12 集
Foundations of Pyramid Science - 1

Foundations of Pyramid Science - 1
After David Wilcock’s discussion on the discovery of a pyramid on Ceres, we can return our focus to the power of pyramids on Earth. In order to do that, we need to examine the fluid-like properties of space-time, as proposed by Nassim Haramein.
30 分钟
2012年12月31日
Pyramids and Photon Vortexes - 2

Pyramids and Photon Vortexes - 2
Now that David Wilcock has given us an understanding of the physics of gravity and photons, we begin to learn how a pyramid can attract and shape the fluid-like substance of space-time. The photon vortexes created by pyramids can have a mysterious effect on the materials of our reality.
32 分钟
2012年12月31日
Build your own Pyramid - 3

Build your own Pyramid - 3
Have you ever wanted to build your own pyramid? If so, David Wilcock offers guidelines to keep in mind when constructing your pyramid. But be careful, for too much time within the pyramid can clear karma too quickly and cause major disruptions in your life.
31 分钟
2012年12月31日
4th Density Pyramids - 4

4th Density Pyramids - 4
As our sun is migrating into a 4th density state, we are bombarded with higher density energy and pyramids are creating higher density photon vortexes with increasingly strange results. David Wilcock discusses what these strange results mean as we transcend into 4th density.
36 分钟
2012年12月31日
The Photon: Seed of the Universe - 5

The Photon: Seed of the Universe - 5
The time has come for us to explore what a photon is and how it is the seed of the universe. David Wilcock lays out the nature of the universe as a fractalization of the original photon. Plus we examine what the Law of One Material has to offer concerning the origin of our universe.
31 分钟
2012年12月31日
Our Fractionalized Universe - 6

Our Fractionalized Universe - 6
In order for us to understand the nature of our universe, and the photon that created it, we must come to an understanding of the geometric nature of our reality. To do this, David Wilcock explores the relationship between the platonic solids.
31 分钟
2012年12月31日
Deeper into our Fractionalized Universe - 7

Deeper into our Fractionalized Universe - 7
David Wilcock explains the nature of our universe, as deeper iterations of a single photon. These iterations align perfectly with sacred geometry and with a fundamental constant in quantum physics known as Planck’s constant.
31 分钟
2012年12月31日
The Universe is a Single Photon - 8

The Universe is a Single Photon - 8
Our universe is both infinitely large and infinitesimally small because it is a fractional emanation from a single geometric form.
33 分钟
2012年12月31日
Illuminating the Templars and the Maltese Cross Part 1 - 9

Illuminating the Templars and the Maltese Cross Part 1 - 9
In a recent experiment, the shape and wave fronts of a single photon were holographically imaged. The pattern that appeared is best known as a Maltese cross shape. Ancient occult groups passed on their secret knowledge through this symbolism which represents the universe growing from a single photon.
31 分钟
2012年12月31日
Illuminating the Templars and the Maltese Cross Part 2 - 10

Illuminating the Templars and the Maltese Cross Part 2 - 10
We go deeper into illuminating the connections between secret societies and their use of the Maltese cross type symbols. Plus we gain more of the backstory of negative groups which have coopted this symbolism for their own gains.
32 分钟
2012年12月31日
The Photon as a Universal Geometric Fractal - 11

The Photon as a Universal Geometric Fractal - 11
The nature of the universe can be scientifically discerned as a geometric form. But this is something which ancient occult groups have already understood and encoded within their stylized cross imagery. Plus we explore the science of octahedral fractals, which define the shape of our universe.
35 分钟
2012年12月31日
Super Balance Geometry - 12

Super Balance Geometry - 12
Finally all of the pieces come together as we begin to understand a new cosmology that redefines what we think of as the universe. What we now learn, is that everything moves along the same octahedral patterns, and sizes themselves within the same ratio.
31 分钟
2012年12月31日













