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Integration

 

On the midway on the philosophy, physics, physiology,
Offer the revolutionary rapid development framework that provides service products following :

 

« Exercise-based Neurorehabilitation for Immune function and Performance Enhancement using Augmented Reality technology. »
« Artificial animal, High mobility Animal type autonomous vehicles for land, sea, sky and space. »
« Automatic artificial prosthetic limbs. Swarm behavior. Communication method with natural animals. »
Knowledge Working

Innovative data-driven science in Ethology and Anthropology

 

Familiar with the following studies :

 

 - Sculpting / Modeling
 - Automaton / Automation
 - Horology / Astrophysics
 - Mechanics (Biomechanics, Fluid mechanics, Continuum mechanics)
 - Global environmental health & sustainability
 - Collective consciousness

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The next generation of da Vinci :

 

« https://goo.Gl/GRpVp8 »

Task 6.2 : The octagonal formula

2018

2016.1 - c 

(EN) A mathematics teacher of Chinon, Mrs Françoise Jacot did describe in her words the construction process for our octagonal formula. it's a great job already.

(FR) Un professeur de mathématiques de Chinon, Madame Françoise Jacot a fait de décrire avec ses mots le procédé de construction du bras octogonal pour notre formule de l'octogonal. c'est un déja grand travail.

PDF file : http://varipon.com/Procede_de_construction_du_bras_octogonal.pdf

 

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 2016.1 - d

(FR) Un professeur de mathématiques de Chinon, Françoise Jadot a fait un démo de la formule de l'octogonal. C'est très intéressant. Jetez un oeil ci-dessous SVP!

https://tube.geogebra.org/m/2409961   Merci bien!

(EN) A mathematics teacher of Chinon, Françoise Jadot made a demo of the octagonaral formula with GeoGebra. It's very interesting! Please take a look following!

https://tube.geogebra.org/m/2409961  Thank you!

 

2016.1 - e

Our octagonal formula now is alive and very happy with the math teacher. She explains that this is similar with the Cardoid curve. https://en.wikipedia.org/wiki/Cardioid Henceforth she is a director of the formula!

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The formula of the voluntary movement that we have seen was part of the octagonal linkage. This octagonal linkage can be stacked spirally infinitely.

If each voluntary movement is likened to fruit, the formula (a linkage, from (α1) up to (γ5): « fig.VII ») is a seed, and this octagonal infinite linkage is a tree of voluntary movement.

The octagonal formula  is an infinitive element

Small extension affects gradually. When the links number is small, the difference is not noticeable. However, when the number has increased more, we can clearly see the difference.

« The left side  » The perfect result : no stretching margin.
« The right side » The butterfly effect : with a stretching margin.

 

The laws of nature have a very large margin. That is why it took a long time to find the formula of voluntary movement from the days of Leonardo da Vinci.

 

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