• December 11, 2017, 04:02:05 PM

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boxbulbV2 gad9AKrzysztof's Pyramids--"Anthony"--3D Fractal Animation Music Video xmas kleinary
Krzysztof's Pyramids--"Anthony"--3D Fractal Animation Music Video
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Description: I took Krzysztof Marczak's settings for his combo (Menger sponge + PseudoKleinian+ Box Fold Bulb Pow 2) and just spun around it a bit to check it out. This formula takes a while to render so I just did 1000 frames at 1920 X 1080 HD. I added a tune of mine called "Anthony," and called it a 3-days render well spent. Thanks so much for the settings, K! Here's "Krzysztof's Pyramids," with his coloring and beginning keyframe. Cheers!

# Mandelbulber settings file
# version 2.12
# only modified parameters
[main_parameters]
ambient_occlusion 0.29;
ambient_occlusion_enabled true;
ambient_occlusion_mode 1;
anim_keyframe_dir \paiganpro-pcdFractals2.12 OpenCLKryzyzhd;
camera 1.786680925450309 -1.436853822835751 1.219829972897425;
camera_distance_to_target 0.1147270840425505;
camera_rotation 135.0048546140855 8.057849095162426 -11.45506185786662;
camera_top 0.2375774215474487 -0.04326793943704382 0.9704044796824352;
constant_DE_threshold true;
DE_thresh 0.00015;
delta_DE_function 1;
delta_DE_method 1;
flight_last_to_render 0;
fog_color_1 7500 5b00 1e00;
fog_color_2 3100 6800 ff00;
fog_color_3 fe00 ff00 c100;
formula_1 7;
formula_2 103;
formula_3 16;
formula_iterations_2 8;
formula_iterations_3 10;
gamma 0.5;
glow_color_1 ff00 0000 0000;
glow_color_2 ff00 ce00 0700;
glow_intensity 2.873756692407753;
hybrid_fractal_enable true;
image_height 4320;
image_width 7680;
keyframe_first_to_render 376;
keyframe_last_to_render 800;
main_light_alpha 85.76000000000001;
main_light_beta 19.65;
mat1_coloring_palette_size 5;
mat1_coloring_random_seed 943664;
mat1_fresnel_reflectance true;
mat1_is_defined true;
mat1_reflectance 1;
mat1_surface_color_palette 8e64b6 d7f2de d23a60 c9f5ff f41a30;
mat1_transparency_index_of_refraction 5;
raytraced_reflections true;
reflections_max 3;
target 1.706364368744839 -1.517183990977556 1.235911596515481;
view_distance_max 33.61367300322962;
volumetric_fog_colour_1_distance 0.01097243787154098;
volumetric_fog_colour_2_distance 0.02194487574308196;
volumetric_fog_density 0.125;
volumetric_fog_distance_factor 0.02194487574308196;
volumetric_fog_enabled true;
[fractal_3]
boxfold_bulbpow2_z_factor 32.86802;
[keyframes]
frame;main_camera_x;main_camera_y;main_camera_z;main_target_x;main_target_y;main_target_z;main_camera_top_x;main_camera_top_y;main_camera_top_z
0;1.603371460814689;-1.913738387645785;1.232752972992415;1.741408518995575;-1.035946503839257;1.178326313133042;0;0.06188521427943089;0.998083273205993
1;1.603371460814689;-1.913738387645785;1.232752972992415;1.509515763131025;-1.030129917382989;1.178326313133042;-0.01601707206576718;0.05977652673793533;0.998083273205993
2;1.712394254066856;-1.902093326279746;1.23380511427402;1.188528700122504;-1.184139722876263;1.182399017730655;-0.01601707206576736;0.05977652673793547;0.9980832732059929
3;1.889667423549238;-1.773092809770596;1.228923952727508;1.197392936404875;-1.215142487718588;1.184398066073066;-0.01601707206576847;0.05977652673793404;0.998083273205993
4;1.889667423549238;-1.773092809770596;1.228923952727508;1.224672146413427;-1.247927425193563;0.9559446820119144;-0.2167349372532409;0.2199515178171025;0.9511294847620835
5;1.796368751826422;-1.720786058904359;1.20479833206035;1.643961490282308;-1.635340805369802;1.165388127059175;-0.1490831991554789;0.182340489600488;0.971867349786905
6;1.705180809677011;-1.665178602757685;1.229602644819452;1.609768885130803;-1.606995313552849;1.255555936028879;0.2375774215474463;-0.04326793943703987;0.9704044796824361
7;1.734739318963107;-1.559620195002435;1.227072628028973;1.62655467236083;-1.588308072756947;1.252279605681773;0.2375774215474483;-0.04326793943704214;0.9704044796824355
8;1.786680925450309;-1.436853822835751;1.219829972897425;1.706364368744839;-1.517183990977556;1.235911596515481;0.2375774215474487;-0.04326793943704382;0.9704044796824352
9;1.753541609546886;-1.461694664734538;1.321355350115205;1.680819304393812;-1.539445746431103;1.278593925429589;-0.3022336559118536;-0.2265507979971064;0.9259209216563959
10;1.603371460814689;-1.913738387645785;1.232752972992415;1.741408518995575;-1.035946503839257;1.178326313133042;0;0.06188521427943089;0.998083273205993
interpolation;morphAkima;morphAkima;morphAkima
Stats:
Views: 29
Filesize: 15.54kB
Height: 128 Width: 128
Discussion Topic: View Topic
Posted by: Paigan0 December 06, 2017, 02:19:49 AM

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