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Author Topic: Chessboard Baguabox  (Read 622 times)
0 Members and 1 Guest are viewing this topic.
Alef
Fractal Supremo
*****
Posts: 1174



WWW
« on: November 11, 2012, 06:47:49 PM »

Cosmic chequer in 3D planes, throught this rendered pretty long. Render of positive fold baguabox formula. Didn't changed parameters of existing render, just increased Chaos Pro raytracer settings and slightly changed colours. This rendered pretty long time, probably becouse of complex shape with many insides and outsides.




Code:
Chessboard_bbx_qual_1  {
  credits="Asdam1;10/5/2012/12/38"  commentTemplate="Saved on $month$\
  , $day$ $year$ at $hour$:$min$:$sec$\nDate: $date$\nTime: $time$\nR\
  esolution: $xdots$ x $ydots$\nCalculation time: $calctime$\nVersion\
  : $version$"
  CommentText="Saved on Nov, 11 2012 at 13:21:26\nDate: Nov 11, 2012\\
  nTime: 13:21:26\nResolution: 480 x 360\nCalculation time: 00:14:15.\
  562\nVersion: 4.0"
  creationTime=2012/10/5/12/38/48 saveTime=2012/11/11/13/21/26
  Creator="Asdam1" ModifiedBy="Asdam1" calcTime=855562 version=4.0
  Type=Quaternion Subtype=0 Width=480 Height=360 WinWidth=480
  WinHeight=360 DisplayDepth=24 gamma=+1.05 contrast=+1.05
  roughness=+0.03 DOFEnabled=+1 DOFAperture=+1.25
  DOFFocalLength=+0.44361725 DOFPlaneDistance=+0.8872345
  FogEnabled=+1 FogRed=255 FogGreen=255 FogBlue=255
  FogFront=+0.954944670200348 FogBack=+4.23402839899063
  FogDensity=+0.279434990887589 FogLinear=+0.05 FogSquare=+0.05
  FogExp=+0.2
formula:
  filename="Malinovsky3D.cfm" entry="Baguabox" p_bailout=15
  p_settype="Mandelbrot Set" p_add=0.09 p_lenght=2 p_Min_R=0.5
  p_Scale=1.5 p_modulustype="Power 8 (detailed)"
  p_baguafold="Positive" p_julia=0.35/-0.35/2/0 p_addw1=0
  p_addinverse=0 p_coefInv=0.125 p_coefInv2=0 p_coefInv3=0
  p_vectored="None" p_coefVector=0.1/0.4 maxiter=12 highresmult=10
  backtrace=10 percheck=2
inside:
  filename="NumberSeekerColouring.ccl" entry="TwinLampsDir"
  p_pallete="Mixed Harmonic" p_posneg=0/0 p_iternum=2500
  p_dimtype="Exp- leveled |z|" p_tanhsmooth="Sqrt leveled"
  p_justexp=1 p_postfn="3- Square Root (lighter)" p_switchRG=1
  p_baseR=3.3/0 p_baseG=-1.85/0 p_baseB=0/1.9 solid=0
  background=16777215
dimensional:
  observer=0.48773243501017/-0.73956094850916/-0.49209625976303
  topview=0.52265166928109/0.67338495891164/-0.52286511617172
  viewpoint=-0.17697342729415/0.30453086102332/0.18812906173448
  backClippingPlane=10 viewangle=31
lighting:
  lightModel=0 light0Shadow=yes light1Enabled=yes light1Shadow=yes
  light2Shadow=yes light3Enabled=yes light3Shadow=yes
  light4Enabled=yes light4Shadow=yes
gradient:
  smooth=no colormodel=CM_RGB knotmode=each dragknotmode=global
  Offset=0 knotr=(0,144) knotr=(1,44) knotr=(2,140) knotr=(3,36)
