MANDELBULB FORMULAS

This page is dedicated to showcasing each of the formulas found in Mandelbulb 3d v.191

I did my best to keep the camera angle consistent, but in some cases I had to dolly back to keep the subject in frame.

Some formulas only work in conjunction with others, so those will just show up as yellow or green. I also didn't include Ads or dIFS formulas yet, as they do not display on their own.

Each Formula is named and categorized as you would find them in MB3D.

Enjoy!

3D 01 Formulas

3D01_001_Aexion_C
3D01_001_Aexion_C
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3D01_002_Aex-Octo
3D01_002_Aex-Octo
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3D01_003_Aex-TorusPow
3D01_003_Aex-TorusPow
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3D01_004_Benesi1Pow2
3D01_004_Benesi1Pow2
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3D01_005_Benesi2Pow2
3D01_005_Benesi2Pow2
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3D01_006_Benesi2Pow6
3D01_006_Benesi2Pow6
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3D01_007_Benesi3Pow2
3D01_007_Benesi3Pow2
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3D01_008_BenesiPine1
3D01_008_BenesiPine1
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3D01_009_BenesiPine2
3D01_009_BenesiPine2
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3D01_010_Beth1032
3D01_010_Beth1032
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3D01_011_Beth1522
3D01_011_Beth1522
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3D01_012_Beth322
3D01_012_Beth322
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3D01_013_Beth323
3D01_013_Beth323
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3D01_014_Beth432
3D01_014_Beth432
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3D01_015_Beth651
3D01_015_Beth651
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3D01_016_BPine_only
3D01_016_BPine_only
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3D01_017_BristorBrot
3D01_017_BristorBrot
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3D01_018_BT1Pine
3D01_018_BT1Pine
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3D01_019_BT1Pinegon
3D01_019_BT1Pinegon
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3D01_020_BT1Pinehedron
3D01_020_BT1Pinehedron
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3D01_021_BT2Pine
3D01_021_BT2Pine
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3D01_022_Bulbox
3D01_022_Bulbox
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3D01_023_BulboxP-2
3D01_023_BulboxP-2
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3D01_024_CosinePow2
3D01_024_CosinePow2
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3D01_025_CosinePow8
3D01_025_CosinePow8
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3D01_026_Faehrten
3D01_026_Faehrten
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3D01_027_FoldingIntPow
3D01_027_FoldingIntPow
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3D01_028_Fuzzy
3D01_028_Fuzzy
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3D01_029_General
3D01_029_General
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3D01_030_GenIntPower
3D01_030_GenIntPower
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3D01_031_IdesFormula
3D01_031_IdesFormula
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3D01_032_Ikenagabulb
3D01_032_Ikenagabulb
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3D01_033_IntergerPower
3D01_033_IntergerPower
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3D01_034_RealPower
3D01_034_RealPower
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3D01_035_Tricorn
3D01_035_Tricorn
press to zoom

