Home › Forum Online Discussion › General › The Secret of the Yin-Yang Symbol.
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September 22, 2005 at 1:00 pm #7745Paolino LunaParticipant
Hey there you first ask who’s interested and then when I say I am you say that your invention is too complicated to be presented???
WTF???????????
Are we stupid or??? WTF!!!!Look I think STALKER is a real scientist and his invention is the correct one!!!
Unless you present yours so we can judge by ourselves!!!
Paolino MOON Luna
September 22, 2005 at 4:36 pm #7747STALKER2002ParticipantPaolino MOON Luna , I have seen some of his pictures using the number of his patent
US PATENT and TRADEMARK Office http://uspto.gov
See(U.S. Patent # 5,772,444)
I repeat here his letter to me 1-2 years agoJames M. deF’ee sajefoneandonly@yahoo.com “I am an inventor whose U.S. patented (U.S. Patent # 5,772,444) invention resolves and reveals all the mysterys of the math and geometry of this ancient symbol. Dear Sergey, Thankyou for your intrest in my invention. It is a U.S. Patented item. So please don’t publish or distribute without my permission. This invention took 16 years to develope, 1985-2001, it had 6 phases during this time. I call my invention: SUPREME ULTIMATE POLE “EVERYTHING” IN THE UNITY OF PHYSICS AND THE UNITY OF MAN “EAST AND WEST” (c), ™, 2002 for; U.S. Patent # 5,772,444 Sergey, you can go on the net, to the ‘U.S. Patent Office Data Base’, here you can read the text of my invention. My invention is titled; “A method and article for teaching the core construction of the singularity motion”. So you can see this invention goes into unique territory. My invention is also linked to the Kabbalah. What i think i have here is the ‘new’, Kabbalah for the 21st century. I have 3 emails (virus free) that display images from my invention, without explanation. The pages are only # on the attachments, so take note when printing to view in order. They are titled: 1. Supreme Ultimate Pole and the Chinese Yin-Yang Symbol. 2. Supreme Ultimate Pole and Kabbalah. 3. Supreme Ultimate Pole and the Hyperdimensional-Pyramid. My invention is also associated to the Great Pyramid of Giza, as it reveals its hyperdimensional equal. One feature of my invention, that is being kept secret at this time, is the math and geometry of the singularity. I call this; ‘The Pillar of Light’. This is the axis-mundi of creation. Its the secret of the big bang, which is a 16 phase motion pulsing light beam, that will unlock the secrets of electro-magnitism, gravity, black holes, ect. I am 99.9% sure i have that ‘Holy Grail’ of physics ‘the theory of everything’. So, as Stephen Hawking has said; “when we find the ‘TOE’ we shall know the mind of God”. Here it is. This gives us a model of the singularity that can be held in ones hand. When this knowledge is combined with 21st century technologies, we will have the unity of science and religion. Thanks, i will be anxiously awaiting your response to all of this. James M. deF’ee”.
(3)Over 90September 22, 2005 at 4:53 pm #7749STALKER2002Participant( 1 of 3 )
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United States Patent 6,702,583
Christ-Janer March 9, 2004——————————————————————————–
Yang-yin emblemAbstract
An emblem in three-dimension representing the Tao law of polarity, specifically yang-yin.——————————————————————————–
Inventors: Christ-Janer; Victor (77 Frogtown Rd., New Canaan, CT 06840)
Appl. No.: 394722
Filed: September 13, 1999Current U.S. Class: 434/245; 428/3
Intern’l Class: G09B 019/00
Field of Search: 434/245 D99/25 D11/95,97,98,99,131,132,151,152,154,75,76,79 428/3 63/23——————————————————————————–
References Cited [Referenced By]
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U.S. Patent Documents
D151554 Jun., 1948 Philippe D11/75.
D155319 Sep., 1949 Philippe D11/75.
4184685 Jan., 1980 Wilson 273/241.
4204357 May., 1980 Harrington 446/47.
4953864 Sep., 1990 Katz 273/161.
5203564 Apr., 1993 Bruzas 273/161.
5409234 Apr., 1995 Bechter 273/241.
5772444 Jun., 1998 DeFee 434/300.Other References
Cybercut Hard Part Gallery, <http://cybercut.berkeley.edu/html/gallery_hard.htm>, Mar. 1999.Primary Examiner: Fernstrom; Kurt
Attorney, Agent or Firm: Walsh; Patrick J.——————————————————————————–
Claims
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I claim:
1. A yang-yin emblem comprising a disc having an outer circumference and obverse and reverse faces, each face divided by a sigmoid line into substantially equal adjoining yang and yin forms each having a major portion and a minor portion, the major portion of the yang form being displaced with respect to the obverse face of the disc to form an elevated section, the major portion of the yin form being displaced with respect to the obverse face to form a depressed section, the reverse face yang form and yin form having opposite and identical displacements such that the elevated yang of the obverse face has directly underneath a depressed yin at the reverse face, and the obverse face yin depression has an opposite and identical yang elevation at the reverse face.
2. A yang-yin emblem as defined in claim 1 in which the yang forms of both the obverse and reverse faces have a small circle therein to represent the yin within the yang, and the yin forms of both faces have a small circle therein to represent the yang within the yin.
3. A yang-yin emblem as defined in claim 1 fabricated of a metal selected from the group consisting of gold, silver, bronze, copper, and aluminum.
4. A yang-yin emblem comprising a base having an outer perimeter and obverse and reverse faces, each face divided by a line into substantially equal adjoining yang and yin forms each having a major portion and a minor portion, the major portion of the yang form having an elevated section, the major portion of the yin form having a depressed section, the elevated yang of the obverse face having directly underneath a depressed yin at the reverse face, and the obverse face yin depression having directly underneath a yang elevation at the reverse face.
5. A Tao emblem comprising a disc having obverse and reverse faces, each face divided by an S shape line into substantially equal adjoining yang and yin forms each having a major portion and a minor portion, the major portion of the yang form of the obverse face having an elevated section, the major portion of the yin form of the obverse face having a depressed section, the elevated yang of the obverse face having directly underneath a depressed yin at the reverse face, and the obverse face yin depression having directly underneath a yang elevation at the reverse face, and a small circle in each of the yang-yin forms of both the obverse and reverse faces.
