Fibonacci Series

Fn = Fn-1 + Fn-2,  F0 = 0,  F1 = 1

  1. underthesymmetree:

Phi - The Golden Ratio presents itself everywhere in life, from basic geometry & crystal formations, to plants, planetary ratios and galactic formations. It is the most efficient ratio under near-perfect systems.
Read the Book    |    Follow
    underthesymmetree:

Phi - The Golden Ratio presents itself everywhere in life, from basic geometry & crystal formations, to plants, planetary ratios and galactic formations. It is the most efficient ratio under near-perfect systems.
Read the Book    |    Follow

    underthesymmetree:

    Phi - The Golden Ratio presents itself everywhere in life, from basic geometry & crystal formations, to plants, planetary ratios and galactic formations. It is the most efficient ratio under near-perfect systems.

    Read the Book    |    Follow

    (via metaconscious)

  2. jesuisperdu:

gedi sibony @ Gladstone Gallery, Brussels
    jesuisperdu:

gedi sibony @ Gladstone Gallery, Brussels
  3. (Source: emirsone)

  4. archatlas:

The Golden Ratio Michal Urbanski
    archatlas:

The Golden Ratio Michal Urbanski

    archatlas:

    The Golden Ratio Michal Urbanski

    (via lafilleblanc)

  5. mathncode:

The Endlessly Zooming Golden Spiral - Made with Processing.

I uploaded this anyway even though I haven’t figured out how to make faster animations yet.
    mathncode:

The Endlessly Zooming Golden Spiral - Made with Processing.

I uploaded this anyway even though I haven’t figured out how to make faster animations yet.

    mathncode:

    The Endlessly Zooming Golden Spiral - Made with Processing.

    I uploaded this anyway even though I haven’t figured out how to make faster animations yet.

    (Source: my-pink-code)

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