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8b9eb6c25c9f4f05ccf7ad41605a95cf1cc8b22cb3148e827eab4eac7d144312 | brummer10/guitarix | mbc.dsp | declare id "mbc";
declare name "Multi Band Compressor";
declare shortname "MB Compressor";
declare category "Guitar Effects";
declare description "Multi Band Compressor contributed by kokoko3k";
import("stdfaust.lib");
rd = library("reducemaps.lib");
vmeter1(x) = attach(x, envelop(x) : vbargraph("v1[tooltip:no]", -70, +5));
vmeter2(x) = attach(x, envelop(x) : vbargraph("v2[tooltip:no]", -70, +5));
vmeter3(x) = attach(x, envelop(x) : vbargraph("v3[tooltip:no]", -70, +5));
vmeter4(x) = attach(x, envelop(x) : vbargraph("v4[tooltip:no]", -70, +5));
vmeter5(x) = attach(x, envelop(x) : vbargraph("v5[tooltip:no]", -70, +5));
vmeter6(x) = attach(x, envelop(x) : vbargraph("v6[tooltip:no]", -70, +5));
vmeter7(x) = attach(x, envelop(x) : vbargraph("v7[tooltip:no]", -70, +5));
vmeter8(x) = attach(x, envelop(x) : vbargraph("v8[tooltip:no]", -70, +5));
vmeter9(x) = attach(x, envelop(x) : vbargraph("v9[tooltip:no]", -70, +5));
vmeter10(x) = attach(x, envelop(x) : vbargraph("v10[tooltip:no]", -70, +5));
envelop = abs : max ~ (1.0/ma.SR) : rd.maxn(4096) ;
//envelop = abs : max ~ (1.0/ma.SR) : mean(4096) ; // : max(ba.db2linear(-70)) : ba.linear2db;
//Mono
process = geq : ( gcomp5s , gcomp4s , gcomp3s, gcomp2s, gcomp1s) :>_ with {
gcomp1s = vmeter6:ba.bypass1(bswitch1,co.compressor_mono(ratio1,-push1,attack1,release1)):*(Makeup1) : vmeter1;
gcomp2s = vmeter7:ba.bypass1(bswitch2,co.compressor_mono(ratio2,-push2,attack2,release2)):*(Makeup2) : vmeter2;
gcomp3s = vmeter8:ba.bypass1(bswitch3,co.compressor_mono(ratio3,-push3,attack3,release3)):*(Makeup3) : vmeter3;
gcomp4s = vmeter9:ba.bypass1(bswitch4,co.compressor_mono(ratio4,-push4,attack4,release4)):*(Makeup4) : vmeter4;
gcomp5s = vmeter10:ba.bypass1(bswitch5,co.compressor_mono(ratio5,-push5,attack5,release5)):*(Makeup5) : vmeter5;
};
sel1 = hslider("Mode1[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel2 = hslider("Mode2[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel3 = hslider("Mode3[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel4 = hslider("Mode4[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel5 = hslider("Mode5[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
not(x) = abs(x-1);
mute1 = not(max(0,sel1-2));
mute2 = not(max(0,sel2-2));
mute3 = not(max(0,sel3-2));
mute4 = not(max(0,sel4-2));
mute5 = not(max(0,sel5-2));
bypass(switch, block) = _ <: select2(switch, _, block);
bswitch1 = max(0,sel1-1);
bswitch2 = max(0,sel2-1);
bswitch3 = max(0,sel3-1);
bswitch4 = max(0,sel4-1);
bswitch5 = max(0,sel5-1);
hifr1 =hslider("crossover_b1_b2 [log][name:Crossover B1-B2 (hz)][tooltip: Crossover fi.bandpass frequency]" ,80 , 20, 20000, 1.08);
hifr2 =hslider("crossover_b2_b3 [log][name:Crossover B2-B3 (hz)][tooltip: Crossover fi.bandpass frequency]",210,20,20000,1.08);
hifr3 =hslider("crossover_b3_b4 [log][name:Crossover B3-B4 (hz)][tooltip: Crossover fi.bandpass frequency]",1700,20,20000,1.08);
hifr4 =hslider("crossover_b4_b5 [log][name:Crossover B4-B5 (hz)][tooltip: Crossover fi.bandpass frequency]",5000,20,20000,1.08);
geq = fi.filterbank(3, (hifr1,hifr2,hifr3,hifr4));
ratio1 = hslider("[9] Ratio1 [tooltip: Compression ratio]",2,1,100,0.1);
attack1 = hslider("[A] Attack1 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release1 = hslider("[B] Release1 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio2 = hslider("[9] Ratio2 [tooltip: Compression ratio]",2,1,100,0.1);
attack2 = hslider("[A] Attack2 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release2 = hslider("[B] Release2 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio3 = hslider("[9] Ratio3 [tooltip: Compression ratio]",2,1,100,0.1);
attack3 = hslider("[A] Attack3 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release3 = hslider("[B] Release3 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio4 = hslider("[9] Ratio4 [tooltip: Compression ratio]",2,1,100,0.1);