——————————————————————————–Description
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BACKGROUND OF THE INVENTION
The present invention relates to Taoism and particularly to a three dimensional representation of the Taoist yang-yin principle.
Tao is the ultimate reality and energy of the universe, that from which nothing can deviate, the ground of being and non-being, a harmony of patterns which cannot exist without each other, and Tao signifies the order and course of nature. Tao is the course, the flow or the process of nature, that cannot be defined in words and is not merely an idea or concept. Tao may be attained but not seen, felt but not conceived, intuited but not categorized, and cannot be trapped in a network of words and numbers.
At the very base of Chinese intuition and thought resides the principle of polarity represented by the yang and the yin. The yang and the yin are ultimate polarities that are not explainable in other more fundamental terms, that are not separable and not additive, that are explicitly dual and intrinsically integrated such that where there is a yang there is a yin, and where there is a yin there is a yang. In traditional Chinese thought then the polarity principle comprehends unity as electricity with positive and negative poles, north and south, as aspects of the same system with negation of one of the poles being incomprehensible without destruction of the unity.
The law of polarity has been the subject of much thought among Chinese philosophers, who have deduced from this bipolar symbol a series of principles of unquestioned value including: (a) the quantity of energy distributed throughout the universe is invariable, (b) it consists of the sum of two equal amounts of energy, one positive and active in kind and the other negative and passive, and (c) the nature of cosmic phenomena is characterized by the varying proportions of the two modes of energy involved in their creation.
The principle of polarity is to be differentiated specifically from ideas of conflict such as light and darkness, good and evil, life and death, and conflict resolution by increasing one value while diminishing the other. The principle of polarity does not involve seeking yang and banishing yin, but is rather balancing the two.
The principle of polarity in Chinese culture is a manifestation of trust in nature and indeed in human nature, a realization that oneself and nature are the same, that is, the Tao.
The poles of cosmic energy are yang-yin, positive-negative, associated with being-nonbeing, masculine-feminine, exhalation-inhalation, on-off, sound-silence, impunity-punity, light-dark, before-after, high-low, long-short, heaven-earth, flourishing-diminishing, fortune-misfortune, growth-decay, easy-difficult, and so forth embracing all aspects of life and experience regardless of scale.
The conventional signs for yang and for yin are {character pullout} and {character pullout}, respectively, with the yang-yin polarity represented by one of eight trigrams shown in the conventional representation of yang-yin in FIG. 1 of the drawing, reproduced from A Dictionary of Symbols, by Juan E Cirlot.
As shown in FIG. 1, and as described by Cirlot, the interaction implicit in dualism is represented by the conventional and famous symbol of the yang-yin, a circle divided into two equal sections by a sigmoid line across the diameter, the white section, yang, having a black spot within it, and the black section, yin, a white spot. The two spots signify that there is always something of the feminine in the masculine, and something of the masculine in the feminine. The sigmoid line is a symbol of the movement of communication and implies rotation, thereby imparting a dynamic and complementary character to this bipartite symbol.
Taoists do not regard meditation as an “exercise” to alter, or to master any aspect of the universe by force or will power but rather as practice of Taoism as the art of being in harmony with nature, or to go along with the flow of things in an intelligent way. Meditation develops this intelligence, this sense of Tao, the intuitive realization of being one with Tao.
Contemplative Taoists sit in meditation, and meditate for the joy of meditation as a yin aspect of Taoist life, and when timely, the yang aspect of delighting in vigor.
The yang-yin symbol of FIG. 1, for example, allows for visual apprehension of the law of polarity, of black and white, and of something of the masculine in the feminine, and something of the feminine in the masculine. The sense of touch does not apprehend the law of polarity from the symbol as conventionally represented.
SUMMARY OF THE INVENTION
The present invention provides a three-dimensional representation of the yang-yin principle whereby the principle may be experienced through sight as well as touch, and wherein a three-dimensional representation in the form of a pendant, for example, serves as a constant reminder of the bipolar nature of cosmic energy, facilitates meditation of intuitive realization of being one with the Tao, sensing large and small manifestations of oneness with the Tao, and harmonizing the yang-yin energies in the body.
In a preferred form, the present invention comprises an emblem in three-dimension representing the law of polarity, specifically yang-yin.
The emblem comprises a disc of circular perimeter, an interior divided by a sigmoid line into equal sections representing yang and yin, a small circle in both the yang section and in the yin section, one face (obverse) of the emblem being characterized by the major portion of the yang being elevated above the emblem surface, and the major portion of the yin being depressed below the emblem surface, and with the reverse face of the emblem having corresponding major portions depressed and elevated in opposite relation to yang-yin of the obverse face.
The emblem through the senses of sight and touch presents to the consciousness a sense of the law of polarity as an aid in achieving oneness with the Tao both through meditation with the emblem and reflection on aspects of life and experience on any scale.
OBJECTS OF THE INVENTION
An object of the invention is to provide a Tao emblem.
Another object of the invention is to provide a Tao emblem with physical representation of the principle of yang-yin.
Another object of the invention is to provide a three dimensional yang-yin emblem wherein one face of a circular emblem is divided diametrically into equal sections by a sigmoid line, with major portions of the one face elevated to represent yang and depressed to represent yin, and with the reverse face of the emblem having a yin depression corresponding to the one face elevation, and having a yang elevation corresponding the yin depression of the one face.
Other and further objects of the invention will become apparent with an understanding of the following detailed description of the invention or upon employment of the invention in practice.
A preferred embodiment of the invention has been chosen for detailed description to enable those having ordinary skill in the art to which the invention appertains to readily understand how to construct and use the invention and is shown in the accompanying drawing in which:
FIG. 1 is a standard depiction of Chinese yang-yin surrounded by the eight trigrams.
FIGS. 2 and 3 are plan views of a yang-yin emblem, according to the invention.
FIG. 4 is a side elevation thereof.
