Correct presentations for everyday life. Rich-cutters in sharp people. List of Wikilists

At the beginning of the last century, the great French architect Corbusier shouted: “It’s all about geometry!” Today we can repeat this step with an even bigger soup. In fact, you’ll be amazed – there’s geometry everywhere! Geometric knowledge and significance today are professionally significant for many current specialties, for designers and constructors, for robotic workers and scientists. A person cannot properly develop culturally and spiritually, since she did not learn geometry at school; Geometry was chosen both because of the practical and because of the spiritual needs of people.

Geometry is a whole world that draws us from the very people. Even though everything we need is close to us, even if geometry is otherwise fussed over, nothing disappears from a respectful glance. Geometry helps people walk with light from wide open eyes, learn to respectfully marvel at things and appreciate the beauty of extraordinary speeches, marvel, think and practice.

“A mathematician, like an artist, sings and creates artistic creations. And since your views are more stable, it is more important that they are composed of ideas. The idea itself, like the colors of words, can harmoniously resemble one another. Beauty comes first: the world has no place for ugly mathematics.”

Relevance of the topics covered

In geometry lessons we learned about the meanings, signs, and powers of various rich people. A lot of unnecessary objects take shape, similar to the geometric figures we already know. The surface of the target, the cloth, is made up of six edges. Rooms, cabinets, drawers, tables, reinforced concrete blocks resemble rectangular parallelepipeds in their shape, the edges of which are familiar to us.

Rich people, without a doubt, show beauty and vigor in our lives even more widely. Rich people are important to us, without them we would not be able to have such beautiful things, sculptures, frescoes, graphics and much more. I was interested in those “Rich Kutniks” after the lesson - gree, the teacher presented us with a story - a tale about the choice of a king.

All the rich people gathered on the forest heath and began to discuss the choice of food for their king. They argued for a long time and could not come to a single idea. I axis one old parallelogram said: “Let's destroy everything until the kingdom of the rich-cooters. Whoever comes first will be king.” The early French destroyed everything at great cost. A river flowed onto the path of the mandrivniks and said: “Only those whose diagonals intersect and the point of the retina meet in the same direction should be re-melted.” Some of the figures were lost on the birch tree, the river was safely poured and collapsed far away. A high mountain appeared on the road, and she said that she would let those who were on the diagonals of the plains pass. A dozen mandrivniks were lost due to grief, and others continued their journey. We reached the great urvishcha, which was once a high school place. Having said that, let in those whose diagonals shift under the straight cut. There was only one rich man who crossed the bridge, who was the first to inherit the kingdom and was once the king. The Axis chose a king. I also chose a topic for my pre-sleuth work.

Meta of the pre-sled robot: It is more practical to stagnate the rich cuttlefish in the world.

Zavdannya:

1. Conduct a literary review of the topic.

2. Show the practicality of the stagnation of rich cuttlefish in the wider world.

Nutrition problems: Yak

In nature, various types of regular rich cuttlefish are often hunted. These could be tricutlets, chotiricuts, pendentives, etc. By masterfully arranging them, nature has created a multitude of folding, extremely beautiful, light, useful and economical structures.

Bjolini stilniks are made up of six-piece stilts. Why did they “choose” the very shape of regular six-cutniks for the centerpieces? p align="justify"> In the regular rich cutlets, however, the smallest perimeter is in the regular six cutlets. For such “mathematical” work, you can use 2% wax. The amount of wax saved when making 54 middles, you can use vicoristan to make one similar middle. Well, the wise ones should have spared the hour and hour for waking up hundreds.

Snowflakes can take the form of a three-cut or six-cut. Why not two forms? It so happened that a water molecule is made up of three particles - two atoms of water and one atom of acid. Therefore, when a piece of water passes from a rare state to a solid one, its molecule joins with other water molecules and creates either a three-or six-part figure.

And the axle is another butt of rich cutters. All creations are not made by nature, but by people. This wakes up the Pentagon. It takes the shape of a pentacle. Why does the Pentagon take such a form? The five-pointed form was used to indicate the plan of locality when the outlines for the project were created. There were a number of roads passing through there, which twitched under the temperature of 108 degrees, and this is still the case on Friday. Therefore, this form organically fit into the transport infrastructure, and the project was approved.
In mathematics, parquet is the “painting” of a surface with figures that are repeated, without overflows or overlaps. The simplest parquet floors were discovered by the Pythagoreans around 2500 years ago. They established that around one point there can lie either six regular rich-cutlets, or four squares, or three regular six-cutlets.

Nature is alive.

The correct rich sides are the “most important” statements. And the nature of the world is widely criticized. The crystals of certain speeches known to us form the shape of regular rich facets. So, cube conveys form crystals of kitchen salt NaCl, a single crystal of aluminum-potassium galloons are in the shape of an octahedron, a crystal of sulfuric pyrite FeS is a dodecahedron, an antimony sodium sulfate is a tetrahedron, and a crystal of pyrites is an icosahedron. Regular rich facets indicate the shape of crystalline crystals of rich chemical substances.

It has already been proven that the process of forming a human germ from an egg cell follows the “binary” law, so that the egg cell is transformed into two cells. Then, at the stage of four cells, the embryo develops into the shape of a tetrahedron, and at the stage of eight cells, the embryo develops into the shape of two united tetrahedrons (an early tetrahedron or a cube), (Appendix No. 1, Fig. 3). From two cubes at the stage of sixteen cells a sphere is formed, and from the spheres at the final stage a torus of 512 cells is created. Planet Earth has a magnetic field and a torus.

