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"Heavenly" for(float i,z,d;i++<1e2;o+=(cos(z+t+vec4(6,1,2,3))+1.)/d){vec3 p=znormalize(FC.rgb2.-r.xyy);p.z-=t;for(d=1.;d<9.;d/=.7)p+=cos(p.yzxd+z.2)/d;z+=d=.02+.1*abs(3.-length(p.xy));}o=tanh(o/3e3);

Xor

39,856 subscribers

24,542 Aufrufe • vor 1 Jahr •via X (Twitter)

Kunst Wissenschaft & Technologie Bildung

Anya Rossi• Live Now

Private livecam show

10 Kommentare

Profilbild von Sloimay

Sloimayvor 1 Jahr

how do you deal so well with ""fuzziness""/""fuzzy"" transparency in so little characters?

Profilbild von Xor

Xorvor 1 Jahr

It's a perk of raymarching

Profilbild von Gr_D

Gr_Dvor 1 Jahr

Kind of reminds me of oil/gas after a heavy rain storm.

Profilbild von Calcs

Calcsvor 1 Jahr

some tunes to go with the vibe...

Profilbild von Chris Smith

Chris Smithvor 1 Jahr

This is one of my favorites so far ❤️

Profilbild von Dan Gant ⚡ Games & Unreal VFX

Dan Gant ⚡ Games & Unreal VFXvor 1 Jahr

1e2 cracks me up

Profilbild von Xor

Xorvor 1 Jahr

1 char less than "100."

Profilbild von Rómulo

Rómulovor 1 Jahr

Wooo I love your work!

Profilbild von Eidos Harmonias

Eidos Harmoniasvor 1 Jahr

😄

Profilbild von Daryl Spears

Daryl Spearsvor 1 Jahr

a new apple screensaver

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"Vectors" for(float i,z,d;i++<7e1;o+=vec4(9,i,z,1)/d){vec3 p=z*normalize(FC.rgb*2.-r.xyy),a=normalize(sin(t/4.+vec3(0,2,4))),v;p.z+=7.;v=a=dot(a,p)*a+cross(a,p); for(d=2.;d++<9.;a+=sin(ceil(a*d)-t).yzx/d);z+=d=.1*length(sin(a*a))*sqrt(length(v*sin(v.yzx)));} o=tanh(o/6e4);

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"Radiant" vec3 p,v;for(float i,z,d;i++<5e1;o+=vec4(z,2,1,1)/d/z)p=znormalize(FC.rgb2.-r.xyy),p.z+=6.,p=abs(dot(v=normalize(cos(t/4.+vec3(0,2,4))),p)v+cross(v,p)),z+=d=.1abs(max(p.x,max(p.y,p.z))-2.)+.1length(min(v=p+sin(min(p,2.)6.),v.yzx)-1.);o=tanh(o/4e2);

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"Facility" vec3 p,q;for(float z,d,i,l;l++<3e1;z+=d,o+=.1pow(dd*exp(p.yyyy),vec4(.7,.6,.5,1))){p=znormalize(FC.rgb2.-r.xyy);p.z-=t;for(q=++p,d=-9.,i=4.;i>.01;i=.3)d=max(d,min(min(q=i.7-abs(mod(q+i,i+i)-i),q.y).x,q.z))/(1.+z/3e1),q.zy=rotate2D(2.);}o=tanh(oo);

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"Runner" vec3 q,p;for(float z,d,i,l;l++<3e1;z+=d,o+=.1(vec4(4,2,1,0)-tanh(p.y+4.))d/(1.+z)){p=znormalize(FC.rgb2.-r.xyy)-2.;p.xz-=t+3.;for(q=p,d=p.y,i=4e1;i>.01;i=.2)d=max(d,min(min(q=i.9-abs(mod(q,i+i)-i),q.y).x,q.z)),q.xz=rotate2D(9.);}o=tanh(oo);

