", 0, 0, 0, 0, 0, 3 ' ' The following were found using: Symmetric Icon - Standard Formula (Search) ' Ex01, "Example 01", 2.667936, -3.306679, -1.979169, 0.779975, 0.175012, 6 Ex02, "Example 02", -2.698298, 9.050139, -5.461418, -0.708514, 0.139962, 7 Ex03, "Example 03", -2.5, 2.653511, 0.204628, -0.704298, 0.130602, 4 Ex04, "Example 04", -2.5, 2.388883, -0.252899, 0.045032, 0.357824, 8 Ex05, "Example 05", -2.671085, 3.147334, -0.828511, 0.291649, -0.255845, 6 Ex06, "Example 06", 2.810175, -6.426155, 2.932291, 0.562912, 0.022757, 3 Ex07, "Example 07", 2.609205, -2.441726, 0.728151, -0.450271, 0.249900, 6 Ex08, "Example 08", 2.583628, -4.167053, 2.321106, -0.446589, 0.243974, 6 Ex09, "Example 09", 2.463124, -6.797370, 4.033378, -0.054408, 0.038937, 3 Ex10, "Example 10", 2.473001, -3.052126, 0.948240, 0.019809, -0.595105, 4 Ex11, "Example 11", 2.245898, -1.709352, 0.562157, -0.667793, -0.505381, 4 Ex12, "Example 12", -2.495718, 4.186402, 0.027414, -0.219521, 0.115629, 4 Ex13, "Example 13", -2.8, 5, -1.388518, -0.494587, -0.424546, 8 Ex14, "Example 14", -2.8, 5, -1.598899, -0.168613, -0.182864, 6 Ex15, "Example 15", 2.642730, -4.164956, 1.927603, -0.307753, -0.273918, 7 Ex16, "Example 16", -1.714040, 1.831585, -0.784826, 0.592229, 0.799145, 5 Ex17, "Example 17", 2.657586, -2.611844, -0.366655, 0.351520, 0.110786, 3 Ex18, "Example 18", 2.407251, -1.834415, 0.087943, -0.275421, -0.685389, 5 Ex19, "Example 19", -2.476626, 3.918835, -3.440992, 0.770200, 0.449949, 7 Ex20, "Example 20", 2.378747, -3.679915, 1.083388, -0.010928, 0.009599, 4 Ex21, "Example 21", -1.364327, 0.306173, 1.014955, 0.745226, 0.008172, 5 Ex22, "Example 22", 1.856497, -2.654289, 4.451671, 0.570039, -0.499022, 7 Ex23, "Example 23", 2.302005, -4.296610, 2.304882, -0.865191, -0.191037, 6 Ex24, "Example 24", -2.691883, 4.509101, -1.793248, 0.651565, 0.034964, 6 Ex25, "Example 25", 2.322951, -2.132878, -0.015660, 0.569576, -0.339110, 5 Ex26, "Example 26", -2.697982, 4.536456, -2.214199, 0.594120, -0.308312, 5 Ex27, "Example 27", 2.597716, -8.042603, 5.983799, -0.234028, 0.321958, 5 Ex28, "Example 28", -2.480921, 3.599523, 3.049870, -0.849599, -0.231650, 7 Ex29, "Example 29", 2.763653, -4.736137, -1.031779, -0.211560, -0.323401, 7 Ex30, "Example 30", 2.726101, -4.918009, 2.253942, -0.373500, 0.362453, 5 Ex31, "Example 31", -2.695979, 8.450377, -5.574479, -0.364786, 0.334946, 4 Ex32, "Example 32", -2.552284, 4.235432, -2.705874, 0.761512, -0.229341, 3 Ex33, "Example 33", -2.571275, 4.368657, 1.460625, 0.059430, 0.266276, 5 Ex34, "Example 34", 2.433684, -2.963451, -0.389841, 0.818551, 0.024725, 6 Ex35, "Example 35", 2.646093, -4.547851, 2.510110, -0.058426, -0.370161, 6 Ex36, "Example 36", 2.321897, -2.706064, 1.587950, -0.604826, -0.429452, 6 Ex37, "Example 37", -2.266250, 2.497139, 1.020685, -0.921194, 0.053498, 7 Ex38, "Example 38", -2.523626, 3.783657, -1.075982, 0.111387, 0.609569, 6 } option Icon { type = Examples caption = "Icon" default = Examples.Ex01 } option Lambda { type = Float caption = "Lambda" default = 1 range = [-3,3] } option Alpha { type = Float caption = "Alpha" default = -1 range = (,) } option Beta { type = Float caption = "Beta" default = 0 range = (,) } option Gamma { type = Float caption = "Gamma" default = 0 range = [-1,1] } option Omega { type = Float caption = "Omega" default = 0 range = [-1,1] } option Symmetry { type = Integer caption = "Symmetry" default = 3 range = [3,) } divider { caption = "Color Adjustment" } option ColorOffset { type = IntegerEnum(0,7) caption = "Color Offset" details = "Use to adjust color assignment" default = 0 } ]]> 0 || AngleF <> 0 || ScaleF <> 1 || InvertF const Complex ApplyMapG = ShiftG <> 0 || AngleG <> 0 || ScaleG <> 1 || InvertG if (ApplyMapF) { Mobius.Translate(MapF, ShiftF) Mobius.Rotate(MapF, DegreeToRadian(AngleF)) Mobius.Scale(MapF, ScaleF) if (InvertF) { Mobius.ApplyInversion(MapF) } } if (ApplyMapG) { Mobius.Translate(MapG, ShiftG) Mobius.Rotate(MapG, DegreeToRadian(AngleG)) Mobius.Scale(MapG, ScaleG) if (InvertG) { Mobius.ApplyInversion(MapG) } } transform: if (ApplyMapF) { z = Mobius.TransformPoint(MapF, F(Mobius.InverseTransformPoint(MapF, z))) } else { z = F(z) } if (ApplyMapG) { z = Mobius.TransformPoint(MapG, G(Mobius.InverseTransformPoint(MapG, z))) } else { z = G(z) } z *= Scale properties: #include ComplexFunctions divider { caption = "General" } option Scale { type = Float caption = "Scale" details = "Scale factor applied to composite value" default = 1 } divider { caption = "F(z)" } option F { type = ComplexFunctions caption = "F(z)" default = Pow2 } divider { caption = "Conjugating map applied to F(z)" } option ShiftF { type = Complex caption = "Shift" details = "Translation component" default = 0 } option ScaleF { type = Float caption = "Scale" details = "Scale factor" default = 1 } option AngleF { type = Float caption = "Angle" details = "Angle of rotation" default = 0 range = [-360,360] } option InvertF { type = Boolean caption = "Invert" details = "Apply complex inversion" default = False } divider { caption = "G(z)" } option G { type = ComplexFunctions caption = "G(z)" default = Ident } divider { caption = "Conjugating map applied to G(z)" } option ShiftG { type = Complex caption = "Shift" details = "Translation component" default = 0 } option ScaleG { type = Float caption = "Scale" details = "Scale factor" default = 1 } option AngleG { type = Float caption = "Angle" details = "Angle of rotation" default = 0 range = [-360,360] } option InvertG { type = Boolean caption = "Invert" details = "Apply complex inversion" default = False } ]]>