287 lines
7.0 KiB
C
287 lines
7.0 KiB
C
// Generated with Shader Minifier 1.3.6 (https://github.com/laurentlb/Shader_Minifier/)
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#ifndef SHADER_MINIFIED_H_
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# define SHADER_MINIFIED_H_
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# define VAR_texts "f"
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# define VAR_texture_sampler "x"
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# define VAR_u_resolution "i"
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# define VAR_u_time "v"
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const char *__temp_cleaned_shader_glsl =
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"uniform vec2 i;"
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"uniform float v;"
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"uniform sampler2D x,f;"
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"mat2 n(float v)"
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"{"
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"float f=sin(v),y=cos(v);"
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"return mat2(y,-f,f,y);"
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"}"
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"float n(float v,float y,float x)"
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"{"
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"float i=max(x-abs(v-y),0.);"
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"return max(v,y)+i*i*.25/x;"
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"}"
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"float s(vec2 v)"
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"{"
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"v=50.*fract(v*.3183099);"
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"return fract(v.x*v.y*(v.x+v.y));"
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"}"
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"float n(vec2 v,float y)"
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"{"
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"vec2 f=floor(v),m=fract(v),c=m*m*(3.-2.*m);"
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"return-y+y*mix(mix(s(f+vec2(0)),s(f+vec2(1,0)),c.x),mix(s(f+vec2(0,1)),s(f+vec2(1)),c.x),c.y);"
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"}"
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"float m(vec3 y)"
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"{"
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"return n(10.*y.xy+v+999.,.2)+.5*n(10.*(y.xy+2.)-v+999.,.2);"
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"}"
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"float m(vec3 v,vec3 y,vec3 m,float x)"
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"{"
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"vec3 f=m-y,c=v-y;"
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"float i=dot(f,f),a=dot(c,f),s=length(c*i-f*a)-x*i,z=abs(a-i*.5)-i*.5,d=s*s,F=z*z*i,g=max(s,z)<0.?"
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"-min(d,F):"
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"(s>0.?"
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"d:"
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"0.)+(z>0.?"
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"F:"
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"0.);"
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"return sign(g)*sqrt(abs(g))/i;"
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"}"
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"float m(vec3 v,vec3 y)"
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"{"
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"vec3 f=abs(v)-y;"
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"return length(max(f,0.))+min(max(f.x,max(f.y,f.z)),0.);"
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"}"
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"float s(vec3 v,vec2 f)"
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"{"
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"v.xy*=n(.5);"
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"const float y=sqrt(3.);"
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"f.x*=.5*y;"
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"v.xy/=f.x;"
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"v.x=abs(v.x)-1.;"
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"v.y=v.y+1./y;"
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"if(v.x+y*v.y>0.)"
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"v.xy=vec2(v.x-y*v.y,-y*v.x-v.y)/2.;"
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"v.x-=clamp(v.x,-2.,0.);"
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"float i=length(v.xy)*sign(-v.y)*f.x,c=abs(v.z)-f.y;"
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"return length(max(vec2(i,c),0.))+min(max(i,c),0.);"
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"}"
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"vec3 y=vec3(0,-.5,0);"
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"const vec3 a=vec3(1.7,-1.1,0),c=vec3(2,0,0),p=vec3(1.5,1.4,0),r=vec3(0,2,0),z=vec3(1.5,1.4,0),C=vec3(-1.5,1.4,0),D=vec3(-1.7,-1.1,0);"
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"vec3 l=vec3(.95,.35,.06),d=vec3(.44,.29,.46),F=vec3(.75,.45,.23),L=vec3(.29,.17,.35),g=vec3(.7,.27,.09),J=vec3(.09,.05,.66),e=vec3(.91,.57,.73),H=vec3(.83,.71,.54);"
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"float m(float y,float f,float m)"
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"{"
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"float i=2.*acos(-1.)/2.;"
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"f*=m;"
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"float r=(v*m-f)/i;"
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"r=min(r,y);"
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"return i*r;"
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"}"
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"float t(float v)"
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"{"
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"return 9.+9.*clamp(sin(m(1.5,v,4.)*.06),-.9,.9);"
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"}"
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"vec3 h(vec3 y)"
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"{"
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"for(float f=0.;f<7.;f++)"
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"{"
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"float i=9.+f*2.;"
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"if(v>i)"
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"if(mod(f,2.)>=1.)"
