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Kirsty, 21, Glasgow.
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  • worldexperience:

Adriana Torres

    worldexperience:

    Adriana Torres

    (via marisa-ramirez)

    Source: worldexperience
    • 2 months ago
    • 72 notes
  • sixtensason:

vjeranski:

Wyatt KAHN - Drifter

http://www.wyattkahn.com/

    sixtensason:

    vjeranski:

    Wyatt KAHN - Drifter

    http://www.wyattkahn.com/

    (via wowgreat)

    Source: vjeranski
    • 2 months ago
    • 434 notes
  • my-tumblrisbetterthanyours:

http://www.sarahkremer.com

    my-tumblrisbetterthanyours:

    http://www.sarahkremer.com

    (via wowgreat)

    Source: my-tumblrisbetterthanyours
    • 2 months ago
    • 144 notes
  • Lauren Kalmans

    Source: karen-mcshane
    • 3 months ago
    • 7 notes
  • loringtaoka:

Michael Wang

    loringtaoka:

    Michael Wang

    Source: loringtaoka
    • 3 months ago
    • 6 notes
  • loringtaoka:

Arthur Hash

    loringtaoka:

    Arthur Hash

    Source: loringtaoka
    • 3 months ago
    • 2 notes
  • filipa oliveira. :)

    filipa oliveira. :)

    Source: makemealittlehappiness
    • 5 months ago
    • 5 notes
    • #jewellery
  • mrcactu5:

A complete map of tic-tac-toe moves.  Has fractal form

    mrcactu5:

    A complete map of tic-tac-toe moves.  Has fractal form

    Source: Flickr / maaorg
    • 6 months ago
    • 1 notes
    • #tic-tac-toe
    • #fractal
  • 
The boundary of the Mandelbrot set is exactly the bifurcation locus of the quadratic family; that is, the set of parameters C for which the dynamics changes abruptly under small changes of C. It can be constructed as the limit set of a sequence of plane algebraic curves, the Mandelbrot curves, of the general type known as polynomial lemniscates. The Mandelbrot curves are defined by setting p0=z, pn=pn-12+z, and then interpreting the set of points |pn(z)|=2 in the complex plane as a curve in the real Cartesian plane of degree 2n+1 in x and y. [source]

    The boundary of the Mandelbrot set is exactly the bifurcation locus of the quadratic family; that is, the set of parameters C for which the dynamics changes abruptly under small changes of C. It can be constructed as the limit set of a sequence of plane algebraic curves, the Mandelbrot curves, of the general type known as polynomial lemniscates. The Mandelbrot curves are defined by setting p0=z, pn=pn-12+z, and then interpreting the set of points |pn(z)|=2 in the complex plane as a curve in the real Cartesian plane of degree 2n+1 in x and y. [source]

    Source: glycerineclown
    • 6 months ago
    • 8 notes
    • #Mandelbrot set
    • #geometry
    • #abstract
    • #art
  • (via )

    Source: eatlivewear
    • 6 months ago
    • 683 notes
    • #dreadlocks
    • #hair
  • (via )

    Source: eatlivewear
    • 6 months ago
    • 683 notes
    • #dreadlock
    • #hair
  • (via white-vanilla)

    Source: sarahmaysart
    • 6 months ago
    • 9 notes
    • #art
    • #geometry
    • #line
  • white-vanilla:

35-365 by c-urchin on Flickr.

    white-vanilla:

    35-365 by c-urchin on Flickr.

    Source: white-vanilla
    • 6 months ago
    • 111 notes
    • #art
    • #seaurchin
    • #nature
    • #organic
    • #white
  • (via ciara-bowles)

    Source: -outlying-
    • 6 months ago
    • 2313 notes
    • #screenprint
    • #linoprint
    • #print
    • #tree
  • (via malikah-almaghrabi)

    Source: Flickr / cliffbriggie
    • 6 months ago
    • 51 notes
    • #art
    • #marble
    • #colour
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