When you need to measure how a whole planet functions, you need the functional computations of the apex system used by ancient civilizations to,
"give their pyramids over to the peaceful alien presence".
Meaning that at the time of ancient Greece, Maya and so on, the concept of having built the pyramids so that the alien beings could do the measurements for us as
a planet.
However, to not have the answers is probably going to pose a greater challenge than ever before. To construct ,types of ,"white pyramids" on the surface of Mars
will give the data we need by connecting them to the satellites in orbit around Mars. How would this function?.
Well for one, the surface level as the indication of measure on the area as observed by satellites could give the reference points to the whole Mars structure by way
of the height of it ,and the 3 sided pyramids will, "triangulate" any measurements as related to the surface 3S and the positioning of the pyramids as observed from the
satellites as they observe them on an angle to the plane of Mars's circumference or it's horizon, to such an enormous load of data gained, that the whole planet could be
defined in some basic computational models of the triangulated references and relationships of the types that, "ancient Greek mathematicians used".For example the
computation of the distance between any object with a height that casts a shadow and how this measures the other specifics of the wobble of Mars as it displaces the enormous data that may connect it to the, "solar wind" effect as the motion of data gained from the pyramid as it displaces to Earth. From there it could be used to measure the whole spectrum of ,inner, "Mars specifics".
The thing is that we already have pyramids on Mars, or what looks like pyramids that could easily be mapped topographically to define their structural geometry and then used to define the other ,"hard facts" of the Mars interior and it's inner composition.
seen here, the,"cydonia" region on Mars with the improvised pyramid shape.
"give their pyramids over to the peaceful alien presence".
Meaning that at the time of ancient Greece, Maya and so on, the concept of having built the pyramids so that the alien beings could do the measurements for us as
a planet.
However, to not have the answers is probably going to pose a greater challenge than ever before. To construct ,types of ,"white pyramids" on the surface of Mars
will give the data we need by connecting them to the satellites in orbit around Mars. How would this function?.
Well for one, the surface level as the indication of measure on the area as observed by satellites could give the reference points to the whole Mars structure by way
of the height of it ,and the 3 sided pyramids will, "triangulate" any measurements as related to the surface 3S and the positioning of the pyramids as observed from the
satellites as they observe them on an angle to the plane of Mars's circumference or it's horizon, to such an enormous load of data gained, that the whole planet could be
defined in some basic computational models of the triangulated references and relationships of the types that, "ancient Greek mathematicians used".For example the
computation of the distance between any object with a height that casts a shadow and how this measures the other specifics of the wobble of Mars as it displaces the enormous data that may connect it to the, "solar wind" effect as the motion of data gained from the pyramid as it displaces to Earth. From there it could be used to measure the whole spectrum of ,inner, "Mars specifics".
The thing is that we already have pyramids on Mars, or what looks like pyramids that could easily be mapped topographically to define their structural geometry and then used to define the other ,"hard facts" of the Mars interior and it's inner composition.
seen here, the,"cydonia" region on Mars with the improvised pyramid shape.
from:
www.nature.com/articles/s41467-018-06010-w
date 2019
May 2
The study of spatial symmetries was accomplished during the last century and had greatly improved our understanding of the properties of solids. Nowadays, the symmetry data of any crystal can be readily extracted from standard first-principles calculation. On the other hand, the topological data (topological invariants), the defining quantities of nontrivial topological states, are in general considerably difficult to obtain, and this difficulty has critically slowed down the search for topological materials. Here we provide explicit and exhaustive mappings from symmetry data to topological data for arbitrary gapped band structure in the presence of time-reversal symmetry and any one of the 230 space groups. The mappings are completed using the theoretical tools of layer construction and symmetry-based indicators. With these results, finding topological invariants in any given gapped band structure reduces to a simple search in the mapping tables provided.
Ancient aliens and the functions of the pyramids on Earth as our human need to have peaceful alien beings observing the data that they have high above Earth in space, that has guided human advancements by such knowledge being channeled back to human representation.
So then this human representation has the same reference tot he possible pyramid origins on other planets such as Mars.
This human reference is our own view of the ,"cydonia view " ,as though we were aliens ourselves and that we are able to change human reference into, "alien reference " as the way that the signal data =the specifics of the Mars planet and our own mix in with the probes on Mars as the perspective view of our, "surface as human reference".
Within the limits of the above mentioned data , the facts of the applied ,"spacial symmetries" could be applied to many variables of symmetry observed in nature.
One of them is the Saturn hexagon.
The possibility of comparing the pyramid with the hexagon.
One of them is the Saturn hexagon.
The possibility of comparing the pyramid with the hexagon.
An equilateral triangle and a regular hexagon. An equilateral triangle and a regular hexagon have equal length perimeters. ... and each of these triangles has half the perimeter of the hexagon and hence half the perimeter of the larger triangle.