Quasicrystals by Dan Shekhtman.

12 leaf fall 1984 from a small article published in a reputable magazine " Physical Review Letters“Israeli physicist Dan Shechtman presented experimental proof of the existence of a metal alloy under the influence of the authorities. When examined by electron diffraction methods, the alloy revealed signs of a crystal. Its diffraction pattern is composed of bright and regularly spaced points, like a crystal. However, this picture is characterized by the appearance of “icosahedral” or “pentangonal” symmetry, strongly hidden in the crystal from geometrical shadows. These unusual alloys were named quasicrystals. There were fewer other alloys of this type. There were so many of them that the quasi-crystalline state appeared much wider, which could not have been revealed.

What is a quasicrystal? How can one describe this kind of power? How did you guess the thing, it’s good fundamental law of crystallography the structure of the crystal is superimposed on the boundaries. According to classical phenomena, the crystal is formed from a single center, which is responsible for thoroughly (edge ​​to edge) “laying” the entire surface without any boundaries.

Apparently, more filling of the surface can be done with help trikutniki, squaresі six-cutters. For further help Pyatikutnikiv (pentagons) the filling is so cumbersome.

Such were the canons of traditional crystallography that existed before the discovery of an unusual alloy of aluminum and manganese, called quasicrystal. Such an alloy is created during superfluous cooled melting at a speed of 106 per second. In this case, during diffraction examination of such an alloy, a pattern is ordered on the screen that is characteristic of the symmetry of an icosahedron, which is dominated by the 5th order symmetry axes.

A dozen scientific groups all over the world, over the course of many advances, have developed this extraordinary alloy using electron microscopy of a high degree of distinction. All of them confirmed the perfect uniformity of the speech, in which 5th order symmetry was preserved in macroscopic regions with dimensions close to atoms (several tens of nanometers).

Apparently, up to the present day, a model for derivation of the crystalline structure of a quasicrystal has been fragmented. This model is based on the concept of a “basic element”. Consistent with this model, the inner icosahedron with aluminum atoms is drained by the outer icosahedron with manganese atoms. The icosahedrons are linked by octahedra to manganese atoms. The “base element” has 42 aluminum atoms and 12 manganese atoms. During the solidification process, the “basic elements” are quickly formed, which are quickly connected to each other by octahedral rigid “sites”. It is clear that the faces of the icosahedron are equilateral tricuputs. In order to create an octahedral place with manganese, it is necessary for two such tributaries (one in each skin pocket) to be close to one another and hang in parallel. As a result of this physical process, a quasicrystalline structure with “icosahedral” symmetry is created.

During the rest of the decade, there were a wide variety of types of quasicrystalline alloys. There are also alloys with “icosahedral” symmetry (5th order) and alloys with decagonal symmetry (10th order) and dodecagonal symmetry (12th order). The physical power of quasicrystals has recently begun to be explored.

How is it indicated in the divinations of the stati Gratia, “the mechanical value of quasicrystalline alloys is growing sharply; Daily periodicity leads to increased expansion of dislocations in equalized and basic metals... This power is of great practical importance: the solidification of the icosahedral phase allows the extraction of light and even minor alloys and the introduction of small particles of quasicrystals into the aluminum matrix.”

Tetrahedron in nature.

1. Phosphorus

More than three hundred years ago, the Hamburg alchemist Genning Brand discovered a new element - phosphorus. Like other alchemists, Brand sought to discover the elixir of life or the philosopher's stone, with the help of which the old become younger, sick people are restored to health, and base metals are transformed into gold. At the end of the test, evaporate the juice, mixing the excess with voguillas, sand and continuing evaporation. Shortly after, the retort was cleared, and the light was shining in the darkness. Crystals of white phosphorus are fortified with P4 molecules. Such a molecule has the appearance of a tetrahedron.

2. Phosphorus acid H 3 RV 2 .

This molecule takes the shape of a tetrahedron with a phosphorus atom in the center; at the vertices of the tetrahedron there are two water atoms, an acid atom and a hydroxyl group.

3. Methane.

Crystal grid methane takes the shape of a tetrahedron. Methane burns in barnless half-pits. In the wind, I create unsafe sums. Vikoristovuyatsya like palivo.

4. Water.

The water molecule has a small dipole that places positive and negative charges at the poles. Since the mass and charge of the nucleus is more acidic than that of the nuclei, then electronic poison accumulates near the nucleus. When this happens, the nuclei become naked. In this way, the electronic gloom is of varying thickness. Water nuclei have a deficiency of electron density, but in the main body of the molecule, white kernel acidity is avoided by excess electron strength. This structure itself means the polarity of the water molecule. If you connect the epicenters of positive and negative charges with straight lines, you will get a volumetric geometric figure - a regular tetrahedron.

5. Ammonia.

The ammonia molecule shares a pair of electrons with the nitrogen atom. The orbitals of nitrogen atoms, which do not share electron pairs, overlap with sp 3-hybrid orbitals to zinc(II), which convert the complex tetrahedral cation to tetraamminium zinc(II) 2+.