3D 02 Formulas

3D02_036__Cylripple
3D02_036__Cylripple
press to zoom
3D02_037__DEComb_ISph_Plane
3D02_037__DEComb_ISph_Plane
press to zoom
3D02_037__e_3Dtess
3D02_037__e_3Dtess
press to zoom
3D02_038__IFS_tess
3D02_038__IFS_tess
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3D02_039__MobiusTpx
3D02_039__MobiusTpx
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3D02_040__mulC3D
3D02_040__mulC3D
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3D02_041__quadist
3D02_041__quadist
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3D02_042__Rpow3
3D02_042__Rpow3
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3D02_043__SinePow2
3D02_043__SinePow2
press to zoom
3D02_044__sphereinv
3D02_044__sphereinv
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3D02_045__SphereInvC
3D02_045__SphereInvC
press to zoom
3D02_046__SquareR
3D02_046__SquareR
press to zoom
3D02_047_IQ_NormBulb
3D02_047_IQ_NormBulb
press to zoom
3D02_048_IQ_NormBulb_NoYZ
3D02_048_IQ_NormBulb_NoYZ
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3D02_049_IQ_PineTree
3D02_049_IQ_PineTree
press to zoom
3D02_050_IQ_PineTree_NoYZ
3D02_050_IQ_PineTree_NoYZ
press to zoom
3D02_051_IQ-bulb
3D02_051_IQ-bulb
press to zoom
3D02_052_IQ-bulbOld
3D02_052_IQ-bulbOld
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3D02_053_JIT_IQ_Bulb
3D02_053_JIT_IQ_Bulb
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3D02_054_JITBenesiPineTree
3D02_054_JITBenesiPineTree
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3D02_055_JITTrigExample
3D02_055_JITTrigExample
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3D02_056_KaliDucks
3D02_056_KaliDucks
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3D02_057_KaliLinCombSSE2sm
3D02_057_KaliLinCombSSE2sm
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3D02_058_Kalisets1
3D02_058_Kalisets1
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3D02_059_MagVsXYZ
3D02_059_MagVsXYZ
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3D02_060_MagVsXYZabs
3D02_060_MagVsXYZabs
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3D02_061_MagVsXYZabs2
3D02_061_MagVsXYZabs2
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3D02_062_MagVsXYZabs3
3D02_062_MagVsXYZabs3
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3D02_063_MagVsXYZmsw
3D02_063_MagVsXYZmsw
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3D02_064_Makin3D-1
3D02_064_Makin3D-1
press to zoom
3D02_065_Makin3D-2
3D02_065_Makin3D-2
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3D02_066_Makin3D-3-4
3D02_066_Makin3D-3-4
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3D02_067_Makin-NSR-tri
3D02_067_Makin-NSR-tri
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3D02_068_MandelView
3D02_068_MandelView
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3D02_069_ManowarBulb
3D02_069_ManowarBulb
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3D02_070_Msltoe_Sym
3D02_070_Msltoe_Sym
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3D02_071_MsltoeFoldQuat
3D02_071_MsltoeFoldQuat
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3D02_072_MsltoeSym2
3D02_072_MsltoeSym2
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3D02_073_MsltoeSym3
3D02_073_MsltoeSym3
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3D02_074_MsltoeSym4
3D02_074_MsltoeSym4
press to zoom

3Da "analytic" Formulas

3Da_092__AmazingBox
3Da_092__AmazingBox
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3Da_093__AmazingBoxSSE2
3Da_093__AmazingBoxSSE2
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3Da_094__Scaling
3Da_094__Scaling
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3Da_095_ABoxMapSFold
3Da_095_ABoxMapSFold
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3Da_096_ABoxMod1
3Da_096_ABoxMod1
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3Da_097_ABoxMod2
3Da_097_ABoxMod2
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3Da_098_ABoxModKali
3Da_098_ABoxModKali
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3Da_099_ABoxPlatinum
3Da_099_ABoxPlatinum
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3Da_100_ABoxPlatinumB
3Da_100_ABoxPlatinumB
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3Da_101_ABoxSmoothFold
3Da_101_ABoxSmoothFold
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3Da_102_ABoxVaryScale
3Da_102_ABoxVaryScale
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3Da_103_ABoxVaryScale2
3Da_103_ABoxVaryScale2
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3Da_104_ABoxVS_icen1
3Da_104_ABoxVS_icen1
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3Da_105_ABoxVS_icen2
3Da_105_ABoxVS_icen2
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3Da_106_ABoxVSShapes
3Da_106_ABoxVSShapes
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3Da_107_ABoxVSWavy
3Da_107_ABoxVSWavy
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3Da_108_AmazingBox
3Da_108_AmazingBox
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3Da_109_AmazingSurf
3Da_109_AmazingSurf
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3Da_110_AmazingSurf2
3Da_110_AmazingSurf2
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3Da_111_AmazingBox2
3Da_111_AmazingBox2
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3Da_112_ASurfMod1
3Da_112_ASurfMod1
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3Da_113_ASurfSmoothFold
3Da_113_ASurfSmoothFold
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3Da_114_ATetraVS
3Da_114_ATetraVS
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3Da_115_ATetraVS2
3Da_115_ATetraVS2
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3Da_116_CantorIFS
3Da_116_CantorIFS
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3Da_117_CrossBiFold
3Da_117_CrossBiFold
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3Da_118_DodecahedronIFS
3Da_118_DodecahedronIFS
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3Da_119_DodecahedronIFSex
3Da_119_DodecahedronIFSex
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3Da_120_genIFS
3Da_120_genIFS
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3Da_121_HalfOctIFS
3Da_121_HalfOctIFS
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3Da_122_IcosahedronIFS
3Da_122_IcosahedronIFS
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3Da_123_JCube3
3Da_123_JCube3
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3Da_124_koch_cube
3Da_124_koch_cube
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3Da_125_koch_oct
3Da_125_koch_oct
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3Da_126_koch_surf
3Da_126_koch_surf
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3Da_127_Mandalay_KIFS
3Da_127_Mandalay_KIFS
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3Da_128_Mandalex
3Da_128_Mandalex
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3Da_129_Menger3
3Da_129_Menger3
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3Da_130_MengerHyper
3Da_130_MengerHyper
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3Da_131_MengerIFS
3Da_131_MengerIFS
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4D Formulas

