# The Atom and the Seed of life

The Seed of life is a foundational Mandala that is derived from a set of 7 interlocking circle of the same size. Amazingly, it’s creation also maps both the dimsions and nature of the election cloud

## Overview

The seed of life, can be created using just a simple drawing compass. It is constructed without the need for any kind of measurement. From the Circle, to the Vesica Piscis, to the Seed, the process of drawing expands through various stages that map, the various stages in the electron cloud.

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# Concept

## Orbital Structure and the Seed of Life

From the perspective of geometry, we draw this expansion from overlapping circles. Once we reach 7 interlocking circles, the Seed of Life, a symbol found throughout the ancient world, appears.

The process of drawing the Seed of Life reveals exactly how the sub-orbitals of the electron cloud are able to form. After the first circle, which represents the S-orbital, a second is added to generate a form called the Vesica Piscis. This form defines two points (nodes) from which we can create a line, the shape of a P-orbital. Adding two more circles to each node produces a form called the Trion Re. The four overlapping circles generate nodes that divide space into 4 quadrants. This creates a cross that matches the geometry of the D-orbitals. Notice, there is no outer square boundary. Finally, the triangle and hexagon come into existence from the completion of the Seed of Life Mandala, which is indicative of F-orbitals.

Viewed like this, it makes sense that the geometry determines the formation of subsequent orbitals shapes, which starts to point at a very different perception of the electron cloud, based on the nature of space itself.

## Key point

The process of drawing the Seed of Life reveals exactly how the sub-orbitals of the electron cloud are able to form.

## The Cross and the Square

The dot, line, triangle and square are the most fundamental forms in geometry which appear to structure the electron cloud. But why do hexagonal F-orbitals appear after the cross-shaped D-orbitals?

To clarify this, we need to introduce aspects of our new concept called ‘Inverse Geometry’. This proposes the existence of a geometric form, generated by two lines that cross at 90° to each other. The ‘cross’ is distinctly different from the square. While the 90° angles of a square act as a container, the 90° angles of the cross surround a dot at the centre stretching into infinity without a boundary. When we combine the square and the cross, it divides the square into 4 quadrants. The cross is a simpler form than the triangle, being construct from two one dimensional lines at 90°. We call this 0², a concept that is extensively outlined in Universal Math. We propose that this is the reason why the cross shaped D-orbitals proceed the hexagonal shaped F-orbitals, that conform to a 2D triangle. The progression of dimensional space is therefore:

1. Dot (0D)
2. Line (1D)
3. Cross (1D on a 2D plane)
4. Triangle (smallest 2D shape)

F-orbital pairs can be created from two equally overlapping triangles, a hexagram. In symbolism, this is known as the Star of David. Similarly, the cross (e.g. Celtic) is another prominent symbols in religious and spiritual cultures.Are these symbols showing us the secrets of the very fabric of reality?

## The Vesica Piscis and the Bohr Radius

The Bohr radius (a0) is a scientific constant, which defines the radius of a hydrogen atom, the distance between an electron to the nucleus. It is derived from mathematical calculation rather than actual measurement. According to this standard, the radius of Hydrogen (1) is 53pm, and Helium (2) 31pm. When we divide 53 by 31 we get a very close approximation to √3.

### 53/31= 1.709 ≈ √3= 1.732

The ratio of √3:1 is very crucial when it comes to geometry. We find it in a prominent spiritual symbol known as the Vesica Piscis as the distance between the nodes (√3) to the circle’s radius (1).

Helium is the second element and the first noble gas on the periodic table. This non-reactive element produces an impenetrable boundary, upon which subsequent atoms can form. It is this nature that allows two hydrogen atoms to form a water molecule. If helium (2) was not a noble gas then oxygen (8) should bond to each other, yet such a molecule never occurs in nature.

√3 is not just found in the Vesica Piscis, but also in the Seed of Life. The 7 equally overlapping circles can be encompassed in a larger circle, twice the size. The template gives rise to a hexagon within the central circle. Inside the hexagon, we can draw a smaller circle, which will have a diameter of √3.

Based on the combination of the Vesica Piscis and Seed of Life, we can compose the image of a 4D torus. The Vesica Piscis represents the torus seen from the side, and the Seed of life represents the torus seen from above.

Note that in the image above, the central curves inside the Vesica Piscis are a ‘double’ line. Due to perspective, The one behind is obscured by the one in front. The resulting image produces a torus that is divided into six equal sections. The north and South Pole are separated by a distance of √3. From a 4th dimensional perspective, the Vesica Piscis and Seed of Life define a torus that exactly maps the difference in atomic radii of hydrogen and helium.

## Key point

The Vesica Piscis and Seed of Life define a 4D torus that exactly maps the difference in the Bohr radii of hydrogen and helium.