6. Diamond

The elementary center of a diamond crystal is a tetrahedron, at the center and at several vertices there are atoms and carbon. The atoms, spread out at the vertices of the tetrahedron, form the center of the new tetrahedron, and in this way the skin is also sharpened by atoms, etc. All carbon atoms in the crystalline lattice are separated at a new distance (154 pm) one way at a time.

Cube (hexahedron) in nature.

From the course of physics it is clear that words can be found in three aggregate states: solid, rare, gas-like. The stench creates crystalline evils.

The crystalline crystals of speeches are the orderly arrangement of particles (atoms, molecules, ions) at specific points in space. The placement points of particles are called nodes of crystalline nodes.

Depending on the type of particles dissolved at the nodes of crystalline rocks, and the nature of the bond between them, 4 types of crystalline rocks are divided: ion, atomic, molecular, metal.

IONNI

They are called crystalline rocks, and nodes like these have ions. They create speeches with the ion connector. Ionic crystalline particles form salts, oxides and hydroxides of metals. Let's take a look at a crystal of kitchen salt, which contains chlorine and sodium. The bonds between ions in the crystal are very strong and stable. Therefore, products with an ion lattice have high hardness and value, refractory and non-melting properties.

The shape of the cube is formed by crystalline particles of rich metals (Li, Na, Cr, Pb, Al, Au and others).

MOLECULAR

Molecular are called crystalline grains, in nodes of which there are molten molecules. The chemical bonds in them are covalent, both polar and non-polar. The bonds between the molecules are different, but the bonds between the molecules are not strong. Below are crystalline crystals I 2. Rechovini from MKR have low hardness, melt at low temperatures, tap holes, for the most extreme minds are in a gas-like and rare state. richahedron symmetry tetrahedron

Icosahedron in nature.

Fullerenes are amazing polycyclic structures of spherical shape, which are formed from carbon atoms linked to six and five-membered cycles. The price of a new modification of carbon, in addition to the three previously known modifications (diamond, graphite and carbine), is characterized not by a polymer, but by a molecular structure. fullerene molecules are discrete.

Its name and speech were based on the name of the American engineer and architect Richard Buckminster Fuller, who designed the semi-spherical architectural structures that are formed from the six hundred pentacles.

First, fullerenes C 60 and C 70 were synthesized in 1985 by H. Kroto and R. Small from graphite under a pressure laser beam. The extraction of C60-fulerene from quantities sufficient for investigation was accomplished in 1990 by D. Huffman and V. Kretschmer, who vaporized graphite using an electric arc in a helium atmosphere. Born in 1992 Natural fulerenes were identified in the carbon mineral. make noise(this mineral took its name from the name of the Shunga settlement near Karelia) and other Precambrian rocks.

Fullerene molecules can contain 20 to 540 carbon atoms, which are spread on a spherical surface. The strongest and shortest formation of these compounds is C60-fulerene (60 carbon atoms) composed of 20 six-membered and 12 five-membered rings. The carbonaceous skeleton of the C 60 -fulerene molecule is truncated icosahedron.

In nature, there are sharpened objects that exhibit 5th order symmetry. For example, there are viruses that form clusters in the shape of an icosahedron.

The adenovirus also has the shape of an icosahedron. Adenoviruses (from the Greek aden - infection and viruses), a family of DNA viruses that cause adenovirus diseases in humans and animals.

Hepatitis B virus is a pathogen of hepatitis B, the main representative of the hepatitis B virus family. This family also includes hepatotropic hepatitis viruses such as Babakiv, Khovrakhiv, Kachok and Belok. The HB virus is DNA-mixed. It is a particle with a diameter of 42-47 nm, composed of a nucleus - a nucleoid, which takes the form icosahedron with a diameter of 28 nm, in the middle of which there is DNA, a terminal protein and the enzyme DNA polymerase.

“To know the invisible,

marvel respectfully in sight"

Talmud

As a trivial object, the skin packaging takes its original shape and through it flows onto us and into a vast expanse. Previously, the form of packaging was described only in connection with its handiness in the process of product distribution, logistics, and distribution. And no - this power flows into the people and space. This topic is a zone of excellence in sacred geometry, a common and intangible science. Today we will hardly try to touch it and look at its classic geometric bodies. Perhaps, tomorrow, there will be many packaging designers who, based on this information, will be able to design packaging with greater confidence, creating a harmonious light in their own form and creating it with just a little bit of color. . Sacred geometry is all about the forms of space and the patterns of development of the Universe, which is based on these forms. The term “sacred geometry” is widely used by archaeologists, anthropologists, philosophers and cultural scientists. It is necessary to explore the system of religious, philosophical and spiritual archetypes that have been observed in various cultures throughout human history and are also otherwise associated with geometric views. I will arrange the All-World and people. This term embraces all Pythagorean and Neoplatonic geometries, extending also to the geometry of curved spaces and fractals.

In Ancient Greece, the appreciation of the essence of beauty, the mystery of beauty, based on melodious geometric patterns, was formed into the frame of science - aesthetics, which in ancient philosophers was inextricably linked with cosmology. The ancient Greeks were more geometric in the universal order. The stench embraced the World as a wide expanse of diverse, mutually dependent elements. Sacred geometry is the contemporary wisdom of the rich schools that were founded long before our era, as well as modern ones that connect esotericism with the remaining achievements of quantum physics. This extraordinary science recognizes all types of manifestations of great knowledge, viewing them as cups to contain information about the manifestations of the world and the place of man in the new. Everything is energy, vibration, harmony and frequency dissonance; є geometry.

