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Published: 2009-11-16 22:26:51 +0000 UTC; Views: 428; Favourites: 20; Downloads: 26
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Description
Download for 1280x960 resolutionThis is an in-zoom into the aisle of the upper mandy in my earlier deviation Mandy Pole in Desert [link] .
Ultra Fractal, formula Heptic Parameterspace3 in the sp3-module written by my dear friend Stig Pettersson, Greenseng here at DeviantART. All his modules, as well as mine can be downloaded from [link]
Below the parameter file, play and have fun
PathOfTheDesert {
::AeUDchn2tTVXLSNMU03Ho/HC9JFcmNptJtVJvIKooLMs+DQy0mONQaSJNz6O+r3b/aaWxXE8
Fh9pez5cP3bS69kGnoyL0vNaHC5VetkHfU4bR2Gk vVi+gcQ68xofoq9tcWGG1KVnb98sCMSL
uKdD8kRtVOZtyPwj/s58jCH6LX06TS353RI3RY3lgxlxR7mUM1rKRvXZN 847ZxIbvoS5vyJY
MqDEJ7s1SetqpR6kmKJA6bt18uLavqXMMEtrT03r Mnnrl04lOO+O8hy8SaSBUHCjSRdizGeS
O+QGLNPLaXj1BlQMJqT8kaUFkL01GlWaEdwpfoP9wl muYEUU3Ve8nkwGt6owBsQ+DwWVmGPW
h+vfUb9eZ9RtwAKJHelYvTK0vRsXBt+1xQK3zvnBf+m0/erre86yYh1tK4AeVOMXHxoKO+Ae
MeU6S8pFc6YcAe1E+egYWfVAX9NuxFBEygiJXxn13E0/mFKCE/kz6XgvuFOi63Efdd5C1lAF
XCwfMA/xN5jUuAKXgkhA8hAcxz7uIg6UgkTB4VB4VPv71BU rx/c74+VblQ/Asc6H34QJENr+
kQptX8jzQz393A+4eW0OlZA+NPbtcCzAMNDSNyodQO3oqlQawwf2WSalRKcR7O7E 1KYOcKvh
OrF8gwQDSZqlPxTQVWt1xLyJskiiF0isFYCLPPPB TXwJJFTelJuMGNLblAcyzoJkcGet4p0F
UaaKmtiSL3KCNPjkuQkmku22c4qdxQHuvhbv5Ux3 s7JU6f+JByv/kw/xufyLu/Xc//zc/3cR
FrmwiySKNZBNrcBOlUQTLIr2Wc+mtd+dBy67CpY8NnLhlxy+rcv/CcEPTuF=
}
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Comments: 13
FractalMonster In reply to paras2e [2010-01-14 22:07:10 +0000 UTC]
Thank you
It's a raw fractal image
BTW, have you heard about fractals before?
👍: 0 ⏩: 0
FractalMonster In reply to moriko-tachibana [2009-12-12 05:40:58 +0000 UTC]
Thank you
Not my most masterpiece but very interesting
👍: 0 ⏩: 1
FractalMonster In reply to kuzy62 [2009-11-17 16:16:38 +0000 UTC]
Yeah, these motives from higher parameter spaces are very interesting Thanks
👍: 0 ⏩: 0
Szellorozsa [2009-11-16 22:37:16 +0000 UTC]
Even in pure fractals you make us discover dream paths.
👍: 0 ⏩: 1
FractalMonster In reply to Szellorozsa [2009-11-16 22:42:53 +0000 UTC]
Yeah, no filters hide them
👍: 0 ⏩: 0