  knotr=(4,136) knotr=(5,24) knotr=(6,132) knotr=(7,12) knotr=(8,128)
  knotr=(9,0) knotr=(10,124) knotr=(11,0) knotr=(12,120) knotr=(13,0)
  knotr=(14,116) knotr=(15,0) knotr=(16,112) knotr=(17,0)
  knotr=(18,108) knotr=(19,24) knotr=(20,104) knotr=(21,56)
  knotr=(22,100) knotr=(23,88) knotr=(24,96) knotr=(25,120)
  knotr=(26,92) knotr=(27,156) knotr=(28,88) knotr=(29,188)
  knotr=(30,84) knotr=(31,220) knotr=(32,80) knotr=(33,252)
  knotr=(34,76) knotr=(35,252) knotr=(36,72) knotr=(37,252)
  knotr=(38,68) knotr=(39,252) knotr=(40,64) knotr=(41,252)
  knotr=(42,60) knotr=(43,252) knotr=(44,56) knotr=(45,252)
  knotr=(46,52) knotr=(47,252) knotr=(48,48) knotr=(49,252)
  knotr=(50,44) knotr=(51,228) knotr=(52,40) knotr=(53,196)
  knotr=(54,36) knotr=(55,164) knotr=(56,32) knotr=(57,132)
  knotr=(58,28) knotr=(59,100) knotr=(60,24) knotr=(61,68)
  knotr=(62,20) knotr=(63,56) knotr=(64,16) knotr=(65,44)
  knotr=(66,12) knotr=(67,36) knotr=(68,8) knotr=(69,24) knotr=(70,4)
  knotr=(71,12) knotr=(72,0) knotr=(77,4) knotr=(78,0) knotr=(79,8)
  knotr=(80,0) knotr=(81,12) knotr=(82,8) knotr=(83,16) knotr=(84,40)
  knotr=(85,20) knotr=(86,72) knotr=(87,24) knotr=(88,104)
  knotr=(89,28) knotr=(90,140) knotr=(91,32) knotr=(92,172)
  knotr=(93,36) knotr=(94,204) knotr=(95,40) knotr=(96,236)
  knotr=(97,44) knotr=(98,252) knotr=(99,48) knotr=(100,252)
  knotr=(101,52) knotr=(102,252) knotr=(103,56) knotr=(104,252)
  knotr=(105,60) knotr=(106,252) knotr=(107,64) knotr=(108,252)
  knotr=(109,68) knotr=(110,252) knotr=(111,72) knotr=(112,252)
  knotr=(113,76) knotr=(114,244) knotr=(115,80) knotr=(116,212)
  knotr=(117,84) knotr=(118,180) knotr=(119,88) knotr=(120,148)
  knotr=(121,92) knotr=(122,116) knotr=(123,96) knotr=(124,84)
  knotr=(125,100) knotr=(126,60) knotr=(127,104) knotr=(128,52)
  knotr=(129,108) knotr=(130,40) knotr=(131,112) knotr=(132,28)
  knotr=(133,116) knotr=(134,16) knotr=(135,120) knotr=(136,8)
  knotr=(137,124) knotr=(138,0) knotr=(139,128) knotr=(140,0)
  knotr=(141,132) knotr=(142,0) knotr=(143,136) knotr=(144,0)
  knotr=(145,140) knotr=(146,8) knotr=(147,144) knotr=(148,40)
  knotr=(149,148) knotr=(150,72) knotr=(151,152) knotr=(152,104)
  knotr=(153,156) knotr=(154,140) knotr=(155,160) knotr=(156,172)
  knotr=(157,164) knotr=(158,204) knotr=(159,168) knotr=(160,236)
  knotr=(161,172) knotr=(162,252) knotr=(163,176) knotr=(164,252)
  knotr=(165,180) knotr=(166,252) knotr=(167,184) knotr=(168,252)
  knotr=(169,188) knotr=(170,252) knotr=(171,192) knotr=(172,252)
  knotr=(173,196) knotr=(174,252) knotr=(175,200) knotr=(176,252)
  knotr=(177,204) knotr=(178,244) knotr=(179,208) knotr=(181,212)
  knotr=(182,180) knotr=(183,216) knotr=(184,148) knotr=(185,220)
  knotr=(186,116) knotr=(187,224) knotr=(188,84) knotr=(189,228)
