// Generated with Shader Minifier 1.3.6 (https://github.com/laurentlb/Shader_Minifier/)
#ifndef SHADER_MINIFIED_H_
# define SHADER_MINIFIED_H_
# define VAR_u_resolution "v"
# define VAR_u_time "m"

const char *__temp_cleaned_shader_glsl =
 "uniform vec2 v;"
 "uniform float m;"
 "const float y=22./7.;"
 "mat2 f(float v)"
 "{"
   "float m=sin(v),y=cos(v);"
   "return mat2(y,-m,m,y);"
 "}"
 "float f(float v,float y,float m)"
 "{"
   "float c=max(m-abs(v-y),0.);"
   "return max(v,y)+c*c*.25/m;"
 "}"
 "float n(vec2 v)"
 "{"
   "v=50.*fract(v*.3183099);"
   "return fract(v.x*v.y*(v.x+v.y));"
 "}"
 "float f(vec2 v,float y)"
 "{"
   "vec2 m=floor(v),c=fract(v),f=c*c*(3.-2.*c);"
   "return-y+y*mix(mix(n(m+vec2(0)),n(m+vec2(1,0)),f.x),mix(n(m+vec2(0,1)),n(m+vec2(1)),f.x),f.y);"
 "}"
 "float x(vec3 v)"
 "{"
   "return f(10.*v.xy+m+1e3,.2)+.5*f(10.*(v.xy+2.)-m+1e3,.2);"
 "}"
 "float n(vec3 v,float y)"
 "{"
   "return length(v)-y;"
 "}"
 "float n(vec3 v,float y,float m)"
 "{"
   "vec2 f=abs(vec2(length(v.xy),v.z))-vec2(m,y);"
   "return min(max(f.x,f.y),0.)+length(max(f,0.));"
 "}"
 "float x(vec3 v,vec3 y)"
 "{"
   "vec3 m=abs(v)-y;"
   "return length(max(m,0.))+min(max(m.x,max(m.y,m.z)),0.);"
 "}"
 "float s(vec3 v,vec2 y)"
 "{"
   "v.xy*=f(.5);"
   "vec3 m=abs(v);"
   "return max(m.z-y.y,max(m.x*.866025+v.y*.5,-v.y)-y.x*.5);"
 "}"
 "vec3 i=vec3(.4,.2,.4),c=vec3(.7,.4,.2),a=vec3(.2,.1,.3),k=vec3(.9,.5,.7),l=vec3(.8,.7,.5),p=vec3(.9,.3,0);"
 "float s(vec3 v)"
 "{"
   "v.y*=v.z;"
   "return y*min((m*v.z-v.y)/y,v.x);"
 "}"
 "vec3 h(vec3 v)"
 "{"
   "for(float y=0.;y<7.;y++)"
     "{"
       "float c=9.+y*2.,x=1.;"
       "if(m>c)"
         "{"
           "if(mod(y,2.)>=1.)"
             "x=-1.;"
           "v.xy*=f((9.+9.*clamp(sin(s(vec3(1.5,c,4))*.06),-.9,.9))*x);"
         "}"
     "}"
   "return v;"
 "}"
 "float r(vec2 v)"
 "{"
   "if(m>=v.y)"
     "v.x+=.045*clamp(sin(s(vec3(3,v.y,40))*.4),-.8,.8);"
   "return v.x;"
 "}"
 "vec2 e(vec3 v)"
 "{"
   "float c=0.,i=y/12.,z=floor(atan(v.y,v.x)/i+.5)*i;"
   "vec3 a=v;"
   "a.xy=mat2(cos(z),-sin(z),sin(z),cos(z))*a.xy;"
   "float e=length(max(abs(a.xy-vec2(1.8,0))-vec2(.24,.14),0.))-.02,l=abs(length(v.xy)-1.8)-.2;"
   "e=min(e,l);"
   "l=abs(length(v.xy)-1.75)-.08;"
   "l=f(l,abs(v.z-.1)-.04,.005);"
   "e=max(-l,e);"
   "e=f(e,abs(v.z)-.1,.02);"
   "for(float d=0.;d<8.;d++)"
     "{"
       "i=24.67/(y*2.);"
       "a=v;"
       "z=i+(d+1.)*y/4.;"
       "if(d==1.)"
