6次后,我们可以得到“36”

 

 


Note that this completes the first Hexagon and as this equals 127 months , shows why some campaigns will run 10 years and seven months , or until they reach a square of the Hexagon ,or the important last angle of 45* .

 

 


如上所讲的那样,这样就结束了第一个六边形的循环,这可以等价于127个月
,这就解释了为什么一段大行情会运行10年零7个月
,或者直到价格达到了6边形的方形,或者重要的最近的45度角才结束。

 

 


The eighth circle around is completed at 169 , a gain of 42 over the first .This is a very important angle and an important time factor for more reasons than one . It is 14 years and one month , or double our cycle of 7 years . Important tops and bottoms culminate at this angle as you will see by going over your charts .

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