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"y.xy=n(t(i)*-1.)*y.xy;"
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"else"
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" y.xy=n(t(i))*y.xy;"
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"}"
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"return y;"
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"}"
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"float h(float y,float f)"
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"{"
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"if(v>=f)"
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"y+=.045*clamp(sin(m(3.,f,40.)*.4),-.8,.8);"
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"return y;"
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"}"
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"vec2 w(vec3 f)"
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"{"
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"float y=0.;"
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"const float i=2.*acos(-1.)/24.;"
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"float x=floor(atan(f.y,f.x)/i+.5)*i;"
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"vec3 r=f;"
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"r.xy=mat2(cos(x),-sin(x),sin(x),cos(x))*r.xy;"
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"float c=length(max(abs(r.xy-vec2(1.8,0))-vec2(.24,.14),0.))-.02;"
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"c=min(c,abs(length(f.xy)-1.8)-.2);"
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"float e=abs(length(f.xy)-1.75)-.08;"
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"e=n(e,abs(f.z-.1)-.04,.005);"
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"c=max(-e,c);"
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"c=n(c,abs(f.z)-.1,.02);"
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"float z=1.;"
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"for(int a=0;a<8;a++)"
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"{"
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"vec3 d=f;"
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"float g=24.67/(2.*acos(-1.))+z*(2.*acos(-1.)/8.);"
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"if(a==1)"
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"g+=.2;"
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"if(a==7)"
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"g-=.2;"
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"d.xy=n(g)*d.xy;"
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"float F=(z-2.)*2.+1.5+9.;"
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"if(a>0)"
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"{"
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"d.x-=1.95;"
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"vec3 l=d;"
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"if(v>F)"
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"l.x=h(l.x,F);"
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"float J=s(vec3(l.x-.14,l.yz),vec2(.22))-.01,H=s(vec3(l),vec2(.2,.12))-.02,w=s(vec3(d.x-.06,d.yz),vec2(.1,.15))-.01,L=max(-J,H);"
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"L=min(L,w);"
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"c=min(c,L);"
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"if(c==L)"
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"y=4.;"
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"if(c==w)"
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"if(v>F+.2)"
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"y=5.;"
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"}"
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"z+=1.;"
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"}"
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"vec3 a=h(f);"
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"float F=2.*acos(-1.)/32.;"
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"vec3 d=a;"
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"d.xy=n(floor(atan(a.y,a.x)/F+.5)*F)*d.xy;"
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"float l=m(d.xyz-vec3(1.75,0,0),vec3(.04,.14,.05))-.02;"
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"c=min(c,l);"
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"if(c==l)"
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"y=4.;"
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"float g=1.5,L=1e3;"
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"for(int J=0;J<4;J++)"
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"{"
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"float w=m(vec3(f.x,f.y+g,f.z),vec3(2,.1,g))-.05;"
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"L=min(L,w);"
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"c=min(c,w);"
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"g+=.2;"
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"}"
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"float w=f.y+4.25+1.5*n(vec2(f.x*.04,(f.z-40.)*.04)+1e2,15.);"
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"w+=n(f.yz,.25);"
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"w+=.025*n(f.xz*50.+1e2,.05);"
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"c=min(c,w);"
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"float J=1e3,H=m(f,vec3(0),vec3(0,0,-.01),1.6),p=m(f,vec3(0,0,1),vec3(0,0,-1),clamp(2.-v*2.+46.,0.,2.)),C=m(f,vec3(0,0,1),vec3(0,0,-1),1.6),A=0.;"
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"A=m(f)*clamp((v-24.)*.5,0.,.25);"
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"H+=A;"
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"J=max(-p,H);"
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"J=max(J,C);"
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"c=min(c,J);"
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"if(c==J)"
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"y=1.;"
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"else if(c==L)"
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"y=2.;"
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"else if(c==w)"
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"y=3.;"
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"return vec2(c,y);"
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"}"
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"float t(vec3 v,vec3 y)"
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"{"
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"float f=0.,c;"
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"for(int i=0;i<100;i++)"
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"{"
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"vec3 x=v+y*f;"
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"c=w(x).x;"
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"f+=c;"
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"if(c<.001||f>5e2)"
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"break;"
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"}"
