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MANDELBULB FORMULAS
This page is dedicated to showcasing each of the formulas found in Mandelbulb 3d v.191
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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.
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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.
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Each Formula is named and categorized as you would find them in MB3D.
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Enjoy!
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3D 01 Formulas

3D01_001_Aexion_C

3D01_002_Aex-Octo

3D01_003_Aex-TorusPow

3D01_004_Benesi1Pow2

3D01_005_Benesi2Pow2

3D01_006_Benesi2Pow6

3D01_007_Benesi3Pow2

3D01_008_BenesiPine1

3D01_009_BenesiPine2

3D01_010_Beth1032

3D01_011_Beth1522

3D01_012_Beth322

3D01_013_Beth323

3D01_014_Beth432

3D01_015_Beth651

3D01_016_BPine_only

3D01_017_BristorBrot

3D01_018_BT1Pine

3D01_019_BT1Pinegon

3D01_020_BT1Pinehedron

3D01_021_BT2Pine

3D01_022_Bulbox

3D01_023_BulboxP-2

3D01_024_CosinePow2

3D01_025_CosinePow8

3D01_026_Faehrten

3D01_027_FoldingIntPow

3D01_028_Fuzzy

3D01_029_General

3D01_030_GenIntPower

3D01_031_IdesFormula

3D01_032_Ikenagabulb

3D01_033_IntergerPower

3D01_034_RealPower

3D01_035_Tricorn
3D 02 Formulas

3D02_036__Cylripple

3D02_037__DEComb_ISph_Plane

3D02_037__e_3Dtess

3D02_038__IFS_tess

3D02_039__MobiusTpx

3D02_040__mulC3D

3D02_041__quadist

3D02_042__Rpow3

3D02_043__SinePow2

3D02_044__sphereinv

3D02_045__SphereInvC

3D02_046__SquareR

3D02_047_IQ_NormBulb

3D02_048_IQ_NormBulb_NoYZ

3D02_049_IQ_PineTree

3D02_050_IQ_PineTree_NoYZ

3D02_051_IQ-bulb

3D02_052_IQ-bulbOld

3D02_053_JIT_IQ_Bulb

3D02_054_JITBenesiPineTree

3D02_055_JITTrigExample

3D02_056_KaliDucks

3D02_057_KaliLinCombSSE2sm

3D02_058_Kalisets1

3D02_059_MagVsXYZ

3D02_060_MagVsXYZabs

3D02_061_MagVsXYZabs2

3D02_062_MagVsXYZabs3

3D02_063_MagVsXYZmsw

3D02_064_Makin3D-1

3D02_065_Makin3D-2

3D02_066_Makin3D-3-4

3D02_067_Makin-NSR-tri

3D02_068_MandelView

3D02_069_ManowarBulb

3D02_070_Msltoe_Sym

3D02_071_MsltoeFoldQuat

3D02_072_MsltoeSym2

3D02_073_MsltoeSym3

3D02_074_MsltoeSym4
3Da "analytic" Formulas

3Da_092__AmazingBox

3Da_093__AmazingBoxSSE2

3Da_094__Scaling

3Da_095_ABoxMapSFold

3Da_096_ABoxMod1

3Da_097_ABoxMod2

3Da_098_ABoxModKali

3Da_099_ABoxPlatinum

3Da_100_ABoxPlatinumB

3Da_101_ABoxSmoothFold

3Da_102_ABoxVaryScale

3Da_103_ABoxVaryScale2

3Da_104_ABoxVS_icen1

3Da_105_ABoxVS_icen2

3Da_106_ABoxVSShapes

3Da_107_ABoxVSWavy

3Da_108_AmazingBox

3Da_109_AmazingSurf

3Da_110_AmazingSurf2

3Da_111_AmazingBox2

3Da_112_ASurfMod1

3Da_113_ASurfSmoothFold

3Da_114_ATetraVS

3Da_115_ATetraVS2

3Da_116_CantorIFS

3Da_117_CrossBiFold

3Da_118_DodecahedronIFS

3Da_119_DodecahedronIFSex

3Da_120_genIFS

3Da_121_HalfOctIFS

3Da_122_IcosahedronIFS

3Da_123_JCube3

3Da_124_koch_cube

3Da_125_koch_oct

3Da_126_koch_surf

3Da_127_Mandalay_KIFS

3Da_128_Mandalex

3Da_129_Menger3

3Da_130_MengerHyper

3Da_131_MengerIFS
4D Formulas

4D_143__Atan4D

4D_144__conj4D

4D_145__coordvspow

4D_146__Exp4D

4D_147__julibrot

4D_148__Log4D

4D_149__Rpow3_4d

4D_150__Scalingplus

4D_151__setw

4D_152__Sin4Dplus

4D_153__SphereInvC4d

4D_154__Tanh4d

4D_155_Aexion1

4D_156_Barnsley2_4Dc

4D_157_Barnsley2_4Dnc

4D_158_Barnsley4Dc

4D_159_Barnsley4Dc2

4D_160_Barnsley4Dnc

4D_161_Beth1241

4D_162_Beth1661dual

4D_163_Beth2422

4D_164_Beth641

4D_165_CommQuat

4D_166_CubicQuat

4D_167_GeneralQuat

4D_168_Hopf4D

4D_169_hyperd_1

4D_170_Lambda4Dc

4D_171_Lambda4Dnc

4D_172_Magnet4D

4D_173_Makin4Dp2a

4D_174_Makin4Dp2b

4D_175_Makin4Dp4a

4D_176_Makin4Dp4b

4D_177_Makin4Dp8a

4D_178_Makin4Dp8b

4D_179_Mandel4DBiC

4D_180_MandyCousin

4D_181_MandyCousin2

4D_182_MandyCousin3
4Da Formulas

4Da_187__ScaleC4d

4Da_188_ABoxMod4d

4Da_189_ABoxSphereOffset4d

4Da_190_ABoxVaryScale4d

4Da_191_HalfOct4a

4Da_192_HalfOct4b

4Da_193_Menger4

4Da_194_Menger4ex

4Da_195_MixPinski4

4Da_196_MixPinski4ex

4Da_197_Octahedron4

4Da_198_Sierpinski4

4Da_199_Sierpinski4ex
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