Title: Squiggle kaleidoscope Post by: Duncan C on November 11, 2009, 01:45:09 AM (http://www.pbase.com/duncanc/image/119260115/original.jpg) (http://www.pbase.com/duncanc/image/119260115/origina) A 3D Mandelbrot Set fractal rendered in FractalWorks, a free, high performance fractal renderer for Macintosh computers. You can download FractalWorks and try it yourself at the FractalWorks download site (http://web.mac.com/dchampney/Site/FractalWorks.html). Squiggle fractal (http://fractalworks://x?type=mandelbrot&plot_height=1105&plot_width=1105&max_iterations=25000¢er_r=-0.840284684978¢er_i=-0.224056447833&r_width=1.96E-10&calc_de=y&calc_frac=y&colorscheme=&color_info=un=255/255/255,set=255/255/255,use_de=y,n_type=1,n_anchor=0.25,n_val=0.9,n_change=1,n_hsb=0/20/-10,use_frac_smooth=n,band=c_type=1;adj=0.1;a_type=1;a_val=1;g_type=1;steps=1;spacing=1;phase=0;s_rgb=143/115/176;e_rgb=143/115/176,band=c_type=1;adj=0.15;a_type=2;a_val=0.1;g_type=1;steps=1;spacing=1;phase=0;s_rgb=143/115/176;e_rgb=143/115/176,band=c_type=1;adj=0.2;a_type=2;a_val=0.15;g_type=1;steps=1;spacing=1;phase=0;s_rgb=143/115/176;e_rgb=247/97/36,band=c_type=1;adj=0.25;a_type=2;a_val=0.2;g_type=1;steps=15;spacing=1;phase=0;s_rgb=247/97/36;e_rgb=247/97/36,band=c_type=1;adj=0.3;a_type=2;a_val=0.25;g_type=1;steps=1;spacing=1;phase=0;s_rgb=247/97/36;e_rgb=247/97/36,band=c_type=1;adj=0.35;a_type=2;a_val=0.3;g_type=1;steps=1;spacing=1;phase=0;s_rgb=242/73/25;e_rgb=59/118/209,band=c_type=1;adj=0.4;a_type=2;a_val=0.35;g_type=1;steps=1;spacing=1;phase=0;s_rgb=59/118/209;e_rgb=59/118/209,band=c_type=1;adj=0.45;a_type=2;a_val=0.4;g_type=1;steps=1;spacing=1;phase=0;s_rgb=59/118/209;e_rgb=108/0/3,band=c_type=1;adj=0.5;a_type=2;a_val=0.45;g_type=1;steps=1;spacing=1;phase=0;s_rgb=108/0/3;e_rgb=108/0/3,band=c_type=1;adj=0.55;a_type=2;a_val=0.5;g_type=1;steps=1;spacing=1;phase=0;s_rgb=108/0/3;e_rgb=24/131/42,band=c_type=1;adj=0.6;a_type=2;a_val=0.55;g_type=1;steps=1;spacing=1;phase=0;s_rgb=24/131/42;e_rgb=24/131/42,band=c_type=1;adj=6;a_type=2;a_val=0.6;g_type=1;steps=1;spacing=1;phase=0;s_rgb=24/131/42;e_rgb=221/218/78,band=c_type=1;adj=0.7;a_type=2;a_val=0.65;g_type=1;steps=1;spacing=1;phase=0;s_rgb=221/218/78;e_rgb=221/218/78,band=c_type=1;adj=0.75;a_type=2;a_val=0.7;g_type=1;steps=1;spacing=1;phase=0;s_rgb=221/218/78;e_rgb=119/73/146,band=c_type=1;adj=0.8;a_type=2;a_val=0.75;g_type=1;steps=1;spacing=1;phase=0;s_rgb=119/73/146;e_rgb=119/73/146,band=c_type=1;adj=0.85;a_type=2;a_val=0.8;g_type=1;steps=1;spacing=1;phase=0;s_rgb=119/73/146;e_rgb=27/165/5,band=c_type=1;adj=0.9;a_type=2;a_val=0.85;g_type=1;steps=1;spacing=1;phase=0;s_rgb=28/163/6;e_rgb=28/163/6,band=c_type=1;adj=0.95;a_type=2;a_val=0.9;g_type=1;steps=1;spacing=1;phase=0;s_rgb=28/163/6;e_rgb=232/173/84,band=c_type=1;adj=1;a_type=2;a_val=0.95;g_type=1;steps=1;spacing=1;phase=0;s_rgb=232/173/84;e_rgb=74/234/255&3d=camera.viewheight=1121,worldrotation%5B3%5D=0.9999999,render_values%5B12%5D=-0.126,render_values%5B8%5D=1.022727,render_values%5B6%5D=0.341,render_values%5B4%5D=0.4,objectrotation%5B0%5D=-90,render_values%5B2%5D=0.4,draw_constrained=1,render_values%5B13%5D=-0.002000002,camera.viewdir.z=1.799999952316284,worldrotation%5B0%5D=109.1126,view_selection_rect.origin.x=494,view_selection_rect.size.height=269,render_values%5B7%5D=1.022727,camera.viewwidth=1662,view_selection_active=1,render_values%5B5%5D=20,view_selection_rect.origin.y=686,view_selection_rect.size.width=269,render_values%5B14%5D=-1.8,render_values%5B1%5D=0.1,plot_is_flipped=1&show_3d=Y&) Here are the settings for this image: Document name: squiggle kaleidoscope Fractal type: mandelbrot Plot size (w,h): 1105, 1105 Maximum iterations: 25000 Center Point (real, imaginary): -0.840284684978, -0.224056447833 i Plot Width (real): 1.96E-10 Plot uses DE: Yes Plot uses fractaional iterations: Yes Plotted with symmetry: Yes Plotted with boundary following: Yes Plotted with multiple processors: Yes Total plot time: 9.133 seconds Total iterations: 4243103724 Iterations/second: 464573400 Pixels skipped: 9566 Iterations skipped: 239150000 Percent of pixels calculated: 99.2 Percent of iterations calculated: 94.7 Plot height: 0.1 Peak steepness: 0.1 Plot flipped: Yes Camera x: -0.126 Camera y: -0.002 Camera z: -1.8 Ambient light: 0.4 Directional light: 0.6 Specular light: 0.4 Surface shininess: 20 Light x direction: 0.341 Light Y direction: 1.02 Light z direction: 1.02 Background color red: 204 Background color green: 204 Background color blue: 204 Regards, Duncan C |