The interesting cosmic geometry of the following identity is described below. This identity allows us to unite the geometry of the circle, square and rectangle. We start off by constructing the squares. (grey area = 4ab) And next we add the circles as shown below. Then we construct the blue 3-4-5 triangle. (2√(ab) = a… Read more

The sacred 345 triangle has many mathematical and geometric lessons to teach. The 345 code is fascinating and shows how whole numbers are connected by an elaborate set of geometry. Follow my current progress at folding circles. Below we can see how the numbers 1-9 are connected. Then we can see how the 345 triangle… Read more

The Giza Plateau All three pyramids of Giza in one geometry (deep dive into the cosmic ±plus or minus identity). The 8 sides of the Great Pyramid at Giza (3D Khufu) The pyramids at Giza are sacred gifts of divine knowledge encoded into stone. Exploring the amazing mystery of the Giza plateau and the three… Read more

The Squircle (Squared Circle) generator is my shiny new geometry visualisation tool. Explain this madness? We can create a (scalable fractal) squared circle for any number. Below we can see the relationship between the two main triangles. The geometry of each squared circle starts off with one square, two circles and two triangles. One for… Read more

Is it possible to square the circle or circle the square? Lets explore the idea. We can ‘square the circle’ in two different ways. The (1st) where the circle and square have equal perimeter and (2nd) where the circle and square have equal area. This gives us the opportunity to visualise the geometry of different… Read more

The geometry of these folding fish is very interesting. I have found two different folding fish. (square based and non-square based) They can be connected together in many fascinating ways. I named them folding fish because they look like fish and fold into a solid. Below are the first five folding fish found in the whole number spiral.… Read more