Sacred geometric shapes are an important asset for spiritual growth. People, who do not show their own power, are arranged in geometric forms, do not realize that with their help, they come into contact with a fantastically rich information-energy light, and a lot of what. You have the opportunity to live with earthly and cosmic energy, which will inevitably contribute to your physical and spiritual development. The understanding of simple truths of sacred geometry leads to the development of knowledge and the deepening of the heart, which is the next step in human development. Sacred geometry has played and continues to play a fundamental role in the mysticism, architecture and philosophy of rich cultures spanning thousands of centuries.

Nature's magnates

Actions from regular and directional bodies are formed in nature like crystals. Crystals are bodies that have a richly shaped form. Axis one of the applications of such bodies: pyrite crystal (pure pyrite FeS) is a natural model of the dodecahedron. Fullerene is one of the forms of carbide - also a polyhedron. Fullerenes are molecular compounds that belong to the class of alotropic forms of carbon (others are diamond, carbine and graphite) and are convex closed richahedrons, composed of a pair of tricoordinated carbon atoms. This name is given to the engineer and designer R. Buck Minister Fuller, whose geodetic designs are based on this principle. First of all, this class of buildings is bounded by structures that include more than five and six-fold edges. Modeling of cosmic processes will now be attempted. More recently, laboratories on Earth have succeeded in synthesizing and tracking numerous similar molecules.

Vinikla chemistry of fullerenes. Ale fullerenes, as it was explained, are also in the earthly rocks, hidden in the shungites, and the whole power of what is known from the hours of Peter the Great. On the microscopic level, the dodecahedron and icosahedron are the essential parameters of DNA, which determine all life. The DNA molecule is a cube that wraps itself around. When the cube is rotated successively by 72°, an icosahedron emerges behind the singing model, which, in its turn, becomes a pair of dodecahedrons. Thus, the double strand of the DNA helix is ​​based on the principle of two-way morphology: an icosahedron is followed by a dodecahedron, then another icosahedron, and so on. How to pour fullerenes onto the people, having captured Petro Pershiy on the Martial waters. And now an entire national corporation is engaged in the development of nanotechnologies in everyday life.

Big sister of packaging - architecture

The greatest sacred geometry was revealed in the architecture of various cultures. When the Indians decided to start a cult dispute, they immediately made a simple geometric chair on the ground, which meant that they would properly direct the exit and entry and form a square on their basis. After this the whole wake-up call began. The geometric patterns were accompanied by songs and prayers. The Christian religion has a cross as its main symbol (for a long time it was in the shape of a flared cube). A lot of Gothic cathedrals were created by the victors of the Rozrahunkas that ruled Cuba. The ancient Egyptians discovered that the correct richness could be enriched with the help of an additional strictly designated area (which would later be called “gnomon” by the Greeks). Spirals on the footings of ancient Greek temples were placed according to the principle of a rectilinear, which turns around - this is the method of creating a logarithmic spiral. One of the early types of sacred architecture that has come down to us is the observatory. The stench was not indiscriminate in order to guard against the dawning sky, but it was in the midst of spiritual knowledge. The current architecture of great places is oriented towards the construction of box-shaped boxes and single-man structures, which even unsafely flows onto the people. People move in a piecemeal place, completely technocratized, and dominated by concrete booths. Violation of the laws of sacred architecture leads to the fact that standardized sharpness with its hollow forms destructively flows into the psyche, causing negative emotions and provoking unmotivated actions.

Why is it different today with packaging? To make adjustments, you will also need to use feng shui. The provisions, united under this term, represent a set of possible sacred architecture and geometry of a completely energetic modeling of the living space. The consistency of feng shui ideas in everyday life helps people to resonate with natural human and earthly rhythms. The interaction of feng shui and sacred geometry is manifested in the complexity of methods that emphasize the directness of the flows of living energy, working with subtle material light. This is an old geomancy that links life energy with the landscape, its planning, layout, interior design, etc. with the sharpness of the people. The shape of the packaging, as well as the architecture, influences the individual, with the difference that we cannot place the infusion in the middle, but rather add the infusion required from both sides in order for the future understanding of the infusion of shape on the packaged product . It is also clear that a properly designed pyramid does not lose meat and sharpen its blades. Do you see what possibilities the packaging has? In connection with this we admire the classic geometric shapes in more detail.

Platonic solids and others

Platonic solids are the totality of all regular rich sides, volumetric (tridimensional) solids, surrounded by equal regular rich sides, as first described by Plato. The book is also dedicated to them, the XIII book “The Cob” of Plato’s teachings of Euclid. With all the endless diversity of regular rich cutlets (two-dimensional geometric figures, surrounded by equal sides, pairs of which create equal cutlets in pairs), there are five volumetric P. t., in The validity of the five elements of the world from Plato's hours . There are connections between the hexahedron and the octahedron, as well as between the dodecahedron and the icosahedron: the geometric centers of the edges of the skin and the vertices of the skin.

