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GANN'S MASTER MATHEMATICAL FORMULA — 罗伯特提供

[这个贴子最后由随缘在 2003/06/09 12:45pm 第 1 次编辑]

In 1954, at the age of nearly 76, W.D. Gann released a course based upon mathematical rules for making market predictions. In the advertisement for this method the author of the add writes: “We will not sell the course of instructions or teach the mathematical formula for market predictions just to get money, which we do not need or have to have; we will only sell the courses to people wh meet our requirements, and if we feel after a thorough investigation that a man or woman cannot make a success investing or trading we will refuse to teach them the courses”.  “The Master Calculator can only be used with the Master Courses. It is not sold separate from the other courses”.  The price shown for Gann’s Master Course in this ad is $5,000.00, it does not list the additional cost of the Master Mathematical Calculator. The ad describes the calculator as a plastic overlay that accurately measures Time, Price and Trend. Many Gann experts and students have tried to use these overlays, which require the chart to be hand drawn to a proper scale on graph paper that has 8 squares to one inch. This creates a lot of extra tedious work. This has caused one of Gann’s greatest discoveries to have been overlooked for many years. I know that some software programs have the ability to make these overlays on price charts but that is still not going to help most people because it turns out that there are also very precise mathematical rules regarding the horizontal axis or Time! In fact, these same mathematical rules apply to price as well but we will leave this topic for latter. The advertisement itself contains clues about the calculator, such as “W.D. Gann’s Record for 52 years”, “After fifty-two years of experience and research going back hundreds of years, I have proved to my entire satisfaction that history repeats and that when we know the past, we can determine the future of prices”. The calculator that Gann is talking about in this ad is his square of 52 overlay, which is based upon the 52 weeks in a year. The basic overlay looks like this:
This is also the same geometric form that Gann used for the Square of 90 and Square of 144 plastic overlays. This basic structure or overlay appears in many books on Sacred Geometry and is also the secret to George Bayer’s “Trend Determination” course. Getting back to Gann and the square of 52 course we find that this is the course where Gann made the confusing statement: “ Within the circle forms the square, there is an inner circle and an inner square, as well as an outer square and an outer circle which prove the Fourth Dimension in working out price movements”. This quote is describing a fractal nature or structural pattern existing in the markets that is the same on smaller levels as it is at larger levels.
Jumping over to Gann’s Angle course, on the last page, GA-32, Gann says: “Figuring $100, or par, as a basis for stock prices and changing these prices to degrees, 12½ = 45-degrees, 25 = 90-degrees, 37½= 135-degrees, 50 = 180-degrees, 62½ = 225-degrees, 75 = 270-degrees, 82½ = 315-degrees, and 100 = 360”. This tiny little paragraph is the basis of the entire Murrey Math Trading Course, which readers of Traders World should be very familiar with since, T.H. Murrey has written numerous articles for the magazine. These numbers are all natural 8th numbers off of the base of 10, 100, 1000, 10000, 100000, etc.  The part that is most confusing is balancing this with the time element, but based on the information given by Gann himself it should be obvious that he has already shown us part of the relationship. For example: If shares of XYZ stock moved up 12½ dollars in 45 days, weeks or 45 months then the stock is on the price degree of it’s time angle, that is to say that price and time are equal or balanced. Gann’s example: “When a stock sells at 50 on the 180th day, week or month, it is on the degree of its time angle”. “On February 1, 1915, U.S. Steel made a low at $38, which is closest to a price of $37½, which is 3/8th of 100 and equals 135-degree angle. Steel was 14 years or 168 months old on February 25, 1915, and hit the angle of 135-degrees, which showed that the price of Steel was behind time, but was in a strong position, holding at $38 above the 135-degree angle or the price $37½”. Just to make sure that you understand this information, U.S. Steel would have been balanced or “on the degree of its time angle” at a price of $46 5/8th because $100/ 360-degrees = 0.27777cents per degree and 168 months multiplied by 0.27777 = $46.67 which is closest to $46 or 5/8th in price. Therefore, Steel is $8 5/8th behind time. T.H. Murrey has his time rules based off the “Harvest Moon” but I would stick to W.D. Gann’s time definitions when using this natural 8th system and his plastic overlays as his method has a clear degree relationship to both price and time and also to the fractal structure, which he described in the quote mentioned above.  I will discuss how to set up these charts properly in terms of time latter in the article with specific examples. Gann goes on to say: “When Steel reached $200, it equaled 2 circles of 360-degrees (two complete cycles of $100). When it advanced to $261¾, it was closest to $62½ (5/8th) in the third cycle of $100 or nearest the 225-degree angle or 5/8th point, which is the strongest angle after it crossed the half-way point at $250 or the 180-degree angle”. Note that Gann rejects the two circles or cycles of $100 price to convert the time angle. These instructions are also very different than what Murrey Math instructs students to do but I do not want to get into that subject.
