Posts tagged drugz

Posts tagged drugz
This is awesome!
see more in this beautiful blog!
![intothecontinuum:
Mathematica code:
ID = ImageData[Binarize[Rasterize[Import["Erwin.jpg"], RasterSize -> 100], .7], DataReversed -> True]Tile[k_, rx_, ry_, x_, y_, r_] :=Table[ Translate[ Rotate[ {AbsoluteThickness[k], Circle[{i, i}, {rx, ry}, {i*Pi, Pi/2 + i*Pi}]}, r, {.5, .5}], {x, y}], {i, 0, 1, 1}]Parquet[IS_, X_, Y_, u_, v_, k_, rx1_, rx2_, ry1_, ry2_, f_, t_] :=Graphics[ Table[ Tile[ k, rx1 + rx2*x/X, ry1 + ry2/2*(1 + Sin[2 Pi (f*y/Y - t)]), x, y, ID[[1 + v*y, 1 + u*x]] Pi/2], {x, 3, X, 1}, {y, 5, Y, 1}], ImageSize -> IS, PlotRange -> {{3, X + 1}, {5, Y + 1}}]Manipulate[Parquet[500, 56, 60, 2, 2, 2, .5, 0, 0, .5, .5, t],{t, 0, 17/18, 1/18}]](http://24.media.tumblr.com/fc9b9d47fe285620b55b237834d63d08/tumblr_mlgbscgSMu1qfjvexo1_500.gif)
Mathematica code:
ID = ImageData[
Binarize[Rasterize[
Import["Erwin.jpg"],
RasterSize -> 100], .7],
DataReversed -> True]
Tile[k_, rx_, ry_, x_, y_, r_] :=
Table[
Translate[
Rotate[
{AbsoluteThickness[k],
Circle[{i, i}, {rx, ry}, {i*Pi, Pi/2 + i*Pi}]},
r, {.5, .5}],
{x, y}],
{i, 0, 1, 1}]
Parquet[IS_, X_, Y_, u_, v_, k_, rx1_, rx2_, ry1_, ry2_, f_, t_] :=
Graphics[
Table[
Tile[
k,
rx1 + rx2*x/X,
ry1 + ry2/2*(1 + Sin[2 Pi (f*y/Y - t)]),
x, y,
ID[[1 + v*y, 1 + u*x]] Pi/2],
{x, 3, X, 1}, {y, 5, Y, 1}],
ImageSize -> IS, PlotRange -> {{3, X + 1}, {5, Y + 1}}]
Manipulate[
Parquet[500, 56, 60, 2, 2, 2, .5, 0, 0, .5, .5, t],
{t, 0, 17/18, 1/18}]
Fractal GIFs make me feel weird.
(Made by Rednor)
(via cellular-automaton)
Brandel Zachernuk
(via crisiscrayons)

dvdp:
130406
reason for the raised post-frequency: It seems like that after 10 years of independence I’ll work as an employee in the near future. So I’m enjoying last long sleepless nights with creation for my own fun.
150252*thank_you_for_following!

(Source: ipiphi, via geometric-aesthetic)

(Source: mylostmilord)

(Source: dvdp)

(via jude13docks)

(Source: craptornado)
(via l13-s)
pyramid_ball
Rigid
(via 31415926-5)

imathematicus:
the chalkzone of zeta functions
(Source: sciencehastheanswers, via 31415926-5)