For a long time they have been known as “ideal” or correct rich people, or rich people who have equal sides and equal sides. The simplest correct tributary can be used to cut an even-sided trikulet, so that there are as few sides as possible to enclose a part of the surface. The general picture of the correct multicuts, to tell us, is in the order of the equal-sided tricut: square (all sides), pentagon (five sides), hexagon (six sides), octagon (all sides), decagon (ten sides), etc. d . Obviously, theoretically there are no suitable boundaries for the number of sides of a regular rich-cow, so the number of regular rich-cuts is infinite.

What is a correct richhedron? The correct name is such a rich facet, all faces of which are equal (or congruent) with each other and thus are regular rich faces. How many regular rich facets are there? At first glance, the answer to this question is quite simple: as much as there are proper rich people. However, this is not the case. In “The Ears of Euclid” we have a very compelling proof that there are only five regular polygons, which can be divided into three types of regular polygons: tricuts, squares and pentagons. The skin form expresses its energy and flows into the people and space in different ways. Thus, the cross protects, the trikutnik charges, and the energy of Yin-Yang flows around. Let's try to look at the Platonic solids from this perspective. Plato, as well as the Pythagoreans, carefully studied the philosophical, mathematical and magical aspects of regular convex rich sides. There are five such regular convex rich facets. The skin of these rich granules reflects the singing elements and concentrates their energy. The vertices of the facets lose energy, and the centers of the faces become clay.

Next, we look at the energy characteristics of rich-cut plants from the perspective of the Chinese “Wu-Sin” tradition. Knowing the Chinese and Yang nature of the promotion of rich facets, and the infusion of the energies of their elements, doctors of Chinese medicine can generally operate with them as methods that harmonize the energy of a person. Thus, a hexahedron (cube) has 8 energy-generating vertices and 6 faces, which generate energy. The fragments of progressive points are larger, less faded, then it is obvious that the Chinese tradition “Wu-Sin” is based on the cube to the human principle “Yang”. The octahedron has 6 point-vertices of prominence and 8 point-centers of polished faces. Therefore, the octahedron absorbs more energy, and it is lower, which leads to the female cob “Yin”. The tetrahedron has 4 vertices and 4 faces, which leads to the “Yin-Yang” equation. The icosahedron has 12 vertices and 20 faces, which have the appearance of regular tricutaneous triangles, which reflects the “Yin” principle. The dodecahedron has 20 vertices and 12 faces, and this is due to the Yang principle. There are 12 faces that form the shape of regular pendentives. The shape of the dodecahedron resembles a soccer ball. The dodecahedron has a center of symmetry and 15 axes of symmetry. The skin axis passes through the middle of the protidal parallel ribs. The dodecahedron has 15 symmetry planes. If, from the planes of symmetry, pass at the skin edge through the top and middle of the protilage rib.

The plane of sacral forces has the most intense dodecahedron. No wonder Salvador Dali chose this figure for his “Last Supper.” She has 12 Pentecostals, also strong figures, who concentrate on one point - on Jesus Christ. At the Pythagorean School, the word “dodecahedron” was killed for solving a riddle behind the walls of the school. It was important for her to become such a sacred person. Through two hundred fates, during Plato’s life, they talked about her, but even more carefully. Why? The basic idea is that the dodecahedron of expansions on the outer edge of a person’s energy field is the greatest form of information. Correct polyhedrons add perfection to their forms and perfect symmetry.

Generators from EPAM technology distributors

For the data of A. V. Skvortsov and E. Khmelinskaya. V., which developed the unique Epam preparations, these geometric objects have the power to harmonize people and space:

• The truncation of the octahedron neutralizes the energetic activity of the brain, promotes the flow of energy in the brain, assists in work on the intuitive level and cleanses the energetic structure of the place within a radius of 500 m;
• The icosahedron with a side of 5 cm removes psychological pressure, renews the biostructure, harmonizes the characteristics, cleanses the structure of the place within a radius of 100 m;
• The icosahedron with a side of 3 cm enhances the connections from the subject, harmonizes with other people, promotes the energy flow within a radius of 200 m, renews the connections between people and the earth and by space, it renews the thyroid gland; Accepts the implementation of the moisture mission depending on the program;
• The icosahedron with a side of 1 cm enhances the energetic strength and intelligence of a person, improves the lobe, renews the energy of the place, the virucal psyche;
• The ten-sided pyramid protects against the proliferation of technogenic power, activates self-regulation of the body, renews the energy exchange of people, strengthens the energy of people, promotes the energy level of the place (70 m ), renews the human endocrine system, neutralizes geomagnetic disturbances, harmonizes mutual connections;
• The twelve-sided pyramid harmonizes the connections between people, renews people’s energy channels, includes adaptation systems, improves self-regulation, coordinates with locality, supports creative processes, neutral He studies geomagnetic changes and renews the connections between people and space and natural biostructures.

The convex shape of the body without edges allows you to accumulate energy and transfer it to the ruler. This form can accommodate changes in any structure or inefficient work. This form “relaxes” those who, due to any reasons, are severe and nervous and loaded in the internal supernatural. The presence of direct bundles does not allow energy to be undetected. This form stabilizes, calms, and concentrates calmness. The oval shape allows the object to exchange energy with people. It has a positive effect mainly on the psyche and behavior.

