1 line
15 KiB
JSON
1 line
15 KiB
JSON
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{"version":2,"baseVals":{"rating":4,"gammaadj":1.98,"decay":0.5,"echo_zoom":0.952,"echo_alpha":0.5,"echo_orient":3,"wave_mode":4,"additivewave":1,"modwavealphabyvolume":1,"wave_brighten":0,"darken_center":1,"darken":1,"wave_a":0.001,"wave_scale":2.107,"wave_smoothing":0,"wave_mystery":-0.22,"modwavealphastart":0.81,"modwavealphaend":1.4,"warpanimspeed":1.459,"warpscale":2.007,"zoom":0.9999,"warp":0.01,"sx":0.9999,"wave_r":0.6,"wave_g":0.5,"wave_b":0,"ob_size":0,"ob_a":1,"ib_size":0.26,"mv_x":64,"mv_y":48,"mv_l":1.85,"mv_r":0.5,"mv_g":0.5,"mv_b":0.5,"mv_a":0,"b1ed":0},"shapes":[{"baseVals":{"enabled":1,"sides":16,"textured":1,"num_inst":5,"x":0.73,"rad":0.29466,"tex_zoom":2.79176,"r":0.7,"g":0.7,"b":1,"g2":0,"border_b":0,"border_a":0},"init_eqs_eel":"","frame_eqs_eel":"trig = q25;\na = trig*min(bass+treb,1); a2 = trig*0;\n//a = min(bass+treb-1,1);\nx0 = x0 *bnot(trig) + trig*int(rand(100))/100;\ny0 = y0 *bnot(trig) + trig*int(rand(100))/100;\n\n\nk1 = instance/num_inst*6.28;\nampl = .1*q22+.1;\n\n\nx0 = .5 +q15*ampl *cos(k1+q17); y0 = .5+ q16*ampl*sin(k1+q17);\n\n\ntex_ang = int(rand(20))/3;\n//tex_ang = time;\nrad = .1 + int(rand(8))/12;\n\nx = x0; y = y0;\nr = .7+.3*sin(time/12);\nb = .7+.3*sin(time/15);\ng = .7+.3*sin(time/8);\nr2 = r; b2 = b; g2 = g;"},{"baseVals":{"enabled":1,"sides":32,"num_inst":37,"rad":0.0364,"ang":0.81681,"tex_ang":0.37699,"tex_zoom":1.02841,"g":1,"b":1,"a":0.05,"r2":1,"b2":1,"border_a":0},"init_eqs_eel":"","frame_eqs_eel":"k1 = instance/num_inst*6.28;\ntmp = q17/32+time*.1;\ntrel = tmp-int(tmp);\n\nyes = above(sin(time/9.5),0);\n\nbright = 6*q2*q2*yes+.1*min(q8,1);\nborder_a = bright;\n\ntmp = 2*sin(time/12)-1;\na = .5*yes*pow(2,-18*abs(k1-6.28*trel)) * above(tmp,0)*tmp*tmp;\nampl = .1;\nrad = .02+.0*sin(k1*4+time);\nx = .5 +q15*ampl *cos(k1+q17); y = .5+ q16*ampl*sin(k1+q17);\n\nr0 = sin(time/7);\ng0 = sin(time/5);\nb0 = sin(time/9);\n\nborder_r = .8 + .2*r0;\nborder_g = .8 + .2*g0;\nborder_b = .8 + .2*b0;\n\n\n//r = .5*r0; g = .5*g0; b = 0.5*b0; ;\n\n//r2 = 0; g2 = 0; b2 = 0;\n\na2 = 0;\n"},{"baseVals":{"enabled":1,"sides":32,"additive":1,"thickoutline":1,"num_inst":33,"r":0,"g":0.5,"g2":0.5,"border_a":0},"init_eqs_eel":"","frame_eqs_eel":"trans = int(rand(int(q1)))/5+instance-instance;\ntrans2 = int(rand(int(q1)))/5+instance-instance;\ntrans3 = int(rand(int(q1)))/5+instance-instance;\na = trans;\n\nx = (sin(q23)+1.57)*.3 + int(rand(15))*0.004*(bass_att+treb_att+mid_att)*if(equal(int(rand(2)),1),1,-1)+instance-instance;\ny = (cos(q23)+1.57)*.3 + int(rand(15))*0.004*(bass_att+treb_att+mid_att)*if(equal(int(rand(2)),1),1,-1)+instance-instance;\nrad = .09 + int(rand(int(q1)))/15+instance-instance;\nr=int(rand(q1))*.1+instance-instance;\ng=int(rand(q1))*.1+instance-instance;\nb=int(rand(q1))*.1+instance-instance;\nr2=int(rand(q1))*.1+instance-instance;\ng2=int(rand(q1))*.1+instance-instance;\nb2=int(rand(q1))*.1+instance-instance;\nborder_r=int(rand(q1))*.1+instance-instance;\nborder_g=int(rand(q1))*.1+instance-instance;\nborder_b=int(rand(q1))*.1+instance-instance;"},{"baseVals":{"enabled":1,"sides":3,"thickoutline":1,"textured":1,"num_inst":311,"rad":0.01,"tex_ang":0.62832,"r":0,"g2":0,"border_r":0,"border_g":0,"border_b":0,"border_a":0},"init_eqs_eel":"","frame_eqs_eel":"ma=ma+(above(bass,1)*3.1415*.01*bass);\nma=ma-(above(treb,1)*3.1415*.01*treb);\n\nmx=mx+(.0002*cos(ma));\nmy=my+(.0002*tan(ma));\n\nmx=if(above(mx,.9),(.9-mx),mx);\nmy=if(above(my,.9),(.9-my),my);\nmx=if(below(mx,.1),(.9+mx),mx);\nmy=if(below(my,.1),(.9+my),my);\n\nx=1-mx;\ny=1-my;\n\nang=(sin(time*.35)+1)*3;\n//a=(above(bass+mid+treb,.8));\npi23=4*asin(1)*.333333333;\nt1=bass+mid+treb;"}],"waves":[{"baseVals":{"enabled":1,"sep":256,"spectrum":1,"smoothing":0.8,"a":0.04},"init_eqs_eel":"","frame_eqs_eel":"","point_eqs_eel":"sw = (1-sw)*above(sample,0);\n\nosa = sample*above(sample,0);\n\nmod = pow(value1*2,2)*sign(value1)*.5;\n\nmod = value1;\nmod = mod*sw;\n\ny = if(sw,osa,sample*.5+.25);\ny = sample*.5+.25;\ny = (y-0.5)/(q32) + 0.5;\nx = 1 - mod*.5;\n\nosa = sample;\n\nmo = 3.7 + mod*6 + q1;\n\nr = .5 + sin(q23*.9 +mo)*.5;\
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