  knotr=(190,60) knotr=(191,232) knotr=(192,52) knotr=(193,236)
  knotr=(194,40) knotr=(195,240) knotr=(196,28) knotr=(197,244)
  knotr=(198,16) knotr=(199,252) knotr=(200,8) knotr=(201,252)
  knotr=(202,0) knotr=(203,248) knotr=(204,0) knotr=(205,244)
  knotr=(206,0) knotr=(207,240) knotr=(208,0) knotr=(209,236)
  knotr=(210,24) knotr=(211,232) knotr=(212,56) knotr=(213,228)
  knotr=(214,88) knotr=(215,224) knotr=(216,120) knotr=(217,220)
  knotr=(218,156) knotr=(219,216) knotr=(220,188) knotr=(221,212)
  knotr=(222,220) knotr=(223,208) knotr=(224,252) knotr=(225,204)
  knotr=(226,252) knotr=(227,200) knotr=(228,252) knotr=(229,196)
  knotr=(230,252) knotr=(231,192) knotr=(232,252) knotr=(233,188)
  knotr=(234,252) knotr=(235,184) knotr=(236,252) knotr=(237,180)
  knotr=(238,252) knotr=(239,176) knotr=(240,252) knotr=(241,172)
  knotr=(242,228) knotr=(243,168) knotr=(244,196) knotr=(245,164)
  knotr=(247,160) knotr=(248,132) knotr=(249,156) knotr=(250,100)
  knotr=(251,152) knotg=(0,144) knotg=(1,232) knotg=(2,140)
  knotg=(3,216) knotg=(4,136) knotg=(5,204) knotg=(6,132)
  knotg=(7,192) knotg=(8,128) knotg=(9,176) knotg=(10,124)
  knotg=(11,136) knotg=(12,120) knotg=(13,92) knotg=(14,116)
  knotg=(15,56) knotg=(16,112) knotg=(17,12) knotg=(18,108)
  knotg=(19,0) knotg=(20,104) knotg=(21,0) knotg=(22,100)
  knotg=(23,0) knotg=(24,96) knotg=(25,0) knotg=(26,92) knotg=(27,0)
  knotg=(28,88) knotg=(29,0) knotg=(30,84) knotg=(31,0) knotg=(32,80)
  knotg=(33,0) knotg=(34,76) knotg=(35,24) knotg=(36,72)
  knotg=(37,56) knotg=(38,68) knotg=(39,88) knotg=(40,64)
  knotg=(41,120) knotg=(42,60) knotg=(43,152) knotg=(44,56)
  knotg=(45,184) knotg=(46,52) knotg=(47,216) knotg=(48,48)
  knotg=(49,248) knotg=(50,44) knotg=(51,252) knotg=(52,40)
  knotg=(53,252) knotg=(54,36) knotg=(55,252) knotg=(56,32)
  knotg=(57,252) knotg=(58,28) knotg=(59,252) knotg=(60,24)
  knotg=(61,252) knotg=(62,20) knotg=(63,244) knotg=(64,16)
  knotg=(65,232) knotg=(66,12) knotg=(67,216) knotg=(68,8)
  knotg=(69,204) knotg=(70,4) knotg=(71,192) knotg=(72,0)
  knotg=(73,176) knotg=(74,156) knotg=(75,0) knotg=(76,112)
  knotg=(77,4) knotg=(78,76) knotg=(79,8) knotg=(80,32) knotg=(81,12)
  knotg=(82,0) knotg=(83,16) knotg=(84,0) knotg=(85,20) knotg=(86,0)
  knotg=(87,24) knotg=(88,0) knotg=(89,28) knotg=(90,0) knotg=(91,32)
  knotg=(92,0) knotg=(93,36) knotg=(94,0) knotg=(95,40) knotg=(96,0)
  knotg=(97,44) knotg=(98,8) knotg=(99,48) knotg=(100,40)
  knotg=(101,52) knotg=(102,72) knotg=(103,56) knotg=(104,104)
  knotg=(105,60) knotg=(106,136) knotg=(107,64) knotg=(108,168)
  knotg=(109,68) knotg=(110,200) knotg=(111,72) knotg=(112,232)
  knotg=(113,76) knotg=(114,252) knotg=(115,80) knotg=(116,252)
  knotg=(117,84) knotg=(118,252) knotg=(119,88) knotg=(120,252)