The round shape condenses energy at its finest. It is important to serve for better health. The geometric object in the appearance of the sochevitsa and drops energetically coalesce with the people on the same level. They exchange energy, but get angry. This form is designed to respond to thoughts. If a person has decided to make money from the sphere in this form, then we will help her. At other times, she simply flows kindly on her own. Objects with a flat bottom and a rounded top expose the magical power of the material from which they are made. The shapes of a Chinese pagoda and a Tibetan stupa provide ideal harmonizing effects. They are often found in small gardens and budinkas, and small models are found in the middle of life.

Mantra wheels?

Mantra wheels, found in Tibet and neighboring countries for a long time, are seen as generators of good energy that help all living beings. Mantra wheels are an empty cylinder that wraps around an axle. The dimensions of such a cylinder can vary from many centimeters to many meters. Tibetans wear small mantra wheels on their hands, wrapping them around their light hands. The wheels are more worn out on a large number of temples and other sacred spores. In addition, stinks can be found in various villages, even those even distant from human life, wrapped in the energy of the wind or water in the water of the city. Such wheels are connected to a small turbine and rotate day and night.

It should be noted that all the mantra wheels turn behind the year arrow, as if they were marveling at the beast. Investigations of so-called torsion fields that arise when wrapped around massive cylinders, cones and other objects have shown that they have a pronounced biological and physical-chemical effect. Moreover, it has now been shown that there is a completely new type of physical fields associated with the spin polarization of the physical vacuum. The mantra wheel is a kind of ecological device, a kind of “entropy pump” that replaces chaos, disorganization and excessive middle ground. However, these devices, developed a long time ago, also have a number of know-how found in current spin-torsion generators. First of all, this is a mantra that serves as a modulator of the spin-torsion field. The type of such a mantra indicates the nature of the activity of such a generator. In other words, here the main effect of binding is not with the energy of prominence, but with the information component - the semantic structure of the mantra. Whose modernization of ancient archetypal signs, symbols and mantric formulas is credited to the following description, which we are indisputably able to produce. We will return to those harmonizing infusions of shapes more than once, even though it is not turned off, that you, breaking up the worm packaging design, work out for us first, and in the meantime... marvel at what your worm box looks like to the marmalade “Lemon Pieces” and open it ї for the anniversary shoot several times a day!

Olga Gulinkina,

for materials from critics

Mova for the project:

At the beginning of the last century, the great French architect Corbusier shouted: “It’s all geometry!” Today, at the beginning of the 21st century, we can repeat this feat with an even greater variety. In fact, you’ll be amazed – there’s geometry everywhere! Geometric knowledge and history, geometric culture and developments are of today’s professional importance for many current specialties, for designers and constructors, for robotics workers and scientists. It is important that geometry is a phenomenon of human culture. A person cannot properly develop culturally and spiritually, since she did not learn geometry at school; Geometry was chosen both because of the practical and because of the spiritual needs of people.

Geometry- This is the whole world that takes us away from the people themselves. Even though everything we need is close to us, even if geometry is otherwise fussed over, nothing disappears from a respectful glance. Geometry helps people walk in the light with wide-open eyes, learn to respectfully marvel at and appreciate the beauty of extraordinary speeches, marvel and think, think and practice.

I.Correct Rich Kuttniks

Geometry is a modern science and the first developments were carried out over a thousand times. Ancient people laid out ornaments made of knitwear, rhombuses, and rings on the walls of stoves. For a long time, the right rich people have been revered as a symbol of beauty and meticulousness. Over the years, people have learned to compete with the power of articles in practical life. Geometry in practice. The walls, the base and the stele are covered with rectangles. There are a lot of speeches to guess a square, a rhombus, a trapezoid.

For all rich cuticles with a given number of sides, the most suitable for the eye is the correct rich cuticle, in which all sides are equal and all sides are equal. One of these rich cuticles is the square, or in other words, the square is the correct cuticle.

The designation of a square can be done in several ways: a square is a straight cutter, in which all sides are equal and a square is a rhombus, in which all the sides are straight.

From the school geometry course we know: a square has all sides equal, all sides are straight,

The diagonals are equal, mutually perpendicular, the cross point divides halfway and divides the corners of the square halfway.

The square has low power levels. So, for example, it is necessary to fence off a small plot of the largest area with a fence of this kind, after selecting this plot that looks like a square.

The square has symmetry, which gives it simplicity and thoroughness of form: the square serves as a standard for measuring the area of ​​all figures.

1. Magic squares

Magic squares harness the power of numbers and Hebrew letters, with which stinks are associated, in order to obtain planetary power to the talisman.

Agrippa showed respect to those who had long respected numbers to the fullest understanding of the world. The number of people is of little importance to them and the mathematical butt of the skin is of little importance to the saints. The planetary forces are small in number, as were attributed to the Kabbalistic tree of life. Mars has a five; Venus has semka; Saturn has three; Misyatsya has nine; Jupiter is a four. Magic squares are grids of numbers, and when added horizontally, vertically, or diagonally, a new number emerges.

1. Tangram

Tangram is a game known to the whole world, created on the basis of ancient Chinese puzzles. According to the legend, 4 thousand years ago, a ceramic tile fell from one person’s hands and broke into 7 pieces. Afterwards, I tried to pick them up with my staff. From the new folded parts, immediately remove the new images. All this busyness turned out to be so fussy and puzzling that the folded square of seven geometric figures was called the Board of Wisdom. If you cut a square, then the Chinese puzzle TANGRAM, which in China is called chi tao tu, becomes popular. Rozumov's seven-piece puzzle. The name "tangram" is most popular in Europe from the word "tan", which means "Chinese" and the root "gram". In our country it is now broadened under the name “Pythagoras”.

