Four hexagonal plates are a mechanism for finite-infinite transformations

We had discovered the overall relations in 1998 when our newly-created molds began producing an abundance of perfect, clear plastic tetrahedrons and octahedrons. We designed a game in 1999 to teach school children the interiority of these basic structures.

Not until 4 March 2025 did we see this structure as a finite-infinite transformation mechanism. That is a key discovery within the website, https://81018.com.

Using a toy model, it is assumed that very first moment defines Notation-0 with Planck Time-Planck Length manifesting as a shell sphere. We asked ourselves, “What else can we know about that moment?” We assumed it is defined by the simplicity of spheres, particularly π-e-φ-√2 which discretizes everything with the natural continuity-symmetry-harmony of the irrationals.