Tumblr Themes

Video Post Sun, Jan. 20, 2013 139,171 notes

caitwenn:

image

purrrfect gif

(Source: principe-dos-doritos, via freshwatersharks)




Photo Post Sun, Jan. 20, 2013 111,955 notes

(Source: enajcosta, via freshwatersharks)




Video Post Sat, Dec. 08, 2012 14,116 notes

hrlmwrld:

hailadam:

Straight edge for life.

Me

(Source: videohall)




Photo Post Tue, Jun. 26, 2012 4 notes

(Source: againstdreams, via helloloveofmine)




Photo Post Sun, Jun. 24, 2012 113 notes

(Source: nickjamesbxtch, via freshwatersharks)




Video Post Sat, Jun. 23, 2012 229 notes

prostheticknowledge:

The GIF Connoisseur 

Tumblr blog remixes well-known animated gifs, featuring an enlightened patron.

thegifconnoisseur.tumblr.com




Video Post Sat, Jun. 23, 2012 229 notes

prostheticknowledge:

The GIF Connoisseur 

Tumblr blog remixes well-known animated gifs, featuring an enlightened patron.

thegifconnoisseur.tumblr.com




Photo Post Thu, Jun. 14, 2012 69 notes

prostheticknowledge:

intothecontinuum:

Phillip Stearns over at Year of the Glitch recently remixed an intothecontinuum GIF. From what I am aware of no one has ever done an edit of any of my posts before, and I have never edited anyone else. So, I did a remix of the remix, which is shown above. Its what would result from transforming his edit into log-polar coordinates.
See the original post here, and the Year of the Glitch edit here.
Mathematica code:
Remix := Import["yearoftheglitchremix.gif"]f[x_, y_] := {Log[Sqrt[x^2 + y^2]], ArcTan[x, y]}ListAnimate[ Table[  ImageTransformation[   Part[Remix, j],   f[#[[1]], #[[2]]] &,    DataRange -> {{-1.2 Pi, 1.2 Pi}, {-1.2 Pi, 1.2 Pi}}],{j, 1, 18, 1}]]

A remix of a remix …

prostheticknowledge:

intothecontinuum:

Phillip Stearns over at Year of the Glitch recently remixed an intothecontinuum GIF. From what I am aware of no one has ever done an edit of any of my posts before, and I have never edited anyone else. So, I did a remix of the remix, which is shown above. Its what would result from transforming his edit into log-polar coordinates.

See the original post here, and the Year of the Glitch edit here.

Mathematica code:

Remix := Import["yearoftheglitchremix.gif"]

f[x_, y_] := {Log[Sqrt[x^2 + y^2]], ArcTan[x, y]}

ListAnimate[
Table[
ImageTransformation[
Part[Remix, j],
f[#[[1]], #[[2]]] &,
DataRange -> {{-1.2 Pi, 1.2 Pi}, {-1.2 Pi, 1.2 Pi}}],
{j, 1, 18, 1}]]

A remix of a remix …




Photo Post Thu, Jun. 14, 2012 193,447 notes

(Source: flatsflounder, via helloloveofmine)




1/22 older »