Moving on to the subject of time we know that Gann placed great emphasis on the cardinal points of the solar year. These are the Vernal Equinox, Summer Solstice, Autumnal Equinox and Winter Solstice or March 21st, June 21st, September 21st, and December 21st respectively.  Gann always said that the year begins at March 21st (not January 1st) and that this was a very important seasonal time.  Now this is where Gann’s “within the circle forms the square” quote gets real interesting! If we treat each natural year (March 21st to March 21st) as a complete circle, which it is because the earth has gone 360-degrees around the Sun, and take W.D. Gann at his word that there is a square within this orbit then we come up with some very unique geometrical information about time and squares, i.e. Gann’s plastic overlays. Lets build a hypothetical square running from Vernal Equinox to Vernal Equinox as our horizontal axis and we will use 0 to 100 as our vertical. If we draw in the two 45-degree Angles corner to corner we have a shape that looks like a box with an x in it. The two 45’s will meet at the exact center of both price and time at $50 on the Autumnal Equinox or September 21st. If we bisect this square again with a horizontal line going left to right at $50, and a vertical line going straight up from the Autumn Equinox we can create four smaller squares with half of the x already completed. If we complete these smaller boxes with the missing 45-degree line we will find that these points come out at $25 and $75 in price and also 25% and 75% in time or Sumer Solstice to Winter Solstice (June 21st to December 21st).  If we take these 4 points, which are $25 on June 21st, $75 on June 21st, $25 on December 21st and $75 on Decembers 21st and make a new square, we find that our new square is exactly half the size of our former square set within the ¼ points in terms of both price and time. Our new square also maintains the exact center of our old square at $50. This new square is now an exact musical octave of the old square because it’s based upon powers of 2 or is exactly ½ our old square. This tells us that if we want to find a square that is within our old square that we will only find it between the two Solstice points in the year! If we wanted to enlarge the original square (to find an outer square) we would again follow the natural law of the musical octave, i.e. powers of 2. The first part of the problem is easy because we know that the next square is going to be twice as large as our old square. So this means that we are moving up from a one-year square to a two-year square in terms of time but this does not answer where in time this new square begins and ends. To calculate where this larger square begins and ends we have to use the rule “as above so below”. In other words, when we made the smaller square, we found that it existed within the larger square at the 25% and 75% points in time, therefore March 21st to March 21st is within the ¼ points of the larger square above it. In our one-year square, a ¼ of time is 90-degrees or 91.3125 solar days. This means that a ¼ of time in the next larger square is 180-degrees or 182.625 solar days, i.e. twice as big. If we add and subtract 180-degrees/days from our smaller square running March to March, we will find that our two-year square begins and ends at the Autumnal Equinox. The same is true for a 4-year, 8-year, 16-year square, etc. Getting back to the inner squares, a 90-degree square (1/2 of our 180-degree Summer Solstice to Winter Solstice and winter back to summer circle) would begin and end 45-degrees after the Sumer Solstice and 45-degrees before the Winter Solstice because 45 is ¼ of 180. This would be 45.65 days or ¼ of 182.625. So this means we would have another (90-degree) square running inside the (180-degree) Solstice squares beginning on August 5th and ending November 5th. Then just as we have two 180-degree Solstice squares running from Summer to Winter, then Winter back to Summer, we also have four 90-degree squares running from August 5th to November 5th, November 5th to February 5th, February 5th to May 5th and May 5th  back to August 5th. These are all exact mathematical points to look for squares based upon Gann’s plastic overlay pattern. I am providing two charts of the Dow Jones Industrial Average (closing price only) so that you can visually see what Gann was describing in his Square of 52 course. Anyone interested in studying Gann, should purchase their materials from Brad Stewart at Sacred Science Institute (www.Sacredscience.com), as I have found them to contain many unique sections of information that is not provided by others selling Gann related material. I have made many of my best discoveries, including the information presented in this article, from the course materials provided by the Sacred Science Institute!
“ Within the circle forms the square, there is an inner circle and an inner square, as well as an outer square and an outer circle which prove the Fourth Dimension in working out price movements”.   
Please note that the inner square is an exact musical octave of the larger outer square.
Wishing you a Success,
Daniel T. Ferrera
因为“缘”我们相识,因为“份”我们相知!

