1 line
5.8 KiB
JSON
1 line
5.8 KiB
JSON
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{"version":1,"baseVals":{"rating":1,"gammaadj":1,"decay":0.898999,"echo_zoom":0.999993,"wave_brighten":0,"wrap":0,"wave_a":0.001,"wave_scale":0.411715,"wave_smoothing":0.9,"wave_mystery":-0.18,"fshader":0.3,"zoom":0.999999,"warp":0.01,"wave_r":0,"wave_g":0,"wave_b":0,"ob_size":0.005,"ob_a":0.92,"ib_size":0,"ib_r":0,"ib_g":0,"ib_b":0,"mv_a":0},"shapes":[{"baseVals":{"enabled":0},"init_eqs_eel":"","frame_eqs_eel":""},{"baseVals":{"enabled":0},"init_eqs_eel":"","frame_eqs_eel":""},{"baseVals":{"enabled":0},"init_eqs_eel":"","frame_eqs_eel":""},{"baseVals":{"enabled":1,"sides":100,"additive":1,"textured":1,"rad":1.773681,"tex_ang":3.141593,"tex_zoom":1.244713,"r":0,"a":0,"r2":1,"b2":1,"a2":0.5},"init_eqs_eel":"","frame_eqs_eel":"/////////// new hue2rgb algorithm ////////////\nt=time;\nr2=max(min(-1+.955*acos(cos(t)),1),0);\ng2=max(min(-1+.955*acos(cos(t+2.0942)),1),0);\nb2=max(min(-1+.955*acos(cos(t+4.1883)),1),0);\n//////////////////////////////////////////////\n\nr=r2;\ng=g2;\nb=b2;\n\na2=.25*(1-.5*above(q1,1)*min(q1-1,2));\na=below(q1,1)*sqrt(q1)*.07*a2;"}],"waves":[{"baseVals":{"enabled":1,"additive":1,"g":0.25,"b":0.12},"init_eqs_eel":"","frame_eqs_eel":"bt=bt+(.5+2*above(bass-pbass,0)*(bass-pbass))/FPS;\npbass=bass;\n\nt1=bt; //mytime\nt2=q1;\nt3=.3*q1;","point_eqs_eel":"t=t1+t2*(1-sample);\n\nox=.5+(.3+.05*sample)*cos(t+.65+3.1415*sin(1.7*t+.98))*sin(1.32*t+3.21);\noy=.5+(.3+.05*sample)*1.25*sin(.78*t+1.71)*cos(.91*t+3.09+3.1415*sin(1.49*t+.43));\n\nang=atan2( (py-oy),(px-ox) );\nl=tan(ang);\nx2=.5+(.3-.05*sample)*cos(t+.65+3.1415*sin(1.7*t+.98))*sin(1.32*t+3.21);\ny2=.5+(.3-.05*sample)*1.25*sin(.78*t+1.71)*cos(.91*t+3.09+3.1415*sin(1.49*t+.43));\nsum = (l*x2-y2+oy-l*ox)*sign(ang)*sign(l);\ndir=-1+2*above(sum,-.001);\n\nxtrudx=(1-counter%2)*t3*sample*cos(ang+dir*1.5707)*abs(value1+value2);\nxtrudy=(1-counter%2)*t3*sample*sin(ang+dir*1.5707)*abs(value1+value2);\n\nx=ox+xtrudx;\ny=oy+xtrudy;\n\npx=ox;\npy=oy;\n\ncounter=1-counter;\na=sqr(sample);"},{"baseVals":{"enabled":1,"additive":1,"g":0.25,"b":0.12},"init_eqs_eel":"","frame_eqs_eel":"bt=bt+(.5+2*above(bass-pbass,0)*(bass-pbass))/FPS;\npbass=bass;\n\nt1=bt; //mytime\nt2=q1;\nt3=.3*q1;","point_eqs_eel":"t=t1+t2*(1-sample);\n\nox=.5+(.3-.05*sample)*cos(t+.65+3.1415*sin(1.7*t+.98))*sin(1.32*t+3.21);\noy=.5+(.3-.05*sample)*1.25*sin(.78*t+1.71)*cos(.91*t+3.09+3.1415*sin(1.49*t+.43));\n\nang=atan2( (py-oy),(px-ox) );\nl=tan(ang);\nx2=.5+(.3+.05*sample)*cos(t+.65+3.1415*sin(1.7*t+.98))*sin(1.32*t+3.21);\ny2=.5+(.3+.05*sample)*1.25*sin(.78*t+1.71)*cos(.91*t+3.09+3.1415*sin(1.49*t+.43));\nsum = (l*x2-y2+oy-l*ox)*sign(ang)*sign(l);\ndir=-1+2*above(sum,-.001);\n\nxtrudx=(counter%2)*t3*sample*cos(ang+dir*1.5707)*abs(value1+value2);\nxtrudy=(counter%2)*t3*sample*sin(ang+dir*1.5707)*abs(value1+value2);\n\nx=ox+xtrudx;\ny=oy+xtrudy;\n\npx=ox;\npy=oy;\n\ncounter=1-counter;\na=sqr(sample);"},{"baseVals":{"enabled":1,"additive":1,"r":0.12,"g":0.25},"init_eqs_eel":"","frame_eqs_eel":"tt=tt+(.5+2*above(treb-ptreb,0)*(treb-ptreb))/FPS;\nptreb=treb;\n\nt1=tt;\nt2=q1;\nt3=.3*q1;","point_eqs_eel":"t=t1+t2*(1-sample);\n\nox=.5+(.3+.05*sample)*cos(.78*t+2.09+3.1415*sin(1.39*t+.91))*sin(1.72*t+1.43);\noy=.5+(.3+.05*sample)*1.25*sin(1.41*t+.43)*cos(1.29*t+2.9+3.1415*sin(.93*t+2.6));\n\n\nang=atan( (py-oy)/(px-ox) );\n\nl=tan(ang);\nx2=.5+(.3-.05*sample)*cos(.78*t+2.09+3.1415*sin(1.39*t+.91))*sin(1.72*t+1.43);\ny2=.5+(.3-.05*sample)*1.25*sin(1.41*t+.43)*cos(1.29*t+2.9+3.1415*sin(.93*t+2.6));\nsum = (l*x2-y2+oy-l*ox)*sign(ang)*sign(l);\ndir=-1+2*above(sum,-.001);\n\nxtrudx=(1-counter%2)*t3*sample*cos(ang+dir*1.5707)*abs(value1+value2);\nxtrudy=(1-counter%2)*t3*sample*sin(ang+dir*1.5707)*abs(value1+value2);\n\nx=ox+xtrudx;\ny=oy+xtrudy;\n\npx=ox;\npy=oy;\n\ncounter=1-counter;\na=sqr(sample);"},{"baseVals":{"enabled":1,"additive":1,"r":0.12,"g":0.25},"init_eqs_eel":"","frame_eqs_eel":"tt=tt+(.5+2*above(treb-ptreb,0)*(treb-ptreb))/FPS;\nptreb=treb;\n\nt1=tt;\nt2=q1;\nt3=.3*q1;","point_eqs_eel":"t=t1+t2*(1-sample);\n\nox=.5+(.3-.05*sample)*cos(.78*t+2.09+3.1415*sin(1.39*t+.91))*sin(1.72*t+1.43);\no
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