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Application of Concentric Circles to the Solar System

The circular pathways of the eight planets in the solar system are eight Concentric Circles corresponding to the eight major parallels or circles of latitude on either side of the celestial equator. What this means is that the solar system is the celestial sphere and all objects in the sky are projected on the spherical structure formed by the solar system.

Although the solar system is a three dimensional structure, the eight concentric circles constitute a two-dimensional representation of the celestial sphere.

Four out of the eight major circles of latitude constitute the northern celestial hemisphere and the remaining four constitute the southern celestial hemisphere, which means that four circular pathways of four planets are the northern celestial hemisphere and four circular pathways of the remaining four planets are the southern celestial hemisphere.

The planets whose circular pathways constitute the northern celestial hemisphere are Venus, Mars, Jupiter and Saturn. The planets whose circles constitute the southern hemisphere are Mercury, Earth, Uranus and Neptune.

When represented as eight concentric circles, the celestial sphere is geometrically Bagua (heaven). Bagua is an octagon (an eight-sided polygon) made up of two squares forty five degrees apart.

In reality, there is only one square known as the holy city. The same square was labelled three  heavens depending on its position. As a square it was labelled first heaven, as an octagon it was labelled second heaven, and as a cubicle it was labelled third heaven. The first heaven is denoted by four concentric circles, the second heaven is represented by eight concentric circles, and the third heaven is represented by four concentric circles.

Consequently, the first heaven (four concentric circles) is equal to the third heaven (four concentric circles). The first heaven (a square) is a two-dimensional representation of the celestial sphere of the harmonious world, and the third heaven (a cubicle) is a three-dimensional representation of the celestial sphere of the harmonious world. The first heaven and the third heaven are the same heaven described as the holy city or new Jerusalem.

The first heaven is made up of two perfectly aligned squares that seemed like only one square. The first square represents man and the second square represents God. This means that God and man were so aligned under the first heaven that it was impossible differenting God from man. God is the Father and man is the Son.

The second heaven was an octagon made up of two distinct squares. Here, the Son (man) was clearly differentiated from the Father (God). One of the squares constituting the cubicle was tilted forty five degrees from the other such that they appeared as two different squares. This, of course, implies polarity, and the world under the second heaven was a divided and polarised world. It was a world of conflict and strife.

Man was alienated from God under the second heaven, and the third heaven is where man was restored back to God.

To restore man to God, the second square, tilted forty five degrees from the first, is tilted forty five degrees further. This means that man was restored back to God when the square representing man was tilted ninety degrees further from the square representing God.

Therefore the third heaven is simply the first heaven. This was why Jesus described the same paradise (the holy city) as a square (equal length and breadth) and a cube (equal length, breadth and height).

Consequently, the solar system can be portrayed as five concentric circles made up of the celestial equator and four concentric circles; the other four circles are hidden behind the visible circles. Since five concentric circles are equal to a celestial hemisphere, the celestial sphere can be portrayed as a single celestial hemisphere.

Since the observable sky is a celestial hemisphere and the other half is invisible, the observable sky is the celestial sphere. This means that the observer is the centre point of the celestial sphere or the solar system. He is the centre point of five concentric circles.



Four-dimensional Space

In harmony, 4-D space (four-dimensional space) is a tesseract comprised of an outer large cube representing 3-D space and a small invisible inner cube representing the fourth dimension.

The two cubes are space and time, such that the tesseract is spacetime.

Spacetime implies equilibrium between space and time.

A cube is made up of the following three equal sides:

1. Length (l)
2. Breadth (b)
3. Height (h)

The three sides are three dimensions of space such that the cube represents three-dimensional space.

Time (the fourth dimension) has the following three sides:

1. Hour
2. Minute
3. Second

Time is the reflection of space, which means that time is a cube in another dimension.

Since length is l, breadth is b and height is h, hour is l', minute is b' and second is h'. l', b' and h' are reflections of l, b and h respectively, such that time is the image of space.

There is a mirror between time and space. When a cube is placed in front of a mirror, the image in the…

Yinyang in the Holy Bible

Yinyang is the pillar of cloud and the pillar of fire described in Exodus 13:21-22. The pillar of cloud is darkness (Yin), the pillar of fire is light (Yang), such that the two pillars are Yinyang.

"During the day the LORD went in front of them in a pillar of cloud to show them the way, and during the night he went in front of them in a pillar of fire to give them light, so that they could travel night and day. The pillar of cloud was always in front of the people during the day, and the pillar of fire at night." (Exodus 13:21-22)

Note that Yinyang is not 'Yin Yang'. Yinyang implies unity or reconciliation and 'Yin Yang' means division or conflict.

The Israelites left Egypt as a united people, which implies that their journey from Egypt to the Promised Land was governed by the force of Yinyang (not Yin Yang).

Yinyang is only one word. Yin Yang are two words.

Yinyang = 1 (unity or neutrality)

Yin Yang = 2 (division or polarity)

Day and night are two equal hal…

Circumscribed Circle

In geometry, a circumscribed circle (also circumcircle) of a polygon is a circle enclosing a cyclic polygon such that the circumference of the circle passes through all the vertices of the polygon.

All triangles and all regular simple polygons are cyclic polygons, which means that equilateral triangle, regular cyclic quadrilateral, regular pentagon, regular hexagon and regular octagon are cyclic polygons.

Recall that an octet is a regular octagon comprised of regular hexagons and equilateral triangles. Since these three geometric shapes are cyclic polygons, an octet is a circle comprised of circles.

In logical reasoning, the intersection between two equilateral triangles is a conjunction between two circles or two rings. Two circumscribed equilateral triangles are merged to form a circumscribed regular hexagon, and eight circumscribed regular hexagons are fused to form a circumscribed regular octagon.

Since the three geometric shapes are circumscribed polygons, each one can be substi…



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