  knotg=(121,92) knotg=(122,252) knotg=(123,96) knotg=(124,252)
  knotg=(125,100) knotg=(126,248) knotg=(127,104) knotg=(128,236)
  knotg=(129,108) knotg=(130,224) knotg=(131,112) knotg=(132,212)
  knotg=(133,116) knotg=(134,200) knotg=(135,120) knotg=(136,188)
  knotg=(137,124) knotg=(138,156) knotg=(139,128) knotg=(140,112)
  knotg=(141,132) knotg=(142,76) knotg=(143,136) knotg=(144,32)
  knotg=(145,140) knotg=(146,0) knotg=(147,144) knotg=(148,0)
  knotg=(149,148) knotg=(150,0) knotg=(151,152) knotg=(152,0)
  knotg=(153,156) knotg=(154,0) knotg=(155,160) knotg=(156,0)
  knotg=(157,164) knotg=(158,0) knotg=(159,168) knotg=(160,0)
  knotg=(161,172) knotg=(162,8) knotg=(163,176) knotg=(164,40)
  knotg=(165,180) knotg=(166,72) knotg=(167,184) knotg=(168,104)
  knotg=(169,188) knotg=(170,136) knotg=(171,192) knotg=(172,168)
  knotg=(173,196) knotg=(175,200) knotg=(176,232) knotg=(177,204)
  knotg=(178,252) knotg=(179,208) knotg=(180,252) knotg=(181,212)
  knotg=(182,252) knotg=(183,216) knotg=(184,252) knotg=(185,220)
  knotg=(186,252) knotg=(187,224) knotg=(188,252) knotg=(189,228)
  knotg=(190,248) knotg=(191,232) knotg=(193,236) knotg=(194,224)
  knotg=(195,240) knotg=(196,212) knotg=(197,244) knotg=(198,200)
  knotg=(199,252) knotg=(200,188) knotg=(201,252) knotg=(202,156)
  knotg=(203,248) knotg=(204,112) knotg=(205,244) knotg=(206,56)
  knotg=(207,240) knotg=(208,12) knotg=(209,236) knotg=(210,0)
  knotg=(211,232) knotg=(212,0) knotg=(213,228) knotg=(214,0)
  knotg=(215,224) knotg=(216,0) knotg=(217,220) knotg=(218,0)
  knotg=(219,216) knotg=(220,0) knotg=(221,212) knotg=(222,0)
  knotg=(223,208) knotg=(224,0) knotg=(225,204) knotg=(226,24)
  knotg=(227,200) knotg=(228,56) knotg=(229,196) knotg=(230,88)
  knotg=(231,192) knotg=(232,120) knotg=(233,188) knotg=(234,152)
  knotg=(235,184) knotg=(237,180) knotg=(238,216) knotg=(239,176)
  knotg=(240,248) knotg=(241,172) knotg=(242,252) knotg=(243,168)
  knotg=(244,252) knotg=(245,164) knotg=(246,252) knotg=(247,160)
  knotg=(248,252) knotg=(249,156) knotg=(250,252) knotg=(251,152)
  knotb=(0,144) knotb=(1,44) knotb=(2,140) knotb=(3,68) knotb=(4,136)
  knotb=(5,92) knotb=(6,132) knotb=(7,116) knotb=(9,140)
  knotb=(10,124) knotb=(11,168) knotb=(12,120) knotb=(13,192)
  knotb=(14,116) knotb=(15,216) knotb=(16,112) knotb=(17,244)
  knotb=(18,108) knotb=(19,228) knotb=(20,104) knotb=(21,196)
  knotb=(22,100) knotb=(23,164) knotb=(24,96) knotb=(25,132)
  knotb=(26,92) knotb=(27,96) knotb=(28,88) knotb=(29,64)
  knotb=(30,84) knotb=(31,32) knotb=(32,80) knotb=(33,0)
  knotb=(34,76) knotb=(35,0) knotb=(36,72) knotb=(37,0) knotb=(38,68)
  knotb=(39,0) knotb=(40,64) knotb=(41,0) knotb=(42,60) knotb=(43,0)
  knotb=(44,56) knotb=(45,0) knotb=(46,52) knotb=(47,0) knotb=(48,48)