attack4 = hslider("[A] Attack4 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release4 = hslider("[B] Release4 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio5 = hslider("[9] Ratio5 [tooltip: Compression ratio]",2,1,100,0.1);
attack5 = hslider("[A] Attack5 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release5 = hslider("[B] Release5 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
push1 = hslider("[5] Makeup1 [tooltip: Post amplification and threshold]" , 13, -50, +50, 0.1) ; // threshold-=push ; makeup+=push
push2 = hslider("[5] Makeup2 [tooltip: Post amplification and threshold]" , 10, -50, +50, 0.1) ; // threshold-=push ; makeup+=push
push3 = hslider("[5] Makeup3 [tooltip: Post amplification and threshold]" , 4, -50, +50, 0.1) ; // threshold-=push ; makeup+=push
push4 = hslider("[5] Makeup4 [tooltip: Post amplification and threshold]" , 8, -50, +50, 0.1) ; // threshold-=push ; makeup+=push
push5 = hslider("[5] Makeup5 [tooltip: Post amplification and threshold]" , 11, -50, +50, 0.1) ; // threshold-=push ; makeup+=push
safe1 = hslider("[6] MakeupThreshold1 [tooltip: Threshold correction, an anticlip measure]" , 2, 0, +10, 0.1) ; // makeup-=safe
safe2 = hslider("[6] MakeupThreshold2 [tooltip: Threshold correction, an anticlip measure]" , 2, 0, +10, 0.1) ; // makeup-=safe
safe3 = hslider("[6] MakeupThreshold3 [tooltip: Threshold correction, an anticlip measure]" , 2, 0, +10, 0.1) ; // makeup-=safe
safe4 = hslider("[6] MakeupThreshold4 [tooltip: Threshold correction, an anticlip measure]" , 2, 0, +10, 0.1) ; // makeup-=safe
safe5 = hslider("[6] MakeupThreshold5 [tooltip: Threshold correction, an anticlip measure]" , 2, 0, +10, 0.1) ; // makeup-=safe
Makeup1 = mute1* (not(bswitch1)*(push1-safe1) : ba.db2linear : si.smooth(0.999));
Makeup2 = mute2* (not(bswitch2)*(push2-safe2) : ba.db2linear : si.smooth(0.999));
Makeup3 = mute3* (not(bswitch3)*(push3-safe3) : ba.db2linear : si.smooth(0.999));
Makeup4 = mute4* (not(bswitch4)*(push4-safe4) : ba.db2linear : si.smooth(0.999));
Makeup5 = mute5* (not(bswitch5)*(push5-safe5) : ba.db2linear : si.smooth(0.999));
//Low end headsets: 13,10,4,8,11 (split 80,210,1700,5000)
//Mid-high end headsets: 17,20.5,20,10.5,10 (split 44,180,800,5000)
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/mbc.dsp | faust | envelop = abs : max ~ (1.0/ma.SR) : mean(4096) ; // : max(ba.db2linear(-70)) : ba.linear2db;
Mono
threshold-=push ; makeup+=push
threshold-=push ; makeup+=push
threshold-=push ; makeup+=push
threshold-=push ; makeup+=push
threshold-=push ; makeup+=push
makeup-=safe
makeup-=safe
makeup-=safe
makeup-=safe
makeup-=safe
Low end headsets: 13,10,4,8,11 (split 80,210,1700,5000)
Mid-high end headsets: 17,20.5,20,10.5,10 (split 44,180,800,5000) | declare id "mbc";
declare name "Multi Band Compressor";
declare shortname "MB Compressor";
declare category "Guitar Effects";
declare description "Multi Band Compressor contributed by kokoko3k";
import("stdfaust.lib");
rd = library("reducemaps.lib");
vmeter1(x) = attach(x, envelop(x) : vbargraph("v1[tooltip:no]", -70, +5));
vmeter2(x) = attach(x, envelop(x) : vbargraph("v2[tooltip:no]", -70, +5));
vmeter3(x) = attach(x, envelop(x) : vbargraph("v3[tooltip:no]", -70, +5));
vmeter4(x) = attach(x, envelop(x) : vbargraph("v4[tooltip:no]", -70, +5));
vmeter5(x) = attach(x, envelop(x) : vbargraph("v5[tooltip:no]", -70, +5));
vmeter6(x) = attach(x, envelop(x) : vbargraph("v6[tooltip:no]", -70, +5));
vmeter7(x) = attach(x, envelop(x) : vbargraph("v7[tooltip:no]", -70, +5));
vmeter8(x) = attach(x, envelop(x) : vbargraph("v8[tooltip:no]", -70, +5));
vmeter9(x) = attach(x, envelop(x) : vbargraph("v9[tooltip:no]", -70, +5));
vmeter10(x) = attach(x, envelop(x) : vbargraph("v10[tooltip:no]", -70, +5));
envelop = abs : max ~ (1.0/ma.SR) : rd.maxn(4096) ;