         "z+=.2;"
       "if(d==7.)"
         "z-=.2;"
       "a.xy=f(z)*a.xy;"
       "float p=9.+(d-1.)*2.+1.5;"
       "if(d>0.)"
         "{"
           "a.x-=1.95;"
           "vec3 g=a;"
           "if(m>p)"
             "g.x=r(vec2(g.x,p));"
           "float C=s(vec3(a.x-.06,a.yz),vec2(.1,.15))-.01;"
           "l=max(-s(vec3(g.x-.14,g.yz),vec2(.22))-.01,s(vec3(g),vec2(.2,.12))-.02);"
           "l=min(l,C);"
           "e=min(e,l);"
           "if(e==l)"
             "c=4.;"
           "if(e==C&&m>p+.2)"
             "c=5.;"
         "}"
     "}"
   "vec3 d=h(v),g=d;"
   "i=y/16.;"
   "g.xy=f(floor(atan(d.y,d.x)/i+.5)*i)*g.xy;"
   "l=x(g.xyz-vec3(1.75,0,0),vec3(.04,.14,.05))-.02;"
   "e=min(e,l);"
   "if(e==l)"
     "c=4.;"
   "l=1e3;"
   "float p=1.5;"
   "for(int C=0;C<4;C++)"
     "{"
       "float k=x(vec3(v.x,v.y+p,v.z),vec3(2,.1,p))-.05;"
       "l=min(l,k);"
       "e=min(e,k);"
       "p+=.2;"
     "}"
   "if(e==l)"
     "c=2.;"
   "l=v.y+4.25+1.5*f(vec2(v.x*.04,(v.z-40.)*.04)+1e2,15.);"
   "e=min(e,l);"
   "if(e==l)"
     "c=3.;"
   "l=1e3;"
   "l=max(-n(v,2.,clamp(2.-m*2.+46.,0.,2.)),n(v,.025,1.6)+x(v)*clamp((m-24.)*.5,0.,.25));"
   "l=max(l,n(v,.3,1.6));"
   "e=min(e,l);"
   "if(e==l)"
     "c=1.;"
   "return vec2(e,c);"
 "}"
 "float e(vec3 v,vec3 y)"
 "{"
   "float m,l=0.;"
   "for(int i=0;i<90;i++)"
     "{"
       "m=e(v+y*l).x;"
       "l+=m;"
       "if(abs(m)<.002||l>4e2)"
         "break;"
     "}"
   "return l;"
 "}"
 "vec3 t(vec3 v)"
 "{"
   "vec2 m=vec2(.01,0);"
   "vec3 y=e(v).x-vec3(e(v-m.xyy).x,e(v-m.yxy).x,e(v-m.yyx));"
   "return normalize(y);"
 "}"
 "float e(vec3 v,vec3 m,float y)"
 "{"
   "vec3 l=normalize(m-v),c=t(v);"
   "float i=clamp(dot(c,l),0.,1.),f=e(v+c*.0025,l);"
   "if(abs(f)<length(m-v))"
     "i*=y;"
   "return i;"
 "}"
 "vec3 h(vec2 v,vec3 y,vec3 m)"
 "{"
   "vec3 l=normalize(m-y),c=normalize(cross(vec3(0,1,0),l));"
   "return normalize(l*2.+v.x*c+v.y*cross(l,c));"
 "}"
 "vec3 d(vec3 m)"
 "{"
   "m*=smoothstep(.9,.5,length(gl_FragCoord.xy/v.xy-vec2(.5)));"
   "m*=vec3(.9,.8,.7);"
   "m=pow(m,vec3(.4545));"
   "return smoothstep(0.,1.,m);"
 "}"
 "vec3 d()"
 "{"
   "vec3 y=vec3(0,clamp(6.-m,2.,6.),clamp(75.-m*8.,6.,75.));"
   "if(m>7.5)"
     "y+=vec3(0,clamp(7.5-m,-1.,0.),0);"
   "if(m>10.5)"
     "y=vec3(2,-1,1);"
   "if(m>12.)"