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GANN'S MASTER MATHEMATICAL FORMULA — 罗伯特提供

谢谢随缘
行至水穷处,坐看云起时,淡泊以明志,宁静以致远

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GANN'S 主人数学的公式—罗伯特提供

[这个贴子最后由随缘在 2003/06/09 12:45 pm 第 1 次编辑]

在 1954 年, 在年龄将近 76,W.D. Gann 为成功的因素市场预言发表了基于数学的规则课程。 对这一个方法作家在广告中那写: " 我们将不卖指令的课程或为市场预言只是教数学的公式拿钱而且如果我们在完全的调查之后一个男人或女人藉由投资或进行贸易不能够赚成功我们将会拒绝教他们课程", 我们不或必须有;我们只将会卖对人 wh 会我们的需求课程。  "主人的计算者只可能被主人的课程用。 它不被卖来自其他课程的分开".  为这一个广告的 Gann's 的主人课程被显示的价格是 $5,000.00,它不列出主人的数学计算者的附加费用。 广告把计算者说成是一个塑料的叠正确地措施时间,价格和趋势。 许多 Gann 专家和学生已经试着使用这些叠,需要图解是对在有对寸的 8个正方形的方格纸上的适当刻度被画的手。 这产生许多额外的沈闷工作。 我一些软件计画有能力发动在价格图解上的这些叠但是仍然不将帮助最大多数的人因为它关掉关于水平的轴或时间也有很精确数学的规则! 事实上,这些相同的数学规则适用于恐怕最好的价格但是我们将会留下这一个主题为比较后者的。 广告它本身有关计算者包含线索, 如此的当做 "W.D.Gann's 的记录达 52 年之久在五十 - 二年的经验和研究后的 "," 在去后面的数百年方面,我已经对我的历史重复的整个满足而且当我们过去的时候,我们能决定价格的未来". Gann 正在这一个广告中谈论的计算者是他的 52个叠的正方形,在年内基于 52个星期。 基本叠看起来像这一样:
这也是相同的几何学的形式作为正方形的 Gann 90 而且 144 塑料叠一致。这基本构成,否则叠在许多关于神圣的几何学的书中出现和秘密也是到乔治 Bayer's"趋势决心"课程。 回到 Gann 和 52 课程的正方形我们找这是 Gann 制造了困惑的陈述课程: "在圆周里面形成正方形,有一个内部的圆周和一个内部的正方形 , 和一个外部的正方形和一个在试算价格运动方面第四尺寸 " 的外部圆周. 当它在较大的水平时候 , 这引证正在描述一个不规则碎片形自然或结构的式样在相同的在比较小的水平上的市场中存在。
对 Gann's 的角课程跳过, 在那之上最后标明的页数,GA-32,Gann: " 演算 $100, 或标准, 如一种基础为股价而且变更这些价格达到程度,12& frac12;=45-程度, 25=90-程度,37& frac12;=135-程度, 50=180-程度,62& frac12;=225-程度,75=270-程度,82& frac12;=315-程度 , 和 100=360". 这个极小的小段落是进行贸易课程的整个 Murrey 数学的基础, 商人世界的读者应该感到非常熟悉因为,T.H. Murrey 已经为杂志写很多的文章。 这些数字是走开基础所有的肉色第 8个数字 10,100,1000,10000,100000,及其他。大部分困惑的部份正在用时间元素平衡这, 但是基于被 Gann 给他自己它的数据应该是明显的他已经给我们看关系的部份。 举例来说:如果部份 XYZ 进货在 12& frac12 上面移动; 元在 45 天,数个星期或 45个月中那么存货在价格程度上现在是时间角, 那要价格而且时间是相等的或平衡。 Gann's 的例子: " 当存货卖的时候在 50 在第 180个日子 , 星期或月,它在它的时间程度角上". "1915 年二月 1 日,美国 钢制造了一个低点在 $38, 是最靠近价格 $37& frac12;, 是 3/100 中的第 8 而且等于 135个程度的角。 钢 1915 年二月 25 日是 14 年或 168个月之久, 而且击中了角 135- 举行的程度在 $38 在 135个程度的角或价格上面 $37& frac12;", 钢的价格是在时间后面, 但是在一个强壮的位置中. 只是确定你这数据,美国 钢被平衡或 "在它的时间程度角上" 以价格 $46 5/第 8 因为 $100/360- 程度 = 每程度 0.27777 cents 和 168个在 0.27777 点之前被繁殖的月 =$46.67 是最靠近到 $46 或 5/第 8 在价格中。 因此,钢是 $8 5/第 8 在时间后面。 T.H. Murrey 有规则走开所立基于的他时间 " 秋分前后的满月" ,但是我会坚持 W.D. Gann's 时间定义当使用这一个肉色第 8个系统和他的塑料叠如他的方法时候有对价格和时间以及对不规则碎片形结构 , 他在引证中描述都的清楚程度关系在上面提到。  我将会讨论该如何以时间适当地建立这些图解比较后者的在和特定的例子文章中。 Gann 继续: " 钢何时到达 $200, 它等于了 2个圆周 360- 程度.( 二完全的周期 $100)当它前进的时候到 $261& frac34;, 它是最靠近到 $62& frac12;(5/第 8) 在第三的周期中 $100 或在 225个程度的角附近或 5/第 8个点, 是最强壮的角在它越过一半- 方法之后指向 $250 或 180个程度的角". 注意 Gann 拒绝 $100 价格的二个圆周或周期转换时间角。 这些指令比 Murrey 数学所教的学生也是非常不同的做,但是我不进入那一个主题。

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继续行进到时间的主题我们 Gann 很棒的强调太阳的年主要的点。 这些是春天的昼夜平分点,分别地的夏天至,秋分和冬至或三月  21 日,六月  21 日,九月  21 日和十二月  21 日。  Gann 总是说年从三月  21 日 ( 不一月一日) 开始而且这是非常重要的季节时间。  现在这是 Gann's"在圆周里面形成正方形" 引证的地方很真正有趣! 如果我们每天然的年 (对三月  21 日的三月  21 日) 对待如一个完全的圆周, 因为地球已经离去 360, 所以它是- 程度在太阳的周围, 而且带 W.D. 在他所说的话 Gann 然后在这一个轨道里面有一个正方形我们提出一些非常独特的关于几何学的资讯时间和正方形,也就是 Gann's 的塑料叠。 当我们的水平轴和我们将会使用的时候 , 从春天的昼夜平分点到春天的昼夜平分点让建造假设的正直赛跑 0 到 100 当做我们的垂直。 如果我们变短要迫至一隅我们的二个 45个程度的角角落有在它里面以 x 看起来像一个盒子一样的形状。 二 45 年代将会以两者的价格精确的中心和时间见面在 $50 在秋分或九月  21 日。 如果我们再一次切成两分这一个正方形以水平线去对右边留下在 $50, 和一条垂直的线从我们能用一半的 x 产生四个较小的正方形的昼夜平分点已经完成的秋天起向上直接。 如果我们用不见的 45 完成这些较小的盒子- 程度排成一行我们将会找这些点出来在 $25 和 $75 在价格中以及 25% 和 75% 及时或总计对冬至的至.(对十二月  21 日的六月  21 日)如果我们采取这 4 点 $75 在六月  21 日,$25 在十二月  21 日和 $75 在十二月  21 日而且赚一个新的正方形, 我们找我们的新正方形是我们的先前正方形的完全一半大小放置在那里面 ¼以价格和时间指出, 在六月  21 日是 $25。 我们的新正方形也维持我们的旧正方形的精确中心在 $50. 因为它基于力量 , 所以这个新的正方形现在是旧的正方形的一个精确的音乐八个一组的物品 2 或完全地 ½我们的旧正方形。 这告诉我们如果我们找一个在我们的我们只在年中将会找在二个至之间的它点旧正方形里面的正方形! 如果我们再一次扩大最初的正方形 ( 找一个外部的正方形) 我们会跟随音乐片八个一组的物品自然法则,也就是 力量 2. 因为我们 , 所以问题的第一个部份是容易的下一个正方形正在去两次是像我们的旧正方形一样的大。 因此这意谓我们是从一个一年正方形到一个二年正方形向上移动以时间但是这不答案这个新的正方形在哪里及时开始而且结束。 计算这一个较大的正方形开始而且结束我们哪里必须使用规则 " 当在上面在下面". 换句话说, 我们在那时候制造了较小的正方形,我们发现它以 25% 和 75% 点及时在较大的正方形里面存在, 因此对三月  21 日的三月  21 日是在那里面 ¼在它上面的较大正方形的点。 在我们的一年正方形中, 一 ¼ 时间是 90- 程度或 91.3125 太阳的数天。 这意谓一 ¼时间在下一个较大的正方形中是 180- 程度或 182.625 太阳的数天,也就是 两次如大的。如果我们而且减去 180-程度/每天从我们的比较小的正直流动的三月到三月,我们将会找我们的正方形在秋分开始而且结束的二年。 一样的对 4 年, 8 年是真实的,16 年正方形等。 回到内部的正方形,一个 90 程度正方形 (对冬至和冬天的我们 180个程度的夏天中的 1/2个至回到夏天圆周) 会开始而且结束 45- 程度在那之后总计至和 45- 程度在冬至之前因为 45 是 ¼180. 这会是 45.65 天或 ¼182.625.如此我们会让另外一 (90-程度) 一致连续地在至广场之内在八月  5 日开始的这一个方法和终止十一月  5 日。 然后正如当我们从夏天到冬天有二个 180个程度的至广场赛跑的时候,然后冬天回到夏天,我们也有从八月  5 日到十一月  5 日跑的四个 90 程度正方形,二月  5 日的十一月  5 日,五月  5 日和五月  5 日的二月  5 日回到八月  5 日。 这些是要找寻正方形的全部精确数学的点在 Gann's 的塑料叠式样之上立基于。 我正在提供道琼工业指数 (只有收盘价) 的二图解以便你能视觉上 Gann 正在他的 52 课程的正方形中描述的。 任何人被在学习 Gann 方面感兴趣, 应该在神圣的科学学会 (www.Sacredscience.com) 购买来自布莱德斯图尔特的他们材料,如同我已经发现他们包含不是由其它提供销售 Gann 相关的材料数据的许多独特的区段一样。我已经作多数的我最好发现, 包括在这一个文章中被呈现的数据,从由神圣的科学学会提供的课程材料!
"在圆周里面形成正方形,有一个内部的圆周和一个内部的正方形 , 和一个外部的正方形和一个在试算价格运动方面第四尺寸 " 的外部圆周.   
请内部的正方形是比较大的外部正方形的一个精确的音乐八个一组的物品。
愿你成功,
单尼尔 T. Ferrera

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谢谢太阳花.

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ok

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什么乱七八糟的???

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多谢楼主分享。
慢慢学。
防控风险 顺势而为

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倘若我能抹掉人们脸上的泪水,
而不如此作为,我将一生徒劳!

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非常感谢您的劳动

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