The Origins of Dimensions
The Gregorian Universal
System and Units of Measurement System was able to derive the zero dimension,
the first dimension, the second dimension, and the third dimension from
the circle as illustrated below.
Link to the book: The Gregorian Universal System and Units of Measurement System (GUSUMS): The Art of Mathematics
The Zero Dimension
The zero dimension in mathematical is a point. This means that it has no width, height, or length. In sacred geometry, the first zero dimensional point will be the initial point at which the first circle is drawn. After that, the other zero dimensions are all the points in which two or more circles intersect.
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| The Zero Dimension is a point |
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| In Sacred Geometry the zero dimension is the point at which the circles intersect |
The First Dimension
The first dimension is
a line. This means it is just a length, or just a width, or just a height but
not more than one of them. Thus, we get the first dimension by combining at
least 2 points or 2 one-dimensional points.
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The first dimension is a line
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| The first dimension is the result of joining two points at which the circles intersect or the joining of two zero-dimensions |
The Second Dimension
The second dimension in
mathematics is a plane, polygon, or, flat surface. This means that it has no
breadth. Examples of polygons include a square, a rectangle, a rhombus, a
trapezium, etc. Thus, the second dimension also originates from the circle by joining
at least 3 lines (at least 3 2-dimensional objects. The reason why the meaning
number is 3 is because the first 2-dimensional object that can be created is
the triangle which has 3 sides. The examples below shows the 2-dimensional shapes
that can be created from the fruit of life.
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| The second dimension is a polygon, plane, or flat surface. |
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| Examples of 2-dimensional shapes from the fruit of life |
The Third Dimension
The third dimension
comprises of objects that have length, width, and breadth. Examples of search objects include; the tetrahedron, the cube, a sphere, a square-base
pyramid, a cylinder and a cone. This implies that the third dimension is a result of joining polygons or 2-dimensional shapes. For example, a cube comprises of square surfaces while a tetrahedron comprises of triangular shapes. GUSUMS was able to show that the concept of the
cube and the tetrahedron could have originated from the circle by depiction
them in the seed of life.
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| The Third Dimension |
The Cube
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| A 2-dimensional depiction of the Cube |
The Tetrahedron
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| a 2-dimensional depiction of the tetrahedron by GUSUMS |
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