## Experimental data

The radius predicted by the Bohr model is most commonly quoted in the theory of quantum physics. A 2nd data set is derived from the Van dar Waal radius, which are generally much larger, as the model tends to treat the atom as a solid shpere. By placing the atoms in an atomic lattice, the distance between each atomic nucleus can be measured and halved to produce an experimentally determined atomic radius for each element. Surprisingly, this data set differs widely from both the Bohr and Van Dar Waal models.

###### Example of the 3 types of atomic radii, for the first 4 elements on the periodic table.

Upon Closer examination, we find that from a radius of 0.25Å, the atomic shells double in size the next 2 P-orbital elements found in Group 17. Fluorine (9) has a radius of 0.5Å, Chlorine (17) 1Å. After this the D-orbitals appear which reduces the radius of the subsequent elements. This pattern of expansion through doubling is found within the Seed of Life.

## The Seed to the Flower maps the electron orbitals

The Seed of Life expands though two mores stages, to create the Egg and Flower of Life. The first expansion adds 6 circles to the first, creating the Seed of Life, 7 circles, which represents the first set of P-orbitals, the first Octahedron. The pattern unfolds with another 6 circles, creating the Egg of Life, 13 circles, which encompasses the second Octahedron and the blueprint for the Cube, the D-Orbitals. Finally, another set six circle forms the Flower of Life with a total of 19 circle to manifest the third Octahedron and the Cuboctahedron. Within this teamplate we can also find the blueprint for other Platonic and Archimedean Solids, including the Rhombic-Cuboctahedron, that we have ascribed to the torus D-orbital.

Note that in the image above, the central curves inside the Vesica Piscis are a ‘double’ line. Due to perspective, The one behind is obscured by the one in front. The resulting image produces a torus that is divided into six equal sections. The north and South Pole are separated by a distance of √3. From a 4th dimensional perspective, the Vesica Piscis and Seed of Life define a torus that exactly maps the difference in atomic radii of hydrogen and helium.

## The Fruit of Life maps the Final electron orbitals

The Flower of Life image can be expanded through two more layers up to create the ‘Flower of Light’ (37) and ‘Flower of Heaven’ (61). These 61 circles create the blueprint for the Fruit of Life, 13 full circles, which in turn is able to produce a 2D projection of the 5 Platonic Solids. But that is not all. By connecting the nodes we can define a Cube (side-length √2), with an Octahedron (side-length 2), and Rhombic-Cuboctahedron (side-length 1) nested inside. The Star-Tetrahedron can also be mapped to each corner of the Cube, with the Icosahedron encompassing the complete image.

This outlines the simple geometric structure for the atomic orbitals, which can be mapped to the Seed, Flower, and Fruit of Life. From this the motif known as ‘Metatron Cube’ is generated, by connecting the centres of each circle on the Fruit of Life. This in turn, creates the shadow projection of the 5 Platonic solids, as well as a host of Archimedean and Catalan polyhedra. This knowledge weaves itself together to form a geometric concept of the electron cloud.

## Atomic Geoemtry

Explore the geometry of the atom in more detail with our new geometric theory of the atom

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# Conclusion

## What does this tell us about the Atom?

The 2-dimensional blueprint of the atom is perfectly expressed in the geometric nature of the seed, flower, and fruit of life. The implication is that this simple compass construction can map all the orbital shapes, and even expresses them in the correct order.

## Atomic Geometry: a fresh perspective.

Atomic geometry is applicable to the electron cloud that surrounds the hydrogen atom, from which the scientific data of the S, P D and F orbitals have been collated. It offers a clear view of the fractal nature of space. The same structures can also be seen to organise other physical phenomena too, such as the planets of our solar system. This in turn lends us to a new geometric model of the universe that begins to solve some of the most perplexing problems facing traditional atomic models.

### Brillouin Zones and the geometry of Ferromagnetic and Electrically Conductive Waves

The idea that electrons moving though a wire produces electrical flow was disproven over 100 years ago. The Brillouin Zones are used to map the electron waves, which exhibits a particular geometric structure.

### D-orbital Geometry – Part 1

D-orbitals form cross shapes lobes that unify on the x, y, and z axis to produce a hypercubic model of the electron cloud

###### Question?

I have seen that the fruit of life also maps the dodecahedron. Why is that missing from the shapes you have covered?

By drawing Metatron’s Cube we can produce the dodecahedron, however you will notice that it is ‘projected’ by the icosahedron. In more advanced knowledge we cover the rhombic-dodecahedron, which although not appearing as a specific orbital shape, is formed around a compound of a cube and octahedron. More information can be found on our post on geo-quantum mechanics.

###### Question?

I have drawn Metatron cube many times, but I have never seen the Rhombic-Cubocthedron depicted. How did you arrive at that?