FIG. 5 is a section view taken through line 5–5 of FIG. 3.
FIG. 6 is a section view taken through line 6–6 of FIG. 3.
FIG. 7 is a section view taken through line 7–7 of FIG. 3.
DETAILED DESCRIPTION OF THE PREFERRED EMBODIMENT
Referring to the drawing, the yang-yin emblem comprises a disc 10 fabricated of a material normally employed for the manufacture of medallions and coins such as gold, copper, silver, bronze, aluminum and so forth. The disc has an outer circumference C with obverse 12 and reverse 14 faces with each face divided by a sigmoid (S shape) line S into substantially equal adjoining yang 16 and yin 18 sections. The obverse and reverse faces are mirror images. Small circles 20, 22 appear within the yang-yin sections to represent the feminine (yin) within the masculine (yang), and the masculine within the feminine. The yang-yin sections or forms 16, 18 as they appear in FIG. 2 have major portions 16a, 18a and minor portions 16b, 18b, respectively.
In accordance with the invention, the major portion of each of the yang and yin are displaced with respect to the obverse face 14 of the disc to form an elevated section 16c at the major portion of the yang form 16, and a depressed section 18c at the major portion of the yin form 18. Such displacements in the obverse face create opposite and identical displacements in the reverse face such that the elevated yang of the obverse face has directly underneath a depressed yin 18c’ at the reverse face. Similarly, the obverse face yin depression has an opposite and identical yang elevation 16c’ at the reverse face.
The obverse and reverse faces then have yang-yin forms with a major portion of yang form elevated to represent “high” for example, and a major portion of the yin form depressed to represent “low”.
The law of polarity is sensed in meditation by sight or touch of the obverse or reverse yang-yin surfaces, as well as by sight or touch of the obverse yang/reverse yin counterparts.
The emblem enables reflection of the consciousness in evoking the realization of being at one with the Tao through sensing large and small manifestations of the law of polarity, in harmonizing the yang-yin energies of the body, in trust in nature and human nature, and in being in harmony with nature.
The emblem may be in the form of a medallion and kept as required for meditation, and may be in the form of a pendant as worn as an outward Tao sign available as a constant reminder of being at one with the Tao.
Various changes may be made to the structure embodying the principles of the invention. The foregoing embodiments are set forth in an illustrative and not in a limiting sense. The scope of the invention is defined by the claims appended hereto.
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http://patft.uspto.gov/netacgi/nph-Parser?Sect1=PTO2&Sect2=HITOFF&u=/netahtml/search-adv.htm&r=1&f=G&l=50&d=PTXT&s1=5,772,444&p=1&OS=5,772,444&RS=5,772,444
http://www.uspto.govSeptember 22, 2005 at 5:41 pm #7751GOLDEN DRAGONParticipantSo now the cats out of the bag.
The images in my Patent contain 5 or 6 parts of 20.
So what you see there is not the ‘FULL’ picture.
But the ‘Face’ and its ‘Radiant Aura’ should give anyone pause to think.
Just what you meant by we ain’t “MORONS” needs an explanation.
I never said anyone here is a “MORON”.
My invention is a true divine mathmatical geometric revelatiopn.
Now Sergy wants a competition
I can give hime one.
I know the ‘perfect’ Taoist judge for this matter.
The head priest of Wudang Temple in China.
Master Lung.
I have already been in touch with him.
We had a cosmic meeting.
I therefore present a challange to Mr. Sergy.
We go to Wudang Temple and present “OUR” discoverys to Master Lung.
Then we will see ‘What Is What’?.
I am poor so we neeed someone to foot the bill for this contest.
Some ‘REWARD’ for the victor could also be decided.
OK!!!!!
Now once again whats with the MORON ‘bit’.
GD
September 22, 2005 at 5:44 pm #7753STALKER2002ParticipantDownload InterneTIFF first of all!
September 22, 2005 at 5:54 pm #7755GOLDEN DRAGONParticipantMy Dear,
Please dont missunderstand me.I only meant well here.
And as i said, i can easily challange Sergy and win by a landside.
I am not afraid.
But i tell you this, my invention took 20 years with 20 parts.
Theres no way under the sun to understand this over the internet.
Please in all kindness accept this as the truth.
Now once again if anyone can help carry this to its conclusion, so be it.
Other wise i am done here.
I did not have any idea when i came to this forum that our dear brother Sergy was involved.
So the challange is out there.
What do you say?????
GD
aka
James
September 22, 2005 at 6:01 pm #7757GOLDEN DRAGONParticipantThe ‘BAQUA’ is a good begining to this, as you say, ‘tiff’
I will look up this word now.GD
September 22, 2005 at 6:07 pm #7759GOLDEN DRAGONParticipantTIFF; TO HAVE A petty ARGUMENT.
MMMH.
This is no petty matter.
I am deadly serious and am not here to bulls@#t around.
But none the less i like your term.
Because you are the one who chooses to be petty.
To me this is an insecurity issue.
But lets continue because this is fun and needed.
My invention is ready for the world.
So the challange is presented.
Whose YIN-YANG (theory or invention) is correct.
Lets go!!!!!
GD
j
September 22, 2005 at 6:36 pm #7761GOLDEN DRAGONParticipantThe image here is not from my Patent.
My Patent # is; 5,772,444.
GD
September 22, 2005 at 8:03 pm #7763Paolino LunaParticipantOK I am not expecting you to post 20 years of research on a forum like this. However, you sound so vague that you make it hard to take you seriously.
You could at least describe a working device with real applications, such as free energy, healing properties, military applications etc.
I mean, do you have any such device? Also beware that if you really have any such invention, our government may turn out to be not too friendly, just look at what happened to geniuses like N.Tesla and W. Reich.
I still think STALKER2000 is the number one tao scientist!!!
