Logaritmická spirála

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Zlatý obdélník a logaritmická spirála :: MEF

Zlatý obdélník a logaritmická spirála :: MEF

Zlatý obdélník a logaritmická spirála :: MEF

Zlatý obdélník a logaritmická spirála :: MEF

ESPIRAL de Fibonacci. (sus amigos decían que tenía la cabeza llena de números porque trataba de encontrar relaciones matemáticas en todas las cosas que le rodeaban)

ESPIRAL de Fibonacci. (sus amigos decían que tenía la cabeza llena de números porque trataba de encontrar relaciones matemáticas en todas las cosas que le rodeaban)

La règle du nombre d’or - www.photo-paysage.com/blog/technique-photo-conseils-et-tutoriaux/tutoriel-photo-la-composition-dune-image/la-regle-du-nombre-dor/

- La règle du nombre d'or -

La règle du nombre d’or - www.photo-paysage.com/blog/technique-photo-conseils-et-tutoriaux/tutoriel-photo-la-composition-dune-image/la-regle-du-nombre-dor/

Every photographer should know such photography effects as aperture, shutter speed, focus and exposure. Learn them now!

Every photographer should know such photography effects as aperture, shutter speed, focus and exposure. Learn them now!

que lindo

que lindo

Fibonacci-233 by ~masaakikaji on deviantART

Fibonacci-233 by ~masaakikaji on deviantART

Espriral Fibonacci: 1,2,3,5,8,13,21,34,55,89... El numero resultante es la suma de los dos anteriores.

1.618

Espriral Fibonacci: 1,2,3,5,8,13,21,34,55,89... El numero resultante es la suma de los dos anteriores.

Waldorf ~ 6th grade ~ Geometric Drawing ~ Dual Fibonacci Spirals ~ main lesson book

Waldorf ~ 6th grade ~ Geometric Drawing ~ Dual Fibonacci Spirals ~ main lesson book

About the Golden Ratio: The Golden Ratio can be illustrated within special dimensions of Sprials, Triangles and Rectangles  where the ratio of the length of the short side to the long side is .618, was noted by ancient Greek architects as the most visually pleasing rectangle and its dimensions were used to construct buildings such as the Parthenon.

About the Golden Ratio: The Golden Ratio can be illustrated within special dimensions of Sprials, Triangles and Rectangles where the ratio of the length of the short side to the long side is .618, was noted by ancient Greek architects as the most visually pleasing rectangle and its dimensions were used to construct buildings such as the Parthenon.

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