Oystein wrote:
I have attached you'r reconstruction attempt..
I didn't really get why you try to reconstruct? when you have the original..
Now the original Geometry doesn't fit as well..
We reconstruct to understand how it was constructed and try to discover the rules behind the process so we may learn.
Oystein wrote:Are you trying to back engineer the now invisible base geometry used? Or just make a nicer looking "AP Wheel"?
Answer:
ME wrote:from what I can determine it can only be geometrically reconstructed by means of this "secret geometry" symbolism
I think you'd really like the reconstruction process when you see it, pure gold.
I see you are more open to the fact that fruitful knowledge can come from researching Bessler's written and drawn work in a broader view, and that's good.
I'm not opposing the use of geometry.
Oystein wrote:I have attached you'r reconstruction attempt.
A Pentagon does not posses a 3:4:5 triangle. Quick calculus show that a pentagon is close, but definitely off: 2.94 : 4.05 : 5.00
To compare, the reconstruction I made is also off: 4:0088 : 2.9882 5.0000
So what is that pentagon doing there when it does not matches anything? And that underlines my exact point in this, and similar, topics.
Without proof, it's just projected stuff for no other reason than projection alone.
Here is something I think you'd like, and is unrelated to that earlier "secret geometry" reconstruction attempt.
Geometrically recreating the 3-4-5 triangle with circles and lines:
- Marking the intersection points A, B, F, and H.
Determine Point E as top-center.
- Draw a circle with the center at A (red)
Draw a circle with the center at B (red).
Both with the same radius.
They cross at intersection C and D. draw that line (yellow).
It intersects at the top, marked as E.
Draw line E-F
Draw it perpendicular to G.
It so happens that it extends to point H, and confirms that those points are symmetrically to the center (Assumed FAEBH are part of a circle).
Triangle E-G-F forms a 3-4-5 triangle.