The fifth in a series of seven videos introducing an important geometric pattern missing from within base-10 mathematics. These videos explain why this geometry is relevant to both mathematicians and physicists and deserves further exploration from both of these communities.

@EricRWeinstein I’ve discovered a base-12 Cartesian geometry that produces exact divisions of the circle (including a clean 360° construction) using lattice points and the Flower of Life. It generates precise 7.5° angles geometrically without relying on the usual trigonometric approximations. Curious if this might interest you given your work on Geometric Unity.

Pi, 360 Degrees and √2 - how dozenal geometry surprisingly links dispara... youtu.be/g8yBcd5bZlw?si=Tjrw… via @YouTube In this video I am sharing new math discoveries and revealing geometric structures which can only be accessed on the base-12 Cartesian plane. If you are unaware of there being any difference between base-10 and base-12 math, then this video will open your eyes to things new and unexpected.

The dozenal dodecagon is a unique geometric structure existing solely on the dozenal Cartesian plane. Dividing it's diameter into its perimeter results in a unique number. Is this dozenal pi? Geometry that provides a scaffolding for plotting points on the circle. This is new!

The fourth in a series of seven videos that introduces a foundational geometric pattern that is not visible within base-10 math. This pattern reveals a geometric structure of the circle hitherto unseen, highlighting its importance to both the math and physics communities.

This is the third in a series of six or seven videos introducing a foundational geometric pattern that is missing in base-10. Clearly explained, this pattern reveals an important structure that deserves further exploration by both the math and physics communities.

This is the second in a series of six or seven videos that is introducing everyone to the important and foundational geometric pattern that is missing in base-10. At the end you will understand why this information is so important to both the math and physics communities

This is the first in a series of six or seven videos that will introduce base-12 math, explain why it is important, and clearly illustrate the geometry that is missing in base-10. At the end you will realize why the math and physics communities need to look deeper into this.

In this video I am clarifying the geometric proportions contained within one "unit of circumference". These units will make up each ring of the diagram for 360 degrees, and will eventually be used to divide a given circle into 360 equal portions.

My thoughts on an important geometric pattern that is an intrinsic part of the diagram for 360 degrees.

Part two in the series, beginning the process of dividing the diameter into the perimeter, which will eventually become the circumference. A simple step with profound repercussions.

Calling this part one, or the first step, in creating the diagram for 360 degrees - building it on the base-12 Cartesian plane.

Unlocking Dozenal Geometry: A Math Adventure for Beginners, Physicists &... youtu.be/SJ4nzHDjKLA?si=NMGK… via @YouTube

The diagram for dividing the circumference of the circle is actually quite simple, and built on a very straightforward geometric structure.

Another step in the creation of a diagram that changes everything we know about the geometry of the circle.

Another insight into the world of dozenal math and base-12 geometry. This time with regard to a simple Pythagorean triple.

Something to think about with regard to dozenal geometry, and the base-10 Cartesian plane.

Continuing to reveal the geometric structure of the diagram that perfectly divides the circle into 360 degrees. Doing my best to pack a lot of unfamiliar, yet also straightforward, information into these 3 minute presentations.

Another step in the creation of the diagram that enables the perfect division of the circle into 360 equal sections using dozenal geometry.

The second video where I am introducing the geometric pattern that will divide the circle perfectly into 360 equal sections using dozenal math. This is not trivial. It will unify the concept of degrees with pi, and revolutionize our understanding of irrational numbers.