What is the role of unknown geometry in the tetrahedral constant?

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In summary, this conversation discusses the validity and relevance of the 'secret' involving a woman with wings and the head of a goat, and its comparison to other concepts such as pyramid power. The conversation also mentions the significance of the COMPLETE flower in today's science and asks for opinions on its geometry and role in the tetrahedral constant. It then poses various questions about the flower's potential connections to ultimate happiness, untold questions, oneness with the universal creator, and other humorous possibilities. The final comment acknowledges that this is the last post before the thread is locked.
  • #1
andymonk
Is this geometry known to main stream science? What part does it play in the tetrahedral constant? I would appreciate any opinions. http://thecompletefloweroflife.blogspot.com/ x
 
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  • #2
The fact that part of the 'secret' involves a woman with wings and the head of a goat should give you a good clue as to the validity of it. Put it on the same shelf as 'pyramid power' and move on with your life.
 
  • #3
Danger said:
The fact that part of the 'secret' involves a woman with wings and the head of a goat.
There's a picture of me on the site?
 
  • #4
Yup. Topless, yet. :biggrin:
 
  • #5
The flowers relevance today

Danger said:
The fact that part of the 'secret' involves a woman with wings and the head of a goat should give you a good clue as to the validity of it. Put it on the same shelf as 'pyramid power' and move on with your life.
If you look into the buckminsterfullerene molecule and the tetrahedral constant,you will see the importance of the COMPLETE flower to todays science:wink: x
 
  • #6
andymonk said:
Is this geometry known to main stream science? What part does it play in the tetrahedral constant? I would appreciate any opinions. http://thecompletefloweroflife.blogspot.com/ x

Is this the secret to ultimate happiness?
Is this the answer to all untold questions?
Is this the last link to complete all knowing oneness with the universal creator?
Is this the home of the triffids?
Is this a place where my socks can become whiter than white?:
Is this the shape of the latest pill from Pfizer?
Is this the last post before this thread is locked?
 
  • #7
Chi Meson said:
Is this the last post before this thread is locked?
Yep, you got the kill on this one.
 

FAQ: What is the role of unknown geometry in the tetrahedral constant?

What is the meaning of "unknown geometry" in the tetrahedral constant?

The term "unknown geometry" refers to the shape and structure of a tetrahedron that is not yet fully understood or known. This could include irregular or complex tetrahedral shapes that do not fit into a traditional geometric definition.

How does unknown geometry affect the tetrahedral constant?

The unknown geometry of a tetrahedron can impact the value of the tetrahedral constant, which is a mathematical constant that relates the volume and surface area of a tetrahedron. Different unknown geometries may result in slightly different values for the constant.

Can unknown geometry be accurately measured in a tetrahedral structure?

Yes, unknown geometry can be measured through various methods such as computer simulations or physical measurements. However, due to the complexity of some unknown geometries, it may be difficult to obtain an exact measurement.

How does studying unknown geometry in the tetrahedral constant contribute to scientific research?

Studying unknown geometry in the tetrahedral constant can provide insights into the nature of complex structures and their properties. It can also help researchers better understand the relationship between geometry and mathematical constants, leading to advancements in fields such as mathematics, physics, and engineering.

Are there any real-life applications of understanding unknown geometry in the tetrahedral constant?

Yes, understanding unknown geometry in the tetrahedral constant can have practical applications in fields such as materials science, where the properties of complex structures are important. It can also aid in the design of more efficient structures and systems, such as new building materials or drug delivery mechanisms.

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