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这是江恩股票教程中关于螺旋图表的论述,我简单翻译了一下," E5 m# ~$ c0 O
不明白下面论述针对的是哪个图,是什么意思,特求助大家,1 C; G- D5 j4 U2 `% h4 g
请多指点。- e: I) B+ W! u. |" t
2 h7 c+ I. z' ]' q# ^5 q7 wTHE SPIRAL CHART
5 G/ w6 W" z- h! lThe Spiral Chart represents the correct position, Time and space of anything that begins a zero and begins to move round and round. It shows just exactly how the numbers increase as+ T; f( Q1 p0 m; Z4 ~$ V
the spiral moves round and round and why stocks move faster as they grow older, or swing so
& K8 K8 k5 p% s& s* _much more rapidly as the price reaches higher levels. At center, beginning point or zero, it/ E* I4 g! H* h7 }3 ~' q3 S
requires 45° to represent 1 point. When the stock travelled seven Times around from the% {: w- h8 z5 T7 o, M& @ o/ w
center, it then required seven points to strike a 45° angle. When it has travelled around the# f) B7 Y4 v- z% T' Z$ B
spiral twelve Times, it will then require a space of 10 points before striking a 45° angle. It
$ o- K' q" U6 {' f, _- t! rwould also mean that the stock could move in one direction ten months without striking
& c. w! G) p# l7 f" \% N6 I* B$ r: panything to cause any very great reaction. On this chart, we have only shown the 45, 60, 90,
4 i& L' Q0 r; H; F; q9 z! {2 k120, 135, 180, 225, 240, 270, 300, 315 and 360 degree angles. This shows the division of the/ |9 N' U P; _+ D
circle by 2, 4 and 8, and also shows the one-third point and the two-thirds point; being the; H% h& F2 m+ r7 b$ E7 A) P
vital and most important angles, we placed them so you can see how space or Time makes& z# v$ H+ J, ]& g$ ]# P: S
rapid fluctuations.
$ S; D9 a1 W5 [' L. F$ J螺旋图
: B8 a# i# Q- d' U) w0 p螺旋图可以展示正确的位置,以及任何开始于0或者起始于一圈又一圈的时间和空间移动,它确切显示了数字是怎样的如螺旋般一圈圈的运动,以及为什么股票会随着公司的成长而快速运动同时股票价格也会更快的移动到达更高的水平。在中心,起始点或者零点,需要45度来表示一点,当股票从中心点运行7次,然后它需要7点来到达45度角,当它已经围绕螺旋运行12次,接下来它在到达45度角之前需要运行10点。它也意味着股票会朝一个方向持续运行10个月而不会引起大级别的反应。在此图上,仅仅反映了45, 60, 90,120, 135, 180, 225, 240, 270, 300, 315 以及 360度。 这显示一个循环被2等分,4等分,8等分,以及1/3,2/3等分这些最重要的角度,我把它们标记了出来以便于你们可以清楚地看见时间和空间是怎么做快速波动。
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2 i% J: F7 C+ Y% |5 L[ 本帖最后由 Vincent_fg 于 2012-2-9 21:01 编辑 ] |
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