Paolino MOON Luna
September 22, 2005 at 10:10 pm #7765STALKER2002ParticipantI mean by TIFF the programm for viewing IMAGES from http://WWW.USPTO.GOV US Patents
http://www.internetiff.com/September 22, 2005 at 10:21 pm #7767STALKER2002Participant( 1 of 1 )
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United States Patent 5,772,444
DeFee June 30, 1998——————————————————————————–
Method and article for teaching the core construction of the singularity motionAbstract
The invention comprises an article useful in teaching the core construction of the Yin and Yang symbol, as well as various scientific theories. The invention includes a template mechanism useful in practicing the various methods described in the invention, as well as being useful for practicing the methods taught by the invention.——————————————————————————–
Inventors: DeFee; James M. (2300-24th Ave. South, Minneapolis, MN 55406)
Appl. No.: 799229
Filed: February 14, 1997Current U.S. Class: 434/300; 434/281
Intern’l Class: G09B 023/06
Field of Search: 434/281,300,302——————————————————————————–
References Cited [Referenced By]
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U.S. Patent Documents
3276148 Oct., 1966 Snelson 434/281.
3406972 Oct., 1968 Wong 434/281.
3623239 Nov., 1971 Maslokovets 434/306.
4099340 Jul., 1978 Butler 434/300.
4810197 Mar., 1989 Hicks 434/281.
5145378 Sep., 1992 Rott et al. 434/300.
5192212 Mar., 1993 Kim 434/300.Primary Examiner: Hirsch; Paul L.
Attorney, Agent or Firm: Patterson & Keough, P.A.——————————————————————————–
Claims
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What is claimed is:
1. A method of representing a path of motion derived from the predicted motion of a point of singularity, comprising the steps of:
a) providing template means including a template device for fixing one of a plurality of selectable rotation points of the template relative to a surface to be marked;
b) operatively connecting a marking object to the template device;
c) rotating the template device sequentially about a plurality of the selectable rotation points to guide the marking object to create a representation on the surface which represents the predicted motion of a point of singularity.
2. The method of claim 1 in which the rotating step includes:
a) rotating clockwise 180.degree. about a first point of rotation;
b) rotating clockwise 180.degree. about a second point of rotation;
c) rotating clockwise 360.degree. about a third point of rotation;
d) rotating clockwise 180.degree. about a fourth point of rotation;
e) rotating counter-clockwise 180.degree. about a fifth point of rotation;
f) rotating counter-clockwise 180.degree. about a sixth point of rotation;
g) rotating counter-clockwise 180.degree. about a seventh point of rotation;
h) rotating counter-clockwise 180.degree. about an eighth point of rotation;
i) rotating counter-clock-wise 180.degree. about an ninth point of rotation;
j) rotating counter-clockwise 180.degree. about an tenth point of rotation;
k) rotating counter-clockwise 360.degree. about an eleventh point of rotation;
l) rotating clockwise 180.degree. about a twelfth point of rotation;
m) rotating clockwise 180.degree. about a thirteenth point of rotation;
n) rotating clockwise 180.degree. about a fourteenth point of rotation;
o) rotating clockwise 180.degree. about a fifteenth point of rotation;
p) rotating clockwise 180.degree. about a sixteenth point of rotation.
3. The method of claim 1 in which the marking object is operatively connected to a surface of the template device facing the surface being marked on.
4. The method of claim 1 in which the rotating step includes grasping and moving a guiding member which is operatively connected to the template device.
5. A representational article manufactured according to the method of claim 1 having:
a ) an outer circle defining two equal internal sections separated by a first doubly curved line having a first and a second equal length portions each within any different hemisphere of the outer circle;
b) an internal spiral start point located at a distance of one third the length of an outer circle diameter defined by the intersections of the first doubly curved line with the outer circle;
c) a first internal spiral first section comprising a curved line extending from the start point to a reference point located at a distance of two thirds the length of the selected outer circle diameter, the internal spiral first section having a shape of a semi-circle and being located so that a first half of the semi-circle intersects the first doubly curved line; and
d) a first internal spiral second section comprising a curved line extending as a semi-circle from the reference point to a first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter.
6. The article of claim 5 further comprising a second internal spiral having a first section comprising a curved line extending from the start point to a reference point located at a distance of two thirds the length of the selected outer circle diameter, the second internal spiral first section having a shape of a semi-circle and being located so that a second half of the semi-circle intersects the doubly curved line, and a second internal spiral second section comprising a curved line extending as a semi-circle from the reference point to a first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter.
7. The article of claim 6 in which the second internal spiral is an identical shape and size to the first internal spiral.
8. The article of claim 6 further comprising a second doubly curved line comprising a first semi-circle extending from the first end point to a center point of the outer circle, the first semi-circle being located on the other side of the designated diameter from one of the first doubly curved line equal length portions, and having a radius of curvature identical to the radius of curvature of the opposing equal length portion, and a second semi-circle extending from the center point of the outer circle to the intersection of the first doubly curved line with the outer circle at the designated diameter second end point, the second semi-circle being located on the other side of the designated diameter from a first doubly curved line equal length portion and having a radius of curvature identical to the opposing equal length portion.
9. The article of claim 8 further comprising a circle with a circumference line extending through the internal spiral start point and a circle with a circumference line extending through the reference point, each of the circles having a diameter line which is coincident with the selected outer circle diameter line and each circle having a diameter that is one sixth (0.166) the length of the selected outer circle diameter.
10. The article of claim 9 further comprising a plurality of designated intersection locations formed by the intersection of curved line segments of the doubly curved lines, the internal spirals, and the circles with a circumference line extending through the reference point and the internal spiral start point, and a plurality of straight lines extending from each designated intersection location to every other designated intersection location.
11. The article of claim 10 comprising a first through an eleventh designated intersection locations.
12. The article of claim 11 in which each of the straight lines is extended beyond the outer circle.
13. The article of claim 12 in which each of the straight lines connecting the seventh and eighth designated intersection locations and the tenth and eleventh designated intersection locations is extended to a boundary distance external of the outer circle at which the lines intersect the extension of the straight line connecting the first and the fifth designated intersection locations.
14. The article of claim 13 comprising a boundary circle having a center point at the center of the outer circle and having a radius equal to the boundary distance.
