securityos/node_modules/butterchurn-presets/presets/converted/martin - ghost city.json

1 line
8.6 KiB
JSON
Raw Permalink Normal View History

2024-09-06 15:32:35 +00:00
{"version":2,"baseVals":{"rating":0,"gammaadj":1.980001,"decay":0.5,"echo_zoom":0.999998,"echo_alpha":0.5,"echo_orient":3,"wave_mode":6,"wave_thick":1,"modwavealphabyvolume":1,"darken":1,"wave_a":0.001,"wave_scale":0.159809,"wave_smoothing":0.45,"wave_mystery":0.08,"modwavealphastart":0,"modwavealphaend":1.32,"warpanimspeed":1.4595,"warpscale":2.0067,"zoom":0.9999,"warp":0.01,"sx":0.9999,"wave_r":0,"wave_g":0,"wave_b":0,"wave_y":0.9,"ob_r":1,"ob_g":1,"ob_b":1,"ib_size":0.26,"mv_x":64,"mv_y":48,"mv_l":1.85,"mv_r":0.4999,"mv_g":0.4999,"mv_b":0.4999,"mv_a":0,"b1x":0.6999,"b1ed":0},"shapes":[{"baseVals":{"textured":1,"x":0.48,"y":0.4,"rad":0.21778,"tex_zoom":1.140166,"g":1,"b":1,"r2":1,"g2":0.6,"a2":1,"border_b":0,"border_a":0,"enabled":0},"init_eqs_eel":"","frame_eqs_eel":""},{"baseVals":{"thickoutline":1,"x":0.4,"rad":2.366958,"tex_ang":3.455753,"tex_zoom":0.993053,"r":0.5,"b":1,"a":0.2,"r2":0.7,"g2":0.4,"border_r":0.5,"border_g":0.5,"border_b":0.5,"border_a":0,"enabled":0},"init_eqs_eel":"","frame_eqs_eel":"a2 =0;a = 0;\na = q24/2;"},{"baseVals":{"x":0.503,"rad":0.038857,"tex_zoom":0.609857,"g":0.1,"a":0.9,"r2":1,"b2":1,"border_r":0.5,"border_g":0.5,"border_b":0.5,"border_a":0,"enabled":0},"init_eqs_eel":"","frame_eqs_eel":"x = .3+rand(10)/30;\ny = .3+rand(10)/30;\n\nr = rand(4)/3;\ng = rand(4)/3;\nb = rand(4)/3;\n\n\nis_beat = above(time, t0+.03);\nt0 = is_beat*time + (1-is_beat)*t0;\n\n\na = min(q21/2 ,.9) * is_beat;\nrad = a*a/3 ;"},{"baseVals":{"sides":63,"textured":1,"y":1,"rad":0.548217,"tex_zoom":0.499805,"g":1,"b":1,"r2":1,"b2":1,"border_r":0.5,"border_g":0.5,"border_b":0.5,"border_a":0,"enabled":0},"init_eqs_eel":"","frame_eqs_eel":""}],"waves":[{"baseVals":{"sep":120,"additive":1,"scaling":0.891519,"smoothing":0.82,"a":0.6,"enabled":0},"init_eqs_eel":"t1 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt2 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt3 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt4 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt5 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt6 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt7 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt8 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\n","frame_eqs_eel":"t2 = t2 + bass_att;","point_eqs_eel":"k1 = (sample*100)%8;\nk2 = bnot (k1);\nxi = value1*k2 + xi*(1-k2);\nyi = value2*(1-k2) + yi*k2;\n\ndx = dx*.99 + xi;\ndy = dy*.99 + yi;\n\nx = .5 + xi/2;\ny = .5 + yi/2;\n\na = q22/8; \na = min(a,.4);"},{"baseVals":{"usedots":1,"thick":1,"scaling":0.891519,"smoothing":0.82,"a":0.1,"enabled":0},"init_eqs_eel":"t1 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt2 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt3 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt4 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt5 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt6 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt7 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt8 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\n","frame_eqs_eel":"tm = time*.1;\nt1 = t1*sin(tm*t4) + (1-t1)*sin(tm*t7);\nt2 = t2*sin(tm*t5) + (1-t2)*sin(tm*t8);\nt3 = t3*sin(tm*t6) + (1-t3)*sin(tm*1);\n\ntic = min(time - tin,1);\ntin = time;\n\ntva = (tic*q1*.5);\ntvb = (tic*q2*.5);\ntvc = (tic*q3*.5);\n\nq1 = tva;\nq2 = tvb;\nq3 = tvc;\n\nsz = .5;\nlen = q4;\nt4 = len;","point_eqs_eel":"xi = rand(100)/100;\nyi = rand(100)/100;\n\nx = xi; y = yi;\n\na = q21/15;"},{"baseVals":{"usedots":1,"thick":1,"scaling":0.891519,"smoothing":0.82,"r":0,"g":0.2,"b":0,"enabled":0},"init_eqs_eel":"t1 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt2 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt3 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt4 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt5 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt6 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt7 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\nt8 = 1 + (rand(101)*.01 - rand(101)*.01)*.3;\n","frame_eqs_eel":"tm = time*.1;\nt1 = t1*sin(tm*t4) + (1-t1)*sin(tm*t7);\nt2 = t2*sin(tm*t5) + (1-t2)*sin(tm*t8);\nt3 = t3*sin(tm*t6) + (1-t3)*sin(tm*1);\n\ntic = min(time - tin,1);\ntin = time;\n\ntva = (tic*q1*.5);\ntvb = (tic*q2*.5);\ntvc = (tic*q3*.5);\n\nq1 = tva;\nq2 = tvb;\nq3 = tv