I am trying to plot the 4D Poincaré surface of section, using Hue, specifying one dimension with the color. I have pasted my code below
xdata = DATA[[All, {3, 7, 8, 9}]]; (*r,pr,p\[Theta],p\[Phi]*) Legended[ Graphics3D[{PointSize[0.006], Point[xdata[[All, 1 ;; 3]], VertexColors -> Hue /@ Rescale[xdata[[All, 4]]]]}, Axes -> True, Lighting -> "Neutral", Background -> White, BoxRatios -> {1, 1, 1/GoldenRatio}, ImageSize -> 400, AxesLabel -> {"r", "\!\(\*SuperscriptBox[\(P\), \(r\)]\)", "\!\(\*SuperscriptBox[\(P\), \(\[Theta]\)]\)"}, BaseStyle -> 15], BarLegend[{Hue, MinMax@xdata[[All, 4]]}, LegendLabel -> Style[Superscript["P", "\[Phi]"], 15]]] I have pasted the picture that I obtained from my code. But I don't want Magenta or Pink color, I would like to start from Blue, and include Red, and Green. 
I have also tried using BarLegend[{Hue[1 - #] &, {0.3, 1}}], but its not working.
Could anyone help or guide me, how should modify the code such that I don't have pink?
The data is given below. I would like to make the plot nicer and more readable.
xdata={{101/10, 0, 0.0175023, 0.0282857}, {9.72571, 0.0252864, 0.0177705, 0.0313029}, {8.86627, 0.0400023, 0.0182543, 0.0396805}, {7.99722, 0.034791, 0.0180015, 0.0510716}, {7.5514, 0.00283825, 0.0175918, 0.0584877}, {7.88674, -0.03086, 0.0179656, 0.0527896}, {8.71585, -0.0408904, 0.0182233, 0.0414213}, {9.60384, -0.0285273, 0.0179083, 0.0323441}, {10.0945, -0.00435271, 0.0174609, 0.0283408}, {9.82553, 0.0216834, 0.0177437, 0.0304542}, {9.01446, 0.0387721, 0.0181589, 0.0380754}, {8.12171, 0.0370461, 0.018147, 0.0492052}, {7.57287, 0.0097569, 0.0175842, 0.0581034}, {7.7848, -0.0274418, 0.0178509, 0.0544434}, {8.57303, -0.0407969, 0.0182587, 0.0431413}, {9.47737, -0.0316459, 0.0179528, 0.0334925}, {10.0591, -0.00851805, 0.0175354, 0.0285993}, {9.92193, 0.0178402, 0.0176142, 0.0296854}, {9.15814, 0.0370983, 0.0181672, 0.0365637}, {8.2514, 0.0391195, 0.0181322, 0.0473727}, {7.61756, 0.0151874, 0.0177082, 0.0573002}, {7.70123, -0.0220209, 0.0177528, 0.0558539}, {8.42564, -0.0407791, 0.0182217, 0.045017}, {9.34278, -0.0341331, 0.018057, 0.0347471}, {10.0115, -0.0128414, 0.0175456, 0.028976}, {9.9908, 0.013936, 0.0175958, 0.0291289}, {9.30595, 0.0348178, 0.0180419, 0.0351111}, {8.38878, 0.0404034, 0.0182524, 0.0454942}, {7.67967, 0.0210364, 0.0176973, 0.0562262}, {7.63212, -0.0172103, 0.0177169, 0.0570431}, {8.29049, -0.0392496, 0.0181765, 0.0468296}, {9.19734, -0.0366131, 0.0181216, 0.0361753}, {9.94087, -0.016696, 0.0176276, 0.0295262}, {10.0504, 0.00965799, 0.0175128, 0.0286746}, {9.43743, 0.0324222, 0.0180143, 0.0338514}, {8.53226, 0.0407733, 0.018212, 0.0436597}, {7.76075, 0.0258635, 0.0178752, 0.0548381}, {7.58327, -0.0110042, 0.0175839, 0.0579195}, {8.15527, -0.0380062, 0.0181505, 0.0487188}, {9.0573, -0.0382121, 0.0181648, 0.037617}, {9.85402, -0.020739, 0.0176968, 0.0302271}, {10.0849, 0.00560143, 0.0174966, 0.0284063}, {9.57326, 0.0293441, 0.0178953, 0.0326241}, {8.67453, 0.041054, 0.0182693, 0.0419012}, {7.85701, 0.0299696, 0.0178853, 0.0532728}, 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