Asteria 3D

Well kind of 3D anyway, I went back to the parplots for this one. Just can’t keep away from them! Altered to have an Asteria as a final, which gives it that star like shape.

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  <xform weight="100.0" color="0.0" symmetry="0.0" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" opacity="0.0" parplot2d_wf="1.0" parplot2d_wf_fx_priority="0" parplot2d_wf_preset_id="-1" parplot2d_wf_umin="-3.141592653589793" parplot2d_wf_umax="5.0" parplot2d_wf_vmin="-3.141592653589793" parplot2d_wf_vmax="6.283185307179586" parplot2d_wf_direct_color="1" parplot2d_wf_color_mode="3" parplot2d_wf_blend_colormap="1" parplot2d_wf_displ_amount="-2.7" parplot2d_wf_blend_displ_map="1" parplot2d_wf_param_a="0.0" parplot2d_wf_param_b="0.0" parplot2d_wf_param_c="0.0" parplot2d_wf_param_d="0.0" parplot2d_wf_param_e="0.0" parplot2d_wf_param_f="0.0" parplot2d_wf_xformula="636F732875292A28322E302B73717228636F7328752F322E3029292A73696E28762929" parplot2d_wf_yformula="73696E2875292A28322E302B73717228636F7328752F322E3029292A73696E28762929" parplot2d_wf_zformula="73717228636F7328752F322E3029292A636F73287629" parplot2d_wf_colormap_filename="" parplot2d_wf_displ_map_filename="" post_spin_z="0.0216" post_spin_z_fx_priority="1" coefs="0.9929723955697982 0.0 -0.023815223672119287 0.9929723955697982 -0.024446317128349732 0.014800928011885196" post="1.0 -0.02396264760581031 0.006639999046669454 1.0 0.04706744900230767 -0.022742966132177633" chaos="0.0 1.0 1.0"/>
  <xform weight="0.01" color="0.0" symmetry="0.0" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" opacity="0.0" sphericalN="1.0" sphericalN_fx_priority="0" sphericalN_power="4.072818631088917" sphericalN_dist="3.0" coefs="-0.6219764346510794 0.32652605486557196 -0.0 -0.9244193614698263 -0.030154148000327972 0.21573499127038862" post="0.999987528069595 0.004994367353433322 -0.004994367353433322 0.999987528069595 -0.09762999047667725 0.09828003208948274" chaos="1.0 1.0 1.0"/>
  <xform weight="10.0" color="0.0" symmetry="0.0" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" julia3Dq="1.0" julia3Dq_fx_priority="0" julia3Dq_power="6" julia3Dq_divisor="2" coefs="-0.9319680631046131 -0.15299224595941016 -0.24173828469123604 0.9092734963331827 -0.7414122673862935 0.6096446843200091" post="-1.0 0.0 -0.0 1.0 -0.061565750108657724 0.013780817072266943" chaos="1.0 1.0 1.0"/>
  <finalxform weight="0.0" color="0.5" symmetry="0.0" mirror_pre_post_translations="0" material="0.0" material_speed="0.0" mod_gamma="0.0" mod_gamma_speed="0.0" mod_contrast="0.0" mod_contrast_speed="0.0" mod_saturation="0.0" mod_saturation_speed="0.0" mod_hue="0.0" mod_hue_speed="0.0" asteria="1.0" asteria_fx_priority="0" asteria_alpha="0.0" coefs="0.52253611941936 0.005075520527736797 0.019867814449906308 -0.6440922315878772 0.04435579943234173 0.09587787051031213" post="-0.9999909747521456 -0.004248577909562233 -0.004248577909562233 0.9999909747521456 -0.06389956791987456 0.07508771847535767" chaos="1.0 1.0 1.0"/>
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