15. A method of using an article to teach the core construction of a yin and yang symbol, comprising the steps of:
a) providing a modified yin and yang symbol in the form of an operational model comprising the elements of:
i) an outer circle defining two equal internal sections separated by a first doubly curved line having a first and a second equal length portions each within any different hemisphere of the outer circle;
ii) an internal spiral start point located at a distance of one third the length of an outer circle diameter defined by the intersections of the first doubly curved line with the outer circle;
iii) a first internal spiral first section comprising a curved line extending from the start point to a reference point located at a distance of two thirds the length of the selected outer circle diameter, the internal spiral first section having a shape of a semi-circle and being located so that a first half of the semi-circle intersects the first doubly curved line; and
iv) a first internal spiral second section comprising a curved line extending as a semi-circle from the reference point to a first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter;
b) designating the internal spiral start point as a representative point of singularity within the modified yin and yang symbol; and
c) producing a representative path of motion of a point of singularity starting at the interval spiral start point and finishing when the point of singularity returns for the second time to the internal spiral start point, the path of motion produced thereby demonstrating the coincidence with and derivation of the lines forming the yin and yang symbol.
16. An article useful in teaching the core construction of the yin and yang symbol, comprising:
a) an outer circle defining two equal internal sections separated by a first doubly curved line having a first and a second equal length portions each within any different hemisphere of the outer circle;
b) an internal spiral start point located at a distance of one third the length of an outer circle diameter defined by the intersections of the first doubly curved line with the outer circle;
c) a first internal spiral first section comprising a curved line extending from the start point to a reference point located at a distance of two thirds the length of the selected outer circle diameter, the internal spiral first section having a shape of a semi-circle and being located so that a first half of the semi-circle intersects the first doubly curved line; and
d) a first internal spiral second section comprising a curved line extending as a semi-circle from the reference point to first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter.
17. The article of claim 16 further comprising a second internal spiral having a first section comprising a curved line extending from the start point to a reference point located at a distance of two thirds the length of the selected outer circle diameter, the internal spiral first section having a shape of a semi-circle and being located so that a second half of the semi-circle intersects the doubly curved line, and a second internal spiral second section comprising a curved line extending as a semi-circle from the reference point to a first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter.
18. The article of claim 17 in which the second internal spiral is an identical shape and size to the first internal spiral.
——————————————————————————–Description
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FIELD OF THE INVENTION
This invention relates to the field of physics, and more particularly to a method and apparatus for teaching the theory of the singularity.
BACKGROUND OF THE INVENTION
Numerous theories have been advanced regarding the relationship of matter at the sub-atomic level. Indeed, many of these theories are widely accepted and practiced as fundamental teachings of modern science. Within this realm, the concept of the singularity is discussed in various teaching modes, including for example in the landmark publication by the renowned physicist Dr. Steven Hawkings, titled “A Brief History of Time”.
Indeed, other theories exist which also relate to interaction of matter at the sub-atomic level. These theories encompass the fields of astro-physics, biology, cosmology, and many others. For example, some of these theories include the concepts of gravity waves, dark matter, anti-matter, particle wave theory, and ripples in cosmic background radiation. While a detailed discussion of these theories is possible, no one theory has addressed the features of the below described invention.
SUMMARY OF THE INVENTION
The invention comprises an article useful in teaching the core construction of the yin and yang symbol. The article comprises an outer circle defining two equal internal sections separated by a first doubly curved line having a first and second equal length portion each within any different hemisphere of the outer circle. An internal spiral start point is located at a distance of one-third the length of an outer circle diameter defined by the intersections of the first doubly curved line with the outer circle. A first internal spiral first section comprises a curved line extending from the start point to a reference point located at a distance of two-thirds the length of the selected outer circle diameter. Also, the internal spiral first section has a shape of a semicircle and is located so that a first half of the semicircle intersects the first doubly curved line. A first internal spiral second section is also provided and comprises a curved line extending as a semicircle from the reference point to a first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter.
The invention also comprises a method of using the yin and yang symbol to teach the scientific theory of the singularity. The method comprises the steps of providing a modified yin and yang symbol comprising the elements of an outer circle, an internal spiral start point, a first internal spiral first section, and a first internal spiral second section. The outer circle defines two equal internal sections separated by a first doubly curved line having a first and a second equal length portion each within any different hemisphere of the outer circle. The internal spiral start point is located at a distance of one-third the length of an outer circle diameter defined by the intersections of the first doubly curved line with the outer circle. The first internal spiral first section comprises a curved line extending from the start point to a reference point located at a distance of two-thirds the length of the selected outer circle diameter. The internal spiral first section has a shape of a semi-circle and is located so that a first half of the semicircle intersects the first doubly curved line. The first internal spiral second section comprises a curved line extending as a semicircle from the reference point to a first end point of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle at a zero distance along the outer circle diameter. The method then comprises the step of designating the internal spiral start point as a representative point of singularity, and then demonstrating the path of motion of the point of singularity from the internal spiral start point along various parts until the point of singularity returns to the internal spiral start point. Using this method, the theory of the singularity is shown by the geometry of the motion of the point of singularity as one which recreates itself in a unified pattern. The invention also includes a template mechanism useful in practicing the various methods of the invention.
BRIEF DESCRIPTION OF THE DRAWINGS
FIG. 1 is a representative prior art yin and yang symbol.
FIG. 2 is an alternate embodiment representative prior art yin and yang symbol.
FIG. 3 discloses a yin and yang like structure but with a novel internal spiral.
FIG. 4 discloses a yin and yang type structure having an internal spiral, and extension lines of structure within the symbol shown in dashed-line form.
FIG. 5 discloses a yin and yang like structure having a plurality of fully formed internal spirals.
FIG. 6 discloses a plurality of intersection locations and a plurality of straight lines extending from each designated intersection location to every other designated intersection location.
FIG. 7 discloses the extension of the plurality of straight lines extending from each designation intersection location within the yin and yang like structure.
FIG. 8 discloses an exemplary path of motion of a point of singularity.
FIG. 9 discloses an exemplary path of motion of a point of singularity.
FIG. 10 discloses an exemplary path of motion of a point of singularity.