     "y=vec3(-1,-1,4);"
   "return y;"
 "}"
 "vec3 e()"
 "{"
   "vec3 y=vec3(0,-.5,0);"
   "if(m>10.5)"
     "y=vec3(1.7,-1.1,0);"
   "if(m>12.)"
     "y=vec3(0,.1,0);"
   "return y;"
 "}"
 "vec3 w(vec3 v)"
 "{"
   "if(m>10.75)"
     "{"
       "float y=smoothstep(-1.,.8,sin(s(vec3(.8,10.75,8))*2.));"
       "v=mix(v,y*1.4*p,y*.76);"
     "}"
   "return v;"
 "}"
 "vec3 g(vec2 v)"
 "{"
   "vec3 m=d(),y=h(v,m,e()),z=vec3(0);"
   "float x=e(m,y);"
   "if(x<150.)"
     "{"
       "vec3 g=m+y*x;"
       "float C=e(g).y,r=e(g,vec3(10,15,25),.2);"
       "z+=r*k;"
       "r=e(g,vec3(4,2,-15),1.);"
       "z+=r*l;"
       "z+=a*clamp(dot(t(g),normalize(vec3(0,1,10))),0.,1.);"
       "if(C==0.)"
         "z*=vec3(.3);"
       "else if(C==1.)"
         "z*=vec3(0,0,.5);"
       "else if(C==2.)"
         "z*=vec3(.3,.1,0);"
       "else if(C==3.)"
         "z*=vec3(.8,.8,.5)+f(g.xz*5e2+1e2,.3);"
       "else if(C==4.)"
         "z*=vec3(.1);"
       "else if(C==5.)"
         "z*=p;"
     "}"
   "z=mix(z,mix(i,c,pow(max(dot(y,vec3(0,-.1,-1)),0.),8.)),1.-exp(-x*.01));"
   "z=w(z);"
   "return d(z);"
 "}"
 "void u(inout float v)"
 "{"
   "v=mod(v+.5,1.)-.5;"
 "}"
 "void d(inout vec3 v,float e,float l,float z)"
 "{"
   "v.z-=.5;"
   "v.xy*=f(sin(l*m*.25)*y);"
   "v.x-=z*sin(e/y);"
   "v.y-=z*cos(e/y);"
   "v.z+=e*.01;"
 "}"
 "vec2 C(vec3 v)"
 "{"
   "float m=1e3,y;"
   "u(v.z);"
   "for(float l=0.;l<90.;l++)"
     "{"
       "vec3 e=v;"
       "d(e,l,-1.,3.);"
       "float f=n(e,.05);"
       "m=min(m,f);"
       "if(m==f)"
         "y=0.;"
       "e=v;"
       "d(e,l,1.,.3);"
       "f=n(e,.01);"
       "m=min(m,f);"
       "if(m==f)"
         "y=1.;"
     "}"
   "return vec2(m,y);"
 "}"
 "float C(vec3 v,vec3 y)"
 "{"
   "float m=0.,f;"
   "for(int i=0;i<60;i++)"
     "{"
       "f=C(v+y*m).x;"
       "m+=f;"
       "if(f<.002||m>20.)"
         "break;"
     "}"
   "return m;"
 "}"
 "vec3 E(vec2 v)"
 "{"
   "vec3 y=vec3(0,0,m*2.),l=vec3(0,0,.1),c=normalize(vec3(v,.7));"
   "float e=C(y,c),f=C(y+c*e).y;"
   "if(e<10.)"
     "{"
       "if(f==0.)"
         "l=vec3(0,.3,.6);"
       "if(f==1.)"
         "l=vec3(.5)+vec3(1)*cos(6.3*(vec3(1)*(1.-.4*e)+vec3(0,.66,.33)));"
     "}"
   "return l;"
 "}"
 "void main()"
 "{"
   "vec2 y=(gl_FragCoord.xy*2.-v.xy)/v.y;"
   "gl_FragColor=m<29.?"
     "vec4(g(y),1):"
     "vec4(E(y),1);"
 "}";

#endif // SHADER_MINIFIED_H_