1. Zirchasti richkutniks

Cream of the most correct rich-cuttings, there will be more light.

The term “zirkovy” is a corrosive root of the word “zirka”, and this indicates its similarity.

The star-shaped pentacle is called a pentagram. The Pythagoreans adopted the five-faced star as a talisman; it was considered a symbol of health and served as a sign of recognition.

There is a legend about those that one of the Pythagoreans fell ill at the hands of unknown people. The stench began to go away, but the illness did not arise. Without hesitation to pay for the delight and observation, the sick man before his death asked the ruler of the booth to paint a five-cut mirror at the entrance, explaining that there are people in this sign who will give him wine. And indeed, after ten hours, one of the expensive Pythagoreans noticed the star and began to educate the master's booth about those who appeared at the entrance. After the discovery of the ruler, the guest generously rewarded him.

The pentagram was well known in Ancient Egypt. Ale without middle, as an emblem of health, was also adopted from Ancient Greece. The sea-faring star itself “showed” us the golden proportion. This spіvіdnosheniya has been called “golden spandrel” for years. There, there, you can feel beauty and harmony. The people are well built, the statue, the miraculous Parthenon, the creations in Athens, are also ordered by the laws of the golden span. Thus, all human life requires rhythm and harmony.

II. Orchards in nature

1. Bjolini honey

The correct rich cutlets are found in nature. We will cover one of the butts, which are heavy-duty poles, with the right six-cut bars. Of course, they didn’t study geometry, but nature endowed them with the talent to create their own bodies in the shape of geometric figures. On these shestikutniki, you can turn the wax out of the middle. They add honey, and then cover it again with the wax-based marigold.

Why did they choose the shestikutnik itself?

To ensure consistent feeding, it is necessary to level the perimeters of different rich cutlets, but to maintain the same area. Give me the correct three-piece, the square and the correct six-piece. Which of these rich cutthroats has the smallest perimeter?

Do not forget the S-area of ​​the skin from the names of the figures, the side of the n-type regular n-cutnik.

To equalize the perimeters, we write down their relationship: P3: P4: P6 = 1: 0.877: 0.816

It is clear that of the three regular rich-cutlets with the same area, the smallest perimeter is the regular six-cuttail. Then, wisely, you should save a day and an hour to make a hundred.

Whose mathematical secrets would never end. Tsikavo decided to trace the honeycomb of hundreds of honeycombs. It is important to fill the space in such a way that there is no loss of light, which is beneficial with 2% wax. It would be a good idea to follow Bjolie’s thought from the tale “A Thousand and One Nothings”: “My wake-up call for the laws of the best architecture. Euclid himself could learn, knowing the geometry of my stilniks.” So, behind the help of geometry, we stumbled upon the hidden vaults of mathematical masterpieces made of wax, once again touching upon the universal effectiveness of mathematics.

Well, without knowing mathematics, they correctly “calculated” that a regular hexacutum has the smallest perimeter among the parts of a flat area.

Future steelers will instinctively try to make them more sticky, having used up the least amount of wax. The six-piece form is the most economical and effective form for the creation of combs.

The volume of the middle is about 0.28 cm3. When you wake up, you should use the magnetic field of the earth as a reference point. The centers of the combs contain drones, honey and fruit. They vary in size and depth. Honey - deep, drone - wider.

1. Snizhinka.

Snizhinka is one of the most beautiful creatures of nature.

Natural six-layer symmetry arises through the power of the water molecule, which forms a hexagonal crystalline lattice, which is absorbed by water bonds, and which allows it to form a structural form with minimal potential energy in the minds of the cold atmosphere. Yes.

The beauty and diversity of the geometric shapes of Donina’s snowflakes are admired as a unique natural phenomenon.

Mathematicians were especially struck by the discovery in the middle of the snowflake of a “crisp white point, which was the trace of the bottom of the compass that was used to christen it.” The great astronomer Johann Kepler, in his treatise “The New Gift. About six-day snowflakes,” explained the shape of crystals by the will of God. The Japanese teachings of Nakaya Ukichiro called snow “a leaf from the heavens, written in hidden hieroglyphs.” We were the first to create a classification of snowflakes. In the name of Nakaya, there is the world's only museum of snowflakes and snowflakes on the island of Hokkaido.

Why are snowflakes six-year-old?

Chemistry: In the crystalline structure of the ice, the skin molecule of water has a part in 4 water bonds, straightened to the tops of the tetrahedron under strictly singing corners, equal to 109°28" (at which in the structures of the ice I, Ic, VII and VIII this tetrahedron is regular). , at two peaks - by atom of water, electrons of which are involved in the illumination of the covalent bond with the acid.

The main feature, which indicates the shape of the crystal, is a bond between water molecules, similar to the jointed edges of a lancet. In addition, through varying degrees of heat and moisture, the crystals, which are essentially the same, take on different forms. By merging its path with supercooled fractional specks, the snowflake will take on a shape that preserves its symmetry.

III. The bounty hunters are near us

1. Parquet

Lizards, depicted by the Dutch artist M. Escher, create “parquet,” like mathematicians. The skin lizard fits snugly to its veins without any gaps, like tiles of a parquet underlay.