Xor

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"Horizon" vec3 c,p;for(float i,z=.1,f;i++<1e2;o+=vec4(9,4,2,0)/f/length(c.xy/z)){p=c=z*normalize(FC.rgb*2.-r.xyy);for(p.x*=f=.6;f++<9.;p+=sin(p.yzx*f+.5*z-t/4.)/f);z+=f=.03+.1*max(f=6.-.2*z+min(f=(p+c).y,-f*.2),-f*.6);}o=tanh(o*o/9e8);

"Horizon" vec3 c,p;for(float i,z=.1,f;i++<1e2;o+=vec4(9,4,2,0)/f/length(c.xy/z)){p=c=znormalize(FC.rgb2.-r.xyy);for(p.x=f=.6;f++<9.;p+=sin(p.yzxf+.5z-t/4.)/f);z+=f=.03+.1max(f=6.-.2z+min(f=(p+c).y,-f.2),-f.6);}o=tanh(oo/9e8);

Xor

14,520 Aufrufe • vor 9 Monaten

$vec3 p=vec3(0,-.4,t),q;for(float i,d,a;i++<1e2;o+=.01/exp(d*1e4)){q=p+=vec3((FC.xy-r*.5)/r.y,1)*rotate3D(.67,FC.wzz)*d*.5;d=s;for(a=.8;a<1e3;q+=a+=a)d+=abs(dot(sin(q*a),q/q))/a*.2;q=abs(fract(p)-.5);q=q.x>q.z?q.zyx:q;d=min(max(d,.4)-p.y,length(q.xy)-.02-pow(cos(q.z*75.)*.4,6.));}$

vec3 p=vec3(0,-.4,t),q;for(float i,d,a;i++<1e2;o+=.01/exp(d1e4)){q=p+=vec3((FC.xy-r.5)/r.y,1)rotate3D(.67,FC.wzz)d*.5;d=s;for(a=.8;a<1e3;q+=a+=a)d+=abs(dot(sin(qa),q/q))/a.2;q=abs(fract(p)-.5);q=q.x>q.z?q.zyx:q;d=min(max(d,.4)-p.y,length(q.xy)-.02-pow(cos(q.z75.).4,6.));}

Kamoshika

32,399 Aufrufe • vor 1 Jahr

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kishimisu

52,044 Aufrufe • vor 1 Jahr

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#つぶやきGLSL vec3 a=FC.wzz-.5,q,p=at-3.;for(float d,i,l;l++<1e2;q=p-=rotate3D(.4,a)vec3((FC.xy-.5r)/r.yd,d))for(d=-p.y,i=58.;i>.1;i=.5)d=max(d,min(min(q=i.9-abs(mod(qrotate3D(.5,a.zxz),i+i)-i),q.y).x,q.z)),o+=.1/exp(length(q+.03)2e2+d)+q.z/4e4+1e-4/exp(dd1e6);o.gba*=a;

yonatan

115,497 Aufrufe • vor 3 Jahren

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vec4 x=vec4(3,2,1,1);float i,e,a,y;vec3 p,q,d=FC.bgr/r.y-.5;q++;for(q.x-=9.,q.xz=rotate2D(t/8.);i++<2e2;e=max(min(++y,-e),y-7.))for(o+=i>150.?d/=d+d,tanh(log(e+=1e-4))/40./x:exp(-e1e3)/4e2x,p=q+=de,y=p.y,a=3.;a>.04;a=.6)p=abs(p)-a-a-y.1+.2,e=min(e,max(p.x,(max(p.y,p.z))));

yonatan

25,133 Aufrufe • vor 1 Jahr

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t=0,d=5e-4,draw=_=>{t++||createCanvas(w=400,w);background(9).stroke(w,96);for(x=y=z=9,i=3e4;i--;point((q=x(e=sin(tPI/20-xx/99+i%9)+1)+89)cos(k=z/59-e/29+tPI/480+i%98)+200,200-(q+60cos(k/2))sin(k)))[x,y,z]=[x+9(y-x)d,y+(x(28-z)-y)d,z+(xy-z-z)d]}//#つぶやきProcessing

ア

34,899 Aufrufe • vor 1 Monat