  knotb=(49,0) knotb=(50,44) knotb=(51,0) knotb=(52,40) knotb=(53,0)
  knotb=(54,36) knotb=(55,0) knotb=(56,32) knotb=(57,0) knotb=(58,28)
  knotb=(59,0) knotb=(60,24) knotb=(61,0) knotb=(62,20) knotb=(64,16)
  knotb=(65,44) knotb=(66,12) knotb=(67,68) knotb=(68,8)
  knotb=(69,92) knotb=(70,4) knotb=(71,116) knotb=(72,0)
  knotb=(73,140) knotb=(74,156) knotb=(75,0) knotb=(76,180)
  knotb=(77,4) knotb=(78,204) knotb=(79,8) knotb=(80,232)
  knotb=(81,12) knotb=(82,244) knotb=(83,16) knotb=(84,212)
  knotb=(85,20) knotb=(86,180) knotb=(87,24) knotb=(88,148)
  knotb=(89,28) knotb=(90,112) knotb=(91,32) knotb=(92,80)
  knotb=(93,36) knotb=(94,48) knotb=(95,40) knotb=(96,16)
  knotb=(97,44) knotb=(98,0) knotb=(99,48) knotb=(100,0)
  knotb=(101,52) knotb=(102,0) knotb=(103,56) knotb=(104,0)
  knotb=(105,60) knotb=(106,0) knotb=(107,64) knotb=(108,0)
  knotb=(109,68) knotb=(110,0) knotb=(111,72) knotb=(112,0)
  knotb=(113,76) knotb=(114,0) knotb=(115,80) knotb=(116,0)
  knotb=(117,84) knotb=(118,0) knotb=(119,88) knotb=(120,0)
  knotb=(121,92) knotb=(122,0) knotb=(123,96) knotb=(124,0)
  knotb=(125,100) knotb=(126,8) knotb=(127,104) knotb=(128,32)
  knotb=(129,108) knotb=(130,56) knotb=(131,112) knotb=(132,80)
  knotb=(133,116) knotb=(134,104) knotb=(135,120) knotb=(136,128)
  knotb=(137,124) knotb=(138,156) knotb=(139,128) knotb=(140,180)
  knotb=(141,132) knotb=(142,204) knotb=(143,136) knotb=(144,232)
  knotb=(145,140) knotb=(146,244) knotb=(147,144) knotb=(148,212)
  knotb=(149,148) knotb=(150,180) knotb=(151,152) knotb=(152,148)
  knotb=(153,156) knotb=(154,112) knotb=(155,160) knotb=(156,80)
  knotb=(157,164) knotb=(158,48) knotb=(159,168) knotb=(160,16)
  knotb=(161,172) knotb=(162,0) knotb=(163,176) knotb=(164,0)
  knotb=(165,180) knotb=(166,0) knotb=(167,184) knotb=(168,0)
  knotb=(169,188) knotb=(170,0) knotb=(171,192) knotb=(172,0)
  knotb=(173,196) knotb=(174,0) knotb=(175,200) knotb=(176,0)
  knotb=(177,204) knotb=(178,0) knotb=(179,208) knotb=(180,0)
  knotb=(181,212) knotb=(182,0) knotb=(183,216) knotb=(184,0)
  knotb=(185,220) knotb=(186,0) knotb=(187,224) knotb=(188,0)
  knotb=(189,228) knotb=(190,8) knotb=(191,232) knotb=(192,32)
  knotb=(193,236) knotb=(194,56) knotb=(195,240) knotb=(196,80)
  knotb=(197,244) knotb=(198,104) knotb=(199,252) knotb=(200,128)
  knotb=(201,252) knotb=(202,156) knotb=(203,248) knotb=(204,180)
  knotb=(205,244) knotb=(206,216) knotb=(207,240) knotb=(208,244)
  knotb=(210,228) knotb=(211,232) knotb=(212,196) knotb=(213,228)
  knotb=(214,164) knotb=(215,224) knotb=(216,132) knotb=(217,220)
  knotb=(218,96) knotb=(219,216) knotb=(220,64) knotb=(221,212)
  knotb=(222,32) knotb=(223,208) knotb=(224,0) knotb=(225,204)
  knotb=(226,0) knotb=(227,200) knotb=(228,0) knotb=(229,196)
