Everything arises out of the void
Sacred Geometry uses a compass and a ruler. The compass has a point and a marker. The point of the compass is the bindi point of sacred geometry. Three points define a 2D circle. Four points define a 3D sphere.
2D coordinate geometry (analytic geometry) represents points and shapes on a two-dimensional plane using ordered pairs (x,y) on a Cartesian system with horizontal (x) and vertical (y) axes. It enables calculation of distances, midpoint locations, and slopes, as well as defining geometric figures like lines, circles, parabolas, and ellipses through algebraic equations.
3D coordinate geometry defines points in three-dimensional space using an ordered triple (x,y,z), representing distances along three mutually perpendicular axes (x,y,z)) intersecting at an origin (0,0,0) representing the lowest possible energy in the model.
Polar 3D coordinate geometry extends 2D polar coordinates to three dimensions, typically using cylindrical
(r,0,z) or spherical
systems to represent points using distances and angles rather than
.