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"return f;"
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"}"
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"vec3 A(vec3 v)"
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"{"
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"float y=w(v).x;"
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"vec2 f=vec2(.01,0);"
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"vec3 c=y-vec3(w(v-f.xyy).x,w(v-f.yxy).x,w(v-f.yyx));"
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"return normalize(c);"
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"}"
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"float A(vec3 v,vec3 f,float y,float m)"
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"{"
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"vec3 c=normalize(f-v),i=A(v);"
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"float x=clamp(dot(i,c),0.,y),a=t(v+i*.0025,c);"
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"if(a<length(f-v))"
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"x*=m;"
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"return x;"
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"}"
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"vec3 A(vec2 v,vec3 y,vec3 f)"
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"{"
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"vec3 c=normalize(f-y),a=normalize(cross(vec3(0,1,0),c));"
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"return normalize(c*2.+v.x*a+v.y*cross(c,a));"
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"}"
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"vec3 B(vec3 v)"
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"{"
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"v=mix(v,smoothstep(0.,1.,v),.9);"
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"v*=vec3(1);"
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"return pow(v,vec3(1./2.2));"
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"}"
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"float E(float y)"
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"{"
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"if(v>11.2)"
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"y+=(.25-smoothstep(-.7,.5,sin(m(1.5,11.2,35.))))*.1;"
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"return y;"
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"}"
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"vec3 A()"
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"{"
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"vec3 f=vec3(0,clamp(6.-v,2.,6.),clamp(75.-v*8.,6.,75.));"
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"if(v>7.5)"
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"f+=vec3(0,clamp(7.5-v,-1.,0.),0);"
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"if(v>10.5)"
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"f=vec3(2,-1,1);"
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"if(v>12.)"
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"f=vec3(-1,-1,4);"
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"f.z=E(f.z);"
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"return f;"
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"}"
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"vec3 G(vec3 y)"
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"{"
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"if(v>10.5)"
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"y=a;"
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"if(v>12.)"
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"y=vec3(0,.1,0);"
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"return y;"
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"}"
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"vec3 I(vec3 f)"
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"{"
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"if(v>11.25)"
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"{"
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"float y=smoothstep(-1.,.8,sin(m(.8,11.25,8.)*2.));"
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"f=mix(f,y*1.4*l,y*.76);"
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"}"
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"return f;"
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"}"
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"void main()"
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"{"
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"vec2 v=(gl_FragCoord.xy*2.-i.xy)/i.y;"
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"vec3 f=A(),c=A(v,f,G(y)),m=vec3(0);"
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"float a=t(f,c);"
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"if(a<5e2)"
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"{"
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"vec3 x=f+c*a;"
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"float s=w(x).y,r=0.;"
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"r=A(x,vec3(-3,5,5),1.,.2);"
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"m+=vec3(r*e);"
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"r=A(x,vec3(3,-2,5),.75,.8);"
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"m+=vec3(r*H);"
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"vec3 z=A(x);"
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"m+=L*clamp(dot(z,normalize(vec3(1,10,1))),0.,1.);"
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"if(s==0.)"
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"m*=vec3(.3);"
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"else if(s==1.)"
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"m*=vec3(0,0,.5);"
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"else if(s==2.)"
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"m*=vec3(.3608,.1765,.0471);"
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"else if(s==3.)"
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"m*=vec3(.8471,.8549,.4667);"
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"else if(s==4.)"
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"m*=vec3(.1);"
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"else if(s==5.)"
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"m*=l;"
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"m=m*exp(-a*.02)+mix(m,mix(d,F,pow(max(dot(c,vec3(0,.3,-1)),0.),8.)),1.-exp(-a*.02))*(1.-exp(-a*.02));"
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"}"
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"else"
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" m=mix(g,J,c.y*1.2);"
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"m=I(m);"
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"gl_FragColor=vec4(B(m),1);"
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"}";
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#endif // SHADER_MINIFIED_H_
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