  knotb=(230,0) knotb=(231,192) knotb=(232,0) knotb=(233,188)
  knotb=(234,0) knotb=(235,184) knotb=(236,0) knotb=(237,180)
  knotb=(238,0) knotb=(239,176) knotb=(240,0) knotb=(241,172)
  knotb=(242,0) knotb=(243,168) knotb=(244,0) knotb=(245,164)
  knotb=(246,0) knotb=(247,160) knotb=(248,0) knotb=(249,156)
  knotb=(250,0) knotb=(251,152)
}




Code:
Chessboard_bbx_qual_3  {
  credits="Asdam1;10/5/2012/12/38"  commentTemplate="Saved on $month$\
  , $day$ $year$ at $hour$:$min$:$sec$\nDate: $date$\nTime: $time$\nR\
  esolution: $xdots$ x $ydots$\nCalculation time: $calctime$\nVersion\
  : $version$"
  CommentText="Saved on Nov, 11 2012 at 13:21:59\nDate: Nov 11, 2012\\
  nTime: 13:21:59\nResolution: 480 x 360\nCalculation time: 00:14:33.\
  472\nVersion: 4.0"
  creationTime=2012/10/5/12/38/48 saveTime=2012/11/11/13/21/59
  Creator="Asdam1" ModifiedBy="Asdam1" calcTime=873472 version=4.0
  Type=Quaternion Subtype=0 Width=480 Height=360 DisplayDepth=24
  gamma=+1.05 contrast=+1.05 roughness=+0.03 DOFEnabled=+1
  DOFAperture=+1.25 DOFFocalLength=+0.44361725035581
  DOFPlaneDistance=+0.887234500711621 FogEnabled=+1 FogRed=255
  FogGreen=255 FogBlue=255 FogFront=+0.957027196884155
  FogBack=+4.21593019366264 FogDensity=+0.281165389942546
  FogLinear=+0.05 FogSquare=+0.05 FogExp=+0.2
formula:
  filename="Malinovsky3D.cfm" entry="Baguabox" p_bailout=15
  p_settype="Mandelbrot Set" p_add=0.09 p_lenght=2 p_Min_R=0.5
  p_Scale=1.5 p_modulustype="Power 8 (detailed)"
  p_baguafold="Positive" p_julia=0.35/-0.35/2/0 p_addw1=0
  p_addinverse=0 p_coefInv=0.125 p_coefInv2=0 p_coefInv3=0
  p_vectored="None" p_coefVector=0.1/0.4 maxiter=12 highresmult=10
  backtrace=10 percheck=2
inside:
  filename="NumberSeekerColouring.ccl" entry="LogTrichrome"
  p_pallete="Fractal Explorer like" p_posneg=0/0
  p_lgtype="2- Smoother Triple log" p_darkness=2.8 p_postfn="1- None"
  p_switchRB=0 p_baseR=1.35 p_baseG=1.55 p_baseB=1.65 solid=0
  background=16777215
dimensional:
  observer=0.48773243501017/-0.73956094850916/-0.49209625976303
  topview=0.52265166928109/0.67338495891164/-0.52286511617172
  viewpoint=-0.17697342729415/0.30453086102332/0.18812906173448
  backClippingPlane=10 viewangle=31
lighting:
  lightModel=0 light0Shadow=yes light1Enabled=yes light1Shadow=yes
  light2Shadow=yes light3Enabled=yes light3Shadow=yes
  light4Enabled=yes light4Shadow=yes
gradient:
  smooth=yes colormodel=CM_RGB knotmode=all dragknotmode=global
  Offset=0 knotrgb=(0,243,243,243) knotrgb=(32,0,90,220)
  knotrgb=(64,190,190,190) knotrgb=(96,220,60,0)
  knotrgb=(128,255,255,255) knotrgb=(160,0,34,160)
  knotrgb=(192,243,243,243) knotrgb=(224,240,34,0)
}
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fractal catalisator
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