Home→ Fractal Flames Collection→ Psychedelic Starfish II

Psychedelic Starfish II

Feathery
How to use

Click the copy to clipboard button at the top right of the code below (looks like two squares overlaid), then go to JWildfire, and click the From Clipboard button. The flame will now be ready to play with. Remember to always link to any flame you tweak if you post your images online.

Another entry for the flame game, Psychedelic Starfish II is a fractal flame based on using crop and linear splits. Adding a Julia and twisting things around on the z plane.

<flame name="Psychedelic Starfish II - Michael Bourne 2018" smooth_gradient="0" version="JWildfire V3.31 (30.03.2018)" size="1000 1000" center="0.22 0.0" scale="183.74764266176038" rotate="-13.8" filter="0.5" filter_type="GLOBAL_SMOOTHING" filter_kernel="GAUSSIAN" filter_indicator="0" filter_sharpness="4.0" filter_low_density="0.025" oversample="2" post_noise_filter="0" post_noise_filter_threshold="0.35" quality="10.0" background_type="GRADIENT_2X2" background_ul="0.0 0.0 0.2" background_ur="0.0 0.0 0.2" background_ll="0.0 0.2 0.2" background_lr="0.0 0.2 0.2" bg_transparency="0" brightness="25.0" saturation="1.2" gamma="1.8" gamma_threshold="2.0E-4" vibrancy="1.0" contrast="2.09" white_level="124.0" temporal_samples="1.0" cam_zoom="0.96" cam_pitch="0.09075712110370514" cam_yaw="-0.25830872929516074" cam_persp="-0.0" cam_xfocus="0.0" cam_yfocus="0.0" cam_zfocus="0.0" cam_pos_x="0.0" cam_pos_y="0.0" cam_pos_z="0.0" cam_zpos="0.0" cam_dof="0.1" cam_dof_area="0.5" cam_dof_exponent="2.0" low_density_brightness="-5.41" balancing_red="1.0" balancing_green="1.0" balancing_blue="1.0" cam_dof_shape="BUBBLE" cam_dof_scale="1.0" cam_dof_rotate="0.0" cam_dof_fade="1.0" resolution_profile="1000x1000" antialias_amount="0.0" antialias_radius="0.0" post_symmetry_type="NONE" post_symmetry_order="6" post_symmetry_centre_x="0.0" post_symmetry_centre_y="0.0" post_symmetry_distance="1.32" post_symmetry_rotation="0.0" frame="1" frame_count="300" fps="30" post_blur_radius="0" post_blur_fade="0.95" post_blur_falloff="2.0" zbuffer_scale="1.0" mixer_mode="OFF">
  <xform weight="4.0" color="0.568912089487272" 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" parplot2d_wf="1.0" parplot2d_wf_fx_priority="0" parplot2d_wf_preset_id="40" parplot2d_wf_umin="-3.1415927" parplot2d_wf_umax="3.1415927" parplot2d_wf_vmin="-3.1415927" parplot2d_wf_vmax="3.1415927" parplot2d_wf_direct_color="1" parplot2d_wf_color_mode="2" parplot2d_wf_blend_colormap="1" parplot2d_wf_displ_amount="0.1" parplot2d_wf_blend_displ_map="1" parplot2d_wf_solid="1" parplot2d_wf_param_a="1.0" parplot2d_wf_param_b="1.0" parplot2d_wf_param_c="1.0" parplot2d_wf_param_d="1.0" parplot2d_wf_param_e="1.0" parplot2d_wf_param_f="1.0" parplot2d_wf_xformula="752A636F7328762A706172616D5F61292D752A706172616D5F62" parplot2d_wf_yformula="762A636F7328752A706172616D5F63292D762A706172616D5F64" parplot2d_wf_zformula="752A762A73696E28752A706172616D5F65292A73696E28762A706172616D5F66292D752F76" parplot2d_wf_colormap_filename="" parplot2d_wf_displ_map_filename="" coefs="0.0 0.10881937190615587 -0.10881937190615587 0.0 0.0 0.0" post="0.0 1.0 -1.0 0.0 0.0 0.0" chaos="1.0 1.0"/>
  <xform weight="15.0" color="0.42403814423275" 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" linear3D="1.068" linear3D_fx_priority="0" splits="0.38" splits_fx_priority="0" splits_x="1.0" splits_y="-0.901" coefs="0.8065098558389739 0.0 0.0 0.8065098558389739 0.0 0.0" post="0.0 -1.0 1.0 0.0 0.0 0.0" chaos="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" opacity="0.0" julian3Dx="1.0" julian3Dx_fx_priority="0" julian3Dx_power="5" julian3Dx_dist="1.0" julian3Dx_a="1.0" julian3Dx_b="0.0" julian3Dx_c="0.0" julian3Dx_d="3.0" julian3Dx_e="0.0" julian3Dx_f="0.0" bSwirl="0.14" bSwirl_fx_priority="0" bSwirl_in="0.04" bSwirl_out="0.064" gaussian_blur="0.008" gaussian_blur_fx_priority="0" coefs="0.5882212310162359 -0.7435595497088511 0.7435595497088511 0.5882212310162359 0.0 0.0" chaos="1.0 1.0"/>
  <finalxform weight="0.0" color="0.0" symmetry="1.0" 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" crop3D="0.728" crop3D_fx_priority="0" crop3D_left="-2.8" crop3D_right="4.3" crop3D_top="-5.0" crop3D_bottom="2.5" crop3D_floor="1.0" crop3D_ceiling="1.0" crop3D_scatter_area="0.0" crop3D_zero="0" coefs="0.5515713442178706 0.0 0.0 0.5515713442178706 -0.14055208860403656 0.1475796930342385" chaos="1.0 1.0"/>
  <finalxform weight="0.0" color="0.0" symmetry="1.0" 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" hypertile3D2="0.956" hypertile3D2_fx_priority="0" hypertile3D2_p="3" hypertile3D2_q="7" coefs="-0.8777498475202107 -0.4000745021808482 0.4000745021808482 -0.8777498475202107 -1.4476865126215777 -0.2670489683476697" yzCoefs="1.0 0.0 0.0 1.0 0.09838646202282564 -0.07730364873222018" chaos="1.0 1.0"/>
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</flame>

 

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4 thoughts on “Psychedelic Starfish II”

  3. Thank you Artissimo and Michael, it does look floral you’re right.

    Artissimo, I will add a gradient pack on the site soon, used in the old Fractint days, they work well on these kinds of flames.

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