Regularly dividing the surface, which is called a “mosaic”, is a set of closed figures with which the surface can be paved without overlapping the figures and gaps between them. Call as a figure for a folded mosaic of mathematics vikorista simple rich-cuts, for example, squares, three-cuts, six-cuts, eight-cuts or combinations of these figures.

Garni of parquets from the correct rich squares: three-pieces, squares, pentacuts, six-pieces, eight-pieces. For example, colas cannot create parquet.

Parquet flooring has always been revered as a symbol of the prestige of flammable relish. The curing for the production of spruce parquet of valuable types of wood and the selection of various geometric cross-sections give an attribute of elegance and respectability.

The history of artistic parquet flooring itself is very long - it dates back approximately 12 centuries. At the same time, noble and noble mansions, palaces, castles and family markers began to appear new at that time - monograms and heraldic symbols on the undersides of halls, bays and vestibules, as a sign of special affiliation to strong in this world. The first artistic parquet was laid out in a primitive manner, from the point of view - from basic wooden pieces that match the color. Today, the molding of folding ornaments and mosaic designs is available. This is achieved through laser and mechanical cutting of high precision.

2. Tessellation

Tessellations, such as covering the surface with tiles (tiling), and collections of figures, which cover the entire mathematical surface, joining one after another without overlap and clearings. Regular tessellations are formed from figures that look like regular rich cutlets, and with the presence of any whiskers, the cutlets form the same shape. There are a total of three rich tessellations, attached to the vicoristics of the correct tessellations. This is the correct three-piece, the square and the correct six-piece. Correctly called tessellations are such tessellations in which the vikorstans have regular rich networks of two or three types and all vertices are the same. There are a total of 8 directions of correct tessellation. At once, three correct tessellations and all the right ones sound like Archimedes. Tessellation, in which the edges of the tiles contain recognizable figures, is one of the main themes of Escher’s work. His records contain over 130 tessellation options. He has a great number of his paintings, among them “Day and Night” (1938), a series of paintings “Between Cola” I-IV, and the famous “Metamorphoses” I-III (1937-1968). Put it down – paintings by current authors Hollister David and Robert Fathauer.

3. Shmatkov’s work from rich Kutniks

Since we can make smudges, squares and knitted fabrics without special preparation and without the knowledge of a sewing machine, then rich knitted fabrics require a lot of patience and skill from us. Even the richest maistrin of the klaptevy shittya will collect the rich kuttniks manually. The life of a skinned person is a kind of clastic canvas, where the brightness and charm of life are different from the gray and dark days.

There is a parable about klaptik shittya. “One woman came to the sage and said: “Teacher, everything in me is: the man, the children, and the house - another cup, but did I start to think: is everything okay? And my life has fallen apart, everything is not a joy!” Having heard this sage, I thought and was pleased to try to sew my life. The woman went to see the sage at Susny, but tried. She took the head, the threads and sewed the necklace of her doubts to the necklace of the blue sky, like she sewed at the window of her room. The little one laughed, and she sewed a piece of laughter onto her canvas. And so it went. The birds fall asleep - and another note is added, another one is brought to tears.

Carpets, pillows, serverets, and handbags were produced from the clasp fabric. “And everyone to whom they smelled felt how little bits of warmth settled in their soul, and they no longer felt at ease, and no longer did life seem empty and dirty to them.”

It’s important for the skin to create the canvas of your life. Here you can ride on the robots of Gorshkova Larisa Mikolaivna.

They began to work on the creations of carpets, carpets, kilimks, drawing the essence from their skin.

4. Ornament, embroidery and knitting.

1). Ornament

Ornament is one of the newest types of creative activity, which in the past had a symbolic magical sense, almost iconicity. The ornament is at least geometric, which is formed from the strict shapes of a stake, a circle, a spiral, a square, a rhombus, a knit and other various combinations. The ancient people gave singing signs to their declarations about the world of life. This ornamentist has a wide scope when choosing motives for his composition. I'm tired of delivering two dzherel - geometry and nature.

For example, kolo - sun, square - earth.

2). Vishivka

Embroidery is one of the main types of Chuva folk ornamental art. Today's Chuva embroidery, its ornamentation, technique, range of colors are genetically linked with the artistic culture of the Chuva people in the past.

The mystery of embroidery has a rich history. From generation to generation, designs and colorful designs were developed and embellished, embroidery patterns were created from characteristic national rice. The embroideries of the peoples of our land are distinguished by great originality, a wealth of technical techniques, and colorful solutions.

The skin of the people is dependent on the local minds, the peculiarities of everyday life, based on the nature of creating their own embroidery techniques, the motives of the Viserunks, their compositional style. In Russian embroidery, for example, a great role is played by the geometric ornament and geometric shapes of the heights and creatures: rhombuses, motifs of a female figure, birds, and also a leopard with a raised paw.

The shape of a rhombus depicted the sun, the birds symbolizing the arrival of spring.

There is great interest in the embroidery of the peoples of the Volga region: Mari, Mordvins and Chuvashs. The embroideries of these peoples are full of richly colored rice. It is important to establish the motives of the vizerunki and its technical victoriousness.

Folds of embroidery, folded from geometric shapes and strongly geometric motifs.

Through these investigations I have demonstrated that geometry is very important for people and that we cannot do without it. You need to get vaccinated. You need to get stuck. Geometry is an integral part of our life.

Items: