| GB1596041A | 1981-08-19 | |||
| CA2543321A1 | 2005-05-06 |
| CLAIMS I claim: 1 -A template, made of transparent material, like acrylic, or this template could be transpose on software, internet or web site and or use to interact with e/net, comprising 4 sides, said template having somewhat the form of a diamond, pear diamond and this template comprise one acute angle 52.63°, one obtuse angle 127.37° and two right angles. Said template comprising 4 lines inside of the template, to have one line to connect the vertices of the acute and obtuse angles, one line to connect the vertices of the two right angles, one line to connect the vertex of the acute angle and the line connecting the two right angles and at right angle to it and one line to connect the two sides of the template crossing halfway and at right angle through the line joining the acute and obtuse angles. Said template comprising an opening inside the template running along the interior lines and to the crossing of those 4 interior lines. 2 - A template as in claim 1, having angles inside the template base on Fibonacci Golden Section numbers, which angles are form at the vertices of the sides and lines of the template as follows: a- The acute angle having two sides and two lines joining at his vertex, is composed of two 20.91° angles, form by a side and a line, a 10.81° angle form by two lines, two 31.72° angles (adding 20.91° and 10.81° angles) form by a side and a line, and a 52.63° angle form by the two sides. b- The obtuse angle having two sides and one line joining at his vertex, is compose of one 58.28°angle, and one 69.09"angle. c- The two right angles having two sides and a line joining at their vertex, as one right angle is compose of angles 20.91°plus 69.09° and the other is compose of angles 31.72°plus 58.28°. d- The 79.19°angle at the crossing of the line connecting the vertices of the acute and obtuse angles and the line connecting the vertices of the two right angles, said angle being the complementary of the 10.81° angle. |
DESCRIPTION
Diamond Plate Universal Golden Angles apparatus comprise a template having somewhat the form of a diamond, pear diamond, having angles inside the template, which angles are derive from Fibonacci Golden Section an Series.
This invention relates to a template made of transparent material, like acrylic, or this template could be transpose on software, internet or web site and or use to interact with e/net to help stock market investors in determining where the stock markets and stock prices are headed for.
Although this template and its universal angles projections could as well be used for astrology, structural components or any other specialties where angles projections and angles slopes are required, the embodiment of this invention concern specially the stock market and stock prices ups and downs swings and projections. It is common for stock market investors and mostly chartists to use charts to follow the course of stock market and stock prices moves along with different indicators and in this system of technical stock chart analysis, it can quickly be verify that stock prices move in trends. These trends may be up or down or sideways and one of the best way to follow these trends is the use of trend lines which are perhaps the oldest tools known to chartists. In a rising market, a series of ascending bottoms can be joined together by a straight line and the same in a falling market, the tops of a descending series of rally peaks and these lines are known as trend lines. These trend lines can slope up or down at different angles with the horizontal, and an angle ruler, a protractor or other apparatus has to be used to know the ascent or descent degrees of these angles. And history repeating itself, it is common to see that the angles of trend lines (to the horizontal) will repeat itself and at certain angle of slope, the trend lines will be stronger, that is, they have stronger support or resistance for the trend lines to be broken, and for the markets and prices moves to keep on with the trend and for chartists to have specific angles available when working with trend lines is certainly a great advantage. Chartists uses different kind of systems to follow trend lines, could it be a simple ruler, moving averages, relative strength index, Fibonacci Fans and Series. Also there is the Gann angles concept in which trend lines are drawn at specific angles using a protector, but no one of those system are based on angles projections and certainly angles base on Fibonacci Golden Section and Series.
In figure 1, we first have the elaboration of the template called Diamond Plate Universal Golden Angles out of a triangle having a one unit vertical at right angle to a one unit horizontal and cutting the horizontal in the proportion of .618 and .382 to form triangle A'BC-D and having angles inside the triangle base on Fibonacci Golden Section as follows:
(tan 1 = inverse tangent)
Angle A DB = tan 1 (.618 ÷ 1 = .618) = Δ 31.72°
Angle DA B = tan 1 (1 ÷ .618 = 1.618) = 58.28°
Angle C DB = tan 1 (.382 ÷ 1 = .382) = .20.91°
Angle DC B = tan 1 (1 ÷ .382 = 2.618) = L· 69.09°
Sides A B and C B are then moved at right angle to their adjacent side, for sides AB and BC to form the template ABCD, the embodiment of this invention. The template thus comprise one acute angle of 52.63° (31.72° + 20.91°) one obtuse angle of 127.37° (58.28° + 69.09°) and two right angles. Four lines are inside the template: line BD joining the vertices of angles
B and D, line AC joining the vertices of angles A and C, line DE joining the vertex of angle D to line AC and at right angle to AC and line GH joining the sides of the template, crossing half way through line BD and at right angle to BD. An opening is cut inside the template.
Figure 2 shows the embodiment of this invention, having a template with 4 sides, AD, CD, AB,
BC, 4 lines BD, AC, DE, GH and the opening inside the template VXYZ. The sides and the lines are forming angles base on Fibonacci Golden Section and Series as follows:
Angle ADB = tan "1 (.618 ÷ 1 = .618) = Z 31.72°
Angle ABD = tan 1 (1 ÷ .618 = 1.618) = Z 58.28°
Angle CDB = tan 1 (.382 ÷ 1 = .382) = Z 20.91°
Angle CBD = tan 1 (1 ÷ .382 = 2.618) = Z 69.09°
Angle EDB = .382 ÷ 2 = tan "1 .191 = Z 10.81°
Angle ADC = 2.618 ÷ 2 = tan 1 1.309 = Z 52.63°
Angle ECD = 90° - 31.72° =58.28° = tan 1 1.618 = Z 58.28°
Angle EAD = 90° - 20.91° = 69.09° = tan 1 2.618 = Z 69.09°
Angle ACB = 90° - 58.28° = 31.73° = tan 1 .618 = Z 31.72°
Angle CAB = 90° - 69.09° = 20.91° = tan 1 .382 = Z 20.91°
Angle DFE = 90° - 10.81° = 79.19° = ((1 ÷ (.382 ÷ 2 =.191)) = tan 1 5.236 = Z 79.19°
Figure 3 shows the embodiment of this invention, having a template with sides as SI, S2, S3, S4 and inside line as LI, L2, L3, L4 and the opening inside the template to have access to the inside lines. This template could be of any practical size.
Figures 4 - 6 give examples how the Diamond Plate Universal Golden Angles is used, and how the movement up and down and consolidations in the S&P 500 index tends to follow and interact with the sides and lines of the template as in figure 4 where side SI of the template is place vertical and run through the high of the index in October 2007.
In figures 5 and 6, the cortex of the acute angle of the template touches the lows of the index in 2009 and 2011 and SI is place horizontally. Then the index move in uptrends as per the sides and lines of the template.
The template works also very well with individual stocks for traders and investors to know the trends and or consolidations of stocks in well followed companies with high daily volume.
The template can be used freely, with sides and lines used as verticals, horizontals and on highs and lows of index or prices movements and the template can be flip over, rotate left and right to have the best possible views of index or prices moves.