4D_143__Atan4D
4D_143__Atan4D
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4D_144__conj4D
4D_144__conj4D
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4D_145__coordvspow
4D_145__coordvspow
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4D_146__Exp4D
4D_146__Exp4D
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4D_147__julibrot
4D_147__julibrot
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4D_148__Log4D
4D_148__Log4D
press to zoom
4D_149__Rpow3_4d
4D_149__Rpow3_4d
press to zoom
4D_150__Scalingplus
4D_150__Scalingplus
press to zoom
4D_151__setw
4D_151__setw
press to zoom
4D_152__Sin4Dplus
4D_152__Sin4Dplus
press to zoom
4D_153__SphereInvC4d
4D_153__SphereInvC4d
press to zoom
4D_154__Tanh4d
4D_154__Tanh4d
press to zoom
4D_155_Aexion1
4D_155_Aexion1
press to zoom
4D_156_Barnsley2_4Dc
4D_156_Barnsley2_4Dc
press to zoom
4D_157_Barnsley2_4Dnc
4D_157_Barnsley2_4Dnc
press to zoom
4D_158_Barnsley4Dc
4D_158_Barnsley4Dc
press to zoom
4D_159_Barnsley4Dc2
4D_159_Barnsley4Dc2
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4D_160_Barnsley4Dnc
4D_160_Barnsley4Dnc
press to zoom
4D_161_Beth1241
4D_161_Beth1241
press to zoom
4D_162_Beth1661dual
4D_162_Beth1661dual
press to zoom
4D_163_Beth2422
4D_163_Beth2422
press to zoom
4D_164_Beth641
4D_164_Beth641
press to zoom
4D_165_CommQuat
4D_165_CommQuat
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4D_166_CubicQuat
4D_166_CubicQuat
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4D_167_GeneralQuat
4D_167_GeneralQuat
press to zoom
4D_168_Hopf4D
4D_168_Hopf4D
press to zoom
4D_169_hyperd_1
4D_169_hyperd_1
press to zoom
4D_170_Lambda4Dc
4D_170_Lambda4Dc
press to zoom
4D_171_Lambda4Dnc
4D_171_Lambda4Dnc
press to zoom
4D_172_Magnet4D
4D_172_Magnet4D
press to zoom
4D_173_Makin4Dp2a
4D_173_Makin4Dp2a
press to zoom
4D_174_Makin4Dp2b
4D_174_Makin4Dp2b
press to zoom
4D_175_Makin4Dp4a
4D_175_Makin4Dp4a
press to zoom
4D_176_Makin4Dp4b
4D_176_Makin4Dp4b
press to zoom
4D_177_Makin4Dp8a
4D_177_Makin4Dp8a
press to zoom
4D_178_Makin4Dp8b
4D_178_Makin4Dp8b
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4D_179_Mandel4DBiC
4D_179_Mandel4DBiC
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4D_180_MandyCousin
4D_180_MandyCousin
press to zoom
4D_181_MandyCousin2
4D_181_MandyCousin2
press to zoom
4D_182_MandyCousin3
4D_182_MandyCousin3
press to zoom

4Da Formulas

4Da_187__ScaleC4d
4Da_187__ScaleC4d
press to zoom
4Da_188_ABoxMod4d
4Da_188_ABoxMod4d
press to zoom
4Da_189_ABoxSphereOffset4d
4Da_189_ABoxSphereOffset4d
press to zoom
4Da_190_ABoxVaryScale4d
4Da_190_ABoxVaryScale4d
press to zoom
4Da_191_HalfOct4a
4Da_191_HalfOct4a
press to zoom
4Da_192_HalfOct4b
4Da_192_HalfOct4b
press to zoom
4Da_193_Menger4
4Da_193_Menger4
press to zoom
4Da_194_Menger4ex
4Da_194_Menger4ex
press to zoom
4Da_195_MixPinski4
4Da_195_MixPinski4
press to zoom
4Da_196_MixPinski4ex
4Da_196_MixPinski4ex
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4Da_197_Octahedron4
4Da_197_Octahedron4
press to zoom
4Da_198_Sierpinski4
4Da_198_Sierpinski4
press to zoom
4Da_199_Sierpinski4ex
4Da_199_Sierpinski4ex
press to zoom