FIG. 11 discloses an exemplary path of motion of a point of singularity.
FIG. 12 is a front elevation anatomical view of a human face with an overlay of points discovered in the invention.
FIG. 13 is a side section view of a template mechanism constructed for practicing the method of this invention.
FIG. 14 is a section view of a portion of the template mechanism.
FIG. 15 is a section view of a portion of the template mechanism.
FIG. 16 is a section view of a portion of the template mechanism.
FIG. 17 is a section view of a portion of the template mechanism.
FIG. 18 is a section view of a portion of the template mechanism.
FIG. 19 is a section view of a portion of the template mechanism.
FIG. 20 is a section view of a portion of the template mechanism.
FIG. 21 is a section view of a portion of the template mechanism.
FIG. 22 is a plan diagram depicting the motion phases of the template.
FIG. 23 is a plan view of a magnetic field diagram relating to the field created by the motion of a point of singularity.
FIG. 24 is a plan diagram depicting the phase points of the template mechanism.
FIG. 25 is a plan view depicting the ultimate parallelism of certain extension vectors.
These figures, which are idealized, are not to scale and are intended to be merely illustrative and non-limiting.
DETAILED DESCRIPTION OF THE INVENTION
Within the fields of physics and more particularly astrophysics, the concept of the singularity is often raised. For example, this theoretical concept is discussed by Hawkings in “A Brief History of Time”, as well as in a more recently published article by Madhusree Mukerjee, Explaining Everything Scientific American, pp. 88-94, January 1996. This concept has also been discussed in other literature by pre-eminent researchers, theologians, natural philosophers, and theorists. However, in view of the difficulty of many to comprehend abstract theoretical scientific principals, it is useful to create a multi-dimensional model to assist in the teaching of this and related concepts. In researching this problem, it has been discovered that a useful model may be derived from embodiments of the ancient yin and yang symbol 10 shown in one embodiment in FIG. 1. Typically, this symbol is displayed as an outer circle 14 defining two equal internal sections 18, 20. These equal internal sections are normally separated by the boundary which creates a first doubly curved line 24 having a first and second equal length portion each within any different hemisphere of the outer circle 14. According to various embodiments, symbol 10 may optionally include very small dark and light circles 26, 28 respectively as shown.
FIG. 2 discloses an alternate embodiment yin and yang like structure 40 also having an outer circle 44, two equal internal sections 48, 50, and a doubly curved line 54 at the boundary of the two equal internal sections. Symbol 10 and symbol 40 are quite ancient in their derivation and have come to be representative of many opposite physical forces and concepts in natural philosophy and science. Indeed, many references extend the teachings of these symbols from applied science to the fields of theology and spirituality. In any event, there has been no recognition or suggestion for use of the underlying geometries taught in FIGS. 3-7 which relate to the usefulness of these advanced structures as models for teaching the scientific theory of the singularity.
FIG. 3 discloses a further embodiment of an article and method useful in teaching the core geometric construction of the yin and yang symbol, and scientific principles extending therefrom. FIG. 3 is a two-dimensional representation of an article 55 comprising an outer circle 44 defining two equal internal sections 48, 50 separated by a first doubly curved line 54. This doubly curved line has, at least, a first and a second equal length portion within any different hemisphere selected within outer circle 44, which is particularly apparent when a selected diameter line of outer circle 44 only intersects doubly curved line at the center of outer circle 44. An internal spiral start point 57 is located at a distance of one third the length of an outer circle diameter line defined by the intersections of the first doubly curved line 54 with outer circle 44, as shown in one embodiment as representative diameter line 58 extending between intersection points 60, 61. It is recognized that start point 57 is representative of a point of singularity from which the structure partially described above and more fully detailed below originates.
A first internal spiral first section 72 comprises a curved line extending from start point 57 to a reference point 75 located at a distance of two thirds the length of the selected outer circle diameter. Internal spiral first section 72 has a shape of a semi-circle and is located so that a first half of the semi-circle intersects the first doubly curved line, as shown at intersection point 78. A first internal spiral second section 82 is also provided. Second section 82 comprises a curved line extending as a semi-circle from reference point 75 to a first end point of the outer circle diameter located at first intersection point 61 of diameter line 58 with outer circle 44, which also corresponds to a zero distance along outer circle diameter line 58. First internal spiral second section 82 intersects first doubly curved line 54 at intersection point 85. Intersection point 85 is normally in a separate hemisphere from intersection point 78.
Referring to FIG. 4, article 55 further comprises a second internal spiral 90 having a first section 92 comprising a curved line extending from start point 57 to reference point 75. Second internal spiral first section 92 is also shaped as a semi-circle and is located so that a second half of the semi-circle intersects doubly curved line 54. A second internal spiral second section 94 comprises a curved line extending as a semi-circle from reference point 75 to a first end point 61 of the outer circle diameter located at the intersection of the outer circle diameter with the outer circle also at a zero distance along the outer circle diameter. Essentially, the second internal spiral 90 is an identical shape and size to first internal spiral 70.
Article 55 further comprises a second doubly curved line 98 comprising a first semi-circle 100 extending from first intersection point 61 to the center point 103 of outer circle 44. The first semi-circle 100 is located on the other side of the designated diameter line 58 from one of the first doubly curved line equal length portions. Second doubly curved line first semi-circle 100 has a radius of curvature identical to the radius of curvature of the opposing equal length portion of the doubly curved line 54. Second doubly curved line 98 also comprises a second semi-circle 105 extending from center point 103 to the intersection of first doubly curved line 54 with outer circle 44 at the designated diameter line second intersection point 60. Second semicircle 105 is located on the other side of the designated diameter line 58 from one of the equal length portions of the first doubly curved line 54 and has a radius of curvature identical to the opposing equal length portion.
