Considering the unique relations seen across different variants of spatial geometry. It stands as a universal interpretation to see the different elements of time and space as related via their proportions. When the values or constituents that compose the region are equal by proportional arrangements, they form agreements, and those agreements can be serially translated to 'things' like numbers. Found in the Fundamental Philosophy of Mathematics are examples of concepts that span across time and space which articulate the different agreements that compose 'Mathematics' and its constituent fieldings.
The circle below is an example of the above, because of the two geometric representations of a circle which can be seen in the visuals configuration. The two symbols located on the left hand side of the 'A' label are not the same symbol, but they are located at the same point along the metrics of the circle. This means that if one were coordinating the circles proportions, the two symbols assigned to the 'A' labeled position of identical metric would stand as equivalent along the axes of 'geospatial' articulation. The history, or 'time', of the visuals existence would then be the next means by which to decipher the cryptography of the two circles' relations. The same rule goes for the 'B' label, and any other geometric arrangement viewed within time's progression. When the constituent components match by grade of measure within the spatial folds of their arrangement, the equalizing dimensions unpack to reveal the serial 'numerology' of the universe's symmetry. It can also be called the 'mathematics' of the universe and also...art.
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