Referring to FIG. 5, article 55 further comprises a circle 110 with a circumference line extending through internal spiral start point 57 and a circle 114 with a circumference line extending through reference point 75. Each of the circles 110, 114 comprise a diameter line which is coincident with the selected outer circle diameter line 58. Each circle 110, 114 has a diameter that is one-sixth the length of the selected outer circle diameter. Alternately, each circle 110, 114 has a center point determined by the effective center point location of the combination of semi-circle 100 with its opposing and matching semi-circle comprising a portion of first doubly curved line 54. The center point of this combination of semi-circles, which form an effective circle, is the center point of circle 110, with a similar derivation being utilized for forming the center point of circle 114 using semi-circle 105 and its opposing semi-circle comprising a portion of first doubly curved line 54. Each of these center points are then used to form radii of respective circles 110, 114 having a length L defined by the distance between the center points 120, 121, and internal spiral start point 57 and reference point 75, respectively.
Referring further to FIG. 5 there is shown a plurality of designated intersection locations 130, 131, 132, 133, 134, 135, 136, 147, 138, 139, and 140. These designated intersection locations are formed by the intersection of curved line segments of doubly curved lines 54, 98, the internal spirals 70, 90, and the circles 110, 114. Preferably, a plurality of straight lines such as any of lines 145 shown in FIG. 6, are extended from each designated section location to every other designated intersection location. Preferably, each of straight lines 145 is extended beyond outer circle 14. Further, each of straight lines 145 connecting the 7th and 8th designated intersection locations, i.e., locations 136, 137, and the 10th and 11th designated intersection locations, i.e., locations 139, 140, is extended to a boundary Distance external of outer circle 14. Boundary distance D is the distance at which the extended lines 151 intersect the extension of the straight line 155 connecting the 1st and the 5th designated intersection locations. Straight line 155 is an extension beyond outer circle 14 of designated diameter line 58. Article 55, with extended lines 151, 155 now lies within a boundary circle 161 having a center point at the center of outer circle 14 and having a radius equal to the boundary distance D.
Discussions and analyses of theoretical laws of physics relating to singularity theorems often require assuming a point in time representative of the beginning of the universe. This is described in one example by the work of Drs. Steven Hawking and Roger Penrose, in which the beginning of the universe was a “singularity” comprising a mathematical point of infinite density. As pointed out in other works, for example by the work of the theoretical physicist Dr. David Lindsley, the singularity demanded by classical general relativity was supposed to be an infinite amount of energy at a single point. While yet in quantum mechanics no physical object can be given a precise location, but rather a greater or lesser probability of being in one place or another. It is an objective of this invention to provide a model which reconciles this known contradiction and to provide means for enabling further research and teaching of this concept. As discussed above with particular reference to FIGS. 1-7, the well known yin and yang symbol (FIG. 1) provides a useful building block to construct a tool for proving that the known contradiction referred to above is actually only an apparent contradiction. In particular, it may be shown using the teachings of the invention that indeed the relative probabilities of positioning a point of singularity using quantum physics is not inconsistent with the teachings of Hawking and others requiring a fixed point of singularity.
FIGS. 1 and 2 illustrate variations on the ancient yin and yang symbol representative of balance and harmony in the universe. The yin and yang symbol is also useful, when analyzed as described herein, for illustrating the unity of physics with the motion of a point of singularity. In this teaching, an initial condition is a void into which is placed a single point represented, for example, by start point 56 shown in FIG. 3. It is recognized that start point 56, from the perspective of FIG. 3 represents a single point but the entire outer circle 44 from a distance or a different vantage would appear to be the same as start point 56. The relevance of this clarification is that it is necessary as an initial condition in this theory to designate a point that is representative of a point of singularity while simultaneously recognizing that each point comprises smaller points which are further explained by the motion theory described below.
Referring then to FIG. 8, a representative point of singularity is designated as start point 56 represented as a circle. The circle is actually representative of a sphere when viewed in three dimensional orientation. While any initial path of motion of start point 56 is possible, and likely, representative path designated by arrow 175 is selected. Start point 56 then travels to subsequent locations 177, 179, 181, 183, 185, 187, 189, 191, 193, 195, 197, 199, 201, 203, and completion point 205. As shown in FIG. 8, the path of motion of the point of singularity from internal spiral start point along the extended paths comprising portions of the known yin and yang tracks results in a return of the point of singularity to completion point 205 which is identical to start point 56. This method, therefore, discloses use of the yin and yang symbol to teach the scientific theory of singularity, e.g., how a point of singularity actually has motion shown by the geometry of the motion of the point of singularity. This motion, as shown in FIG. 8, results in a recreative unified pattern from a start point to a completion point.
No known reference to this unity theory exists. Indeed, the invention utilizes the known, but limited, geometries of the yin and yang symbols and combines those geometries with principals of modern theoretical physics. This results in a model and method of teaching the core construction of the yin and yang symbol as one which, when extended, using the concepts and teachings disclosed herein, further discloses a model of the scientific theory of singularity. This is one example in which the above discussed reconciliation between quantum physics theory and classical general relativity is disclosed. FIG. 9 is another depiction of the paths of motion shown in FIG. 8.
A further interesting discovery relating to this invention is disclosed in FIG. 10 in which a further similar path of the point of singularity is extended as a symmetrical mirror image of the motion disclosed in FIG. 8. Actually, FIG. 10 is consistent with the theoretical physicists’ isotropic concept that the universe, however defined, looks identical from all view points.
FIG. 11 is similar to FIG. 9 in disclosing in simple form a path of the motion of a point of singularity, but as disclosed in FIG. 10. What is of further interest in the depiction of FIG. 11 is the abstract similarity to the symbol for infinity, initially introduced by John Wallis in 1655. It is not believed that Wallis recognized how to achieve the derivation of this form of infinity symbol, however, it is widely recognized that when used in relation to geometry infinity is regarded as a “location”. For example, as disclosed in the “Dictionary of Mathematics,” first publication in 1989, by Penguin Books Limited, pages 173-174. The idea of infinity as a location was further introduced by Johan Keppler and further developed by Gerard Desargues who assumed the existence of an ideal point at infinity. Both researchers were mathematicians working in the field of geometry. It is yet another aspect of this invention to provide a method of teaching a further derivation of the mathematical symbol of infinity. The symbol shown in FIG. 11 may be utilized as simply the inter-woven dissimilar sized circles within the outer circle or as also including the outer circle, representative of the unity concepts disclosed throughout the invention. This depiction is distinct in appearance and concept from any prior symbols for infinity.
FIGS. 6, 12 and 13 disclose yet another feature of this invention. In FIG. 6, there is disclosed a plurality of designated intersection locations as discussed above. Of particular interest are intersection locations 135 and 138. If each of these intersection locations are designated as top points of a human ear, and the line extending between points 135, 138 represents a brow line of a human, then the form of a human face becomes more clear. For example, further extending the analysis it is possible to see that the results of the various intersection locations create eye socket-like spaces at locations 221, 223. The intersection locations 137, 140 further define a connecting line which functions as the approximate horizontal center line of a human palate, and the location 131 depicts a representative base of a human chin. The proportionality (i.e. physiological accuracy of length ratios of vectors defined between these locations) of the resulting human face, shown in FIG. 12, is striking. Accordingly, the model depicts quite accurately the unity of the point of singularity, the yin and yang symbol, and the human face.
FIGS. 13 depicts a model 301, which is representative of several types of possible models, in which are placed a plurality of pin receiving apertures 305 suitable for receipt of turning pins 308. Turning pins 308 are designed for ease of placement into apertures 305 and are of sufficient length to retain intervening templates, for example template 311, and template 313. An additional optional embodiment includes a push-out mechanism, which may simply be a chamber, or a physical structure designed for pushing through a chamber, as shown at 316. This push-out structure is designed for removal of template 311. As shown in this embodiment, template 311 is designed for placement within a recess portion 320 of article 301.
FIG. 14 shows use of a turning tool 331, similar to structures 308 shown in FIG. 13. FIG. 15 illustrates an outer template, similar to that shown and depicted as template 313 in FIG. 13, but in the FIG. 15 illustration the template 348 comprises a plurality of apertures 354 or recessed areas suitable for placement therein of turning tool 331 or similar instrument suitable for achieving the necessary turning functionality described herein below.
FIG. 16 illustrates an assembled template subassembly 366 having a plurality of templates assembled together using wing nut-type holders 370, or similar connection means, some of which may be placed partially in recessed portions of one or more of the templates. As shown in FIG. 16 it is possible to assemble a marking device, such as a felt tip marker or the like at one or more locations, such as that shown and depicted at location 376. In this embodiment, at location 376, marker 380 is shown. Turning tool 331 and turning pins 308 are also shown in operation. FIGS. 17, 18 and 19 illustrate various embodiments of turning tools 331, all of which are used in combination with subassembly 336 and structure 301 in achieving the objectives of this invention.
Referring to FIGS. 20 and 21, it is shown how through various placements of turning pins 308, turning tools 331, and various holding pins and marker locations, it is possible to depict the various motions of the point of singularity, as described above, for purposes of teaching such related theories. FIGS. 22-24 further illustrate examples of sequential rotations and marking on virtually any markable substrate using the structures identified in FIGS. 13-21 according to the teachings above.
FIG. 25 is an example of the parallelism and symmetry achievable at certain distances beyond the point of singularity, as it relates to extensions of connection lines as described above. It is noted that at a certain ratio of distances, the central connection lines become parallel. It is also appreciated that three-dimensional models of one or more of these depictions above are contemplated within the scope of this invention.
Various modifications and alterations of the invention will become apparent to those skilled in the art without departing from the scope and spirit of the invention.
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http://patft.uspto.gov/netacgi/nph-Parser?Sect2=PTO1&Sect2=HITOFF&p=1&u=%2Fnetahtml%2Fsearch-bool.html&r=1&f=G&l=50&d=PALL&RefSrch=yes&Query=PN%2F5772444September 22, 2005 at 11:19 pm #7769GOLDEN DRAGONParticipantThankyou for chilling out there me dear.
Sergy is the top yin-yang scientist.
HOWEVER!
I am the TOP yin-yang INVENTOR!!!!!
This shall be proven.
The governments of this world cannot grasp the G-d into expression power mathmatics.
Very few can.
So let them be out of this picture.
HOWEVER!
The likes of you and me and SERGY and others can comprehend that humanity is on the “VERGE”,
of what?????The next divine revelation.
Look here, rather than working against each other, we should all help in our mutual endeavors.
And G-d speed at that.
I am no contest against any scientist, a yin-yang one or whatever, i only come to the table with the unification principle in my hands.
After 20 years i am attempting to gain an audiance.
The invention is complete.
What I have will only compliment the dear Sergys research and his yin-yang science.
And all others whom have delved into these realms.
If someone here can foot the bill i will go anywhere in the world and show you the truth of the matter.
Also you can look into my patent, although incomplete, remaber it took 20 years, it still must be recond with.
METHOD AND ARTICLE FOR TEACHING THE CORE CONSTRUCTION OF THE SINGULARITY MOTION
This is the title of this invention.
It lives up to this expectation unraveling the deepest mysterys of physics allowing us to CLEARLY see the ‘DIVINE’ purpose’.
GD
J
September 22, 2005 at 11:30 pm #7771GOLDEN DRAGONParticipantOOPS,
But still the word does hold true, this is a petty argument.
Whose is correct.
As i said i came here for no contest.
But i am ready to meet all comers.
The yin-yang inventions kung fu is the ‘SUPREME ULTIMATE’ itself.
How can i loose,
I can’t.
Now what?
GD
J
September 23, 2005 at 12:05 am #7773GOLDEN DRAGONParticipantAnyone on the forum into Kabbalah.
If so you may have a sense of what i am about to say.
My invention is the fullfillment of Jewish kabbalistic prophecy.
that is: The Torah Or.
The next expected revelation in Kabbalah.
This will allow mankind to see the divine purpose in (#) number (mathmatics and geometry).
This knowledge allows for an upliftment in humanity as we can see science proving the equality of mankind and showing the ‘divine’ image from whence we came.
This in turn allows for a worldwide dialog on G-d, man, religion and science unpresidented in the history (known that is) of mankind.
This is the scope of the yin-yang secret.
GD
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