process = geq : ( gcomp5s , gcomp4s , gcomp3s, gcomp2s, gcomp1s) :>_ with {
gcomp1s = vmeter6:ba.bypass1(bswitch1,co.compressor_mono(ratio1,-push1,attack1,release1)):*(Makeup1) : vmeter1;
gcomp2s = vmeter7:ba.bypass1(bswitch2,co.compressor_mono(ratio2,-push2,attack2,release2)):*(Makeup2) : vmeter2;
gcomp3s = vmeter8:ba.bypass1(bswitch3,co.compressor_mono(ratio3,-push3,attack3,release3)):*(Makeup3) : vmeter3;
gcomp4s = vmeter9:ba.bypass1(bswitch4,co.compressor_mono(ratio4,-push4,attack4,release4)):*(Makeup4) : vmeter4;
gcomp5s = vmeter10:ba.bypass1(bswitch5,co.compressor_mono(ratio5,-push5,attack5,release5)):*(Makeup5) : vmeter5;
};
sel1 = hslider("Mode1[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel2 = hslider("Mode2[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel3 = hslider("Mode3[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel4 = hslider("Mode4[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
sel5 = hslider("Mode5[enum:Compress|Bypass|Mute][tooltip: Compress or Mute the selected band, or Bypass The Compressor]",1,1,3,1);
not(x) = abs(x-1);
mute1 = not(max(0,sel1-2));
mute2 = not(max(0,sel2-2));
mute3 = not(max(0,sel3-2));
mute4 = not(max(0,sel4-2));
mute5 = not(max(0,sel5-2));
bypass(switch, block) = _ <: select2(switch, _, block);
bswitch1 = max(0,sel1-1);
bswitch2 = max(0,sel2-1);
bswitch3 = max(0,sel3-1);
bswitch4 = max(0,sel4-1);
bswitch5 = max(0,sel5-1);
hifr1 =hslider("crossover_b1_b2 [log][name:Crossover B1-B2 (hz)][tooltip: Crossover fi.bandpass frequency]" ,80 , 20, 20000, 1.08);
hifr2 =hslider("crossover_b2_b3 [log][name:Crossover B2-B3 (hz)][tooltip: Crossover fi.bandpass frequency]",210,20,20000,1.08);
hifr3 =hslider("crossover_b3_b4 [log][name:Crossover B3-B4 (hz)][tooltip: Crossover fi.bandpass frequency]",1700,20,20000,1.08);
hifr4 =hslider("crossover_b4_b5 [log][name:Crossover B4-B5 (hz)][tooltip: Crossover fi.bandpass frequency]",5000,20,20000,1.08);
geq = fi.filterbank(3, (hifr1,hifr2,hifr3,hifr4));
ratio1 = hslider("[9] Ratio1 [tooltip: Compression ratio]",2,1,100,0.1);
attack1 = hslider("[A] Attack1 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release1 = hslider("[B] Release1 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio2 = hslider("[9] Ratio2 [tooltip: Compression ratio]",2,1,100,0.1);
attack2 = hslider("[A] Attack2 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release2 = hslider("[B] Release2 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio3 = hslider("[9] Ratio3 [tooltip: Compression ratio]",2,1,100,0.1);
attack3 = hslider("[A] Attack3 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release3 = hslider("[B] Release3 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio4 = hslider("[9] Ratio4 [tooltip: Compression ratio]",2,1,100,0.1);
attack4 = hslider("[A] Attack4 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release4 = hslider("[B] Release4 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
ratio5 = hslider("[9] Ratio5 [tooltip: Compression ratio]",2,1,100,0.1);
attack5 = hslider("[A] Attack5 [tooltip: Time before the compressor starts to kick in]", 0.012, 0.001, 1, 0.001);
release5 = hslider("[B] Release5 [tooltip: Time before the compressor releases the sound]", 1.25, 0.01, 10, 0.01);
Makeup1 = mute1* (not(bswitch1)*(push1-safe1) : ba.db2linear : si.smooth(0.999));
Makeup2 = mute2* (not(bswitch2)*(push2-safe2) : ba.db2linear : si.smooth(0.999));
Makeup3 = mute3* (not(bswitch3)*(push3-safe3) : ba.db2linear : si.smooth(0.999));
Makeup4 = mute4* (not(bswitch4)*(push4-safe4) : ba.db2linear : si.smooth(0.999));
Makeup5 = mute5* (not(bswitch5)*(push5-safe5) : ba.db2linear : si.smooth(0.999));
|
a5cd0bffcbe9718544b39c15e632f12d5b24445439148e3e5fd04d75bf54ab58 | brummer10/guitarix | fuzzfacefm.dsp | // generated automatically
// DO NOT MODIFY!
declare id "fuzzfacefm";
declare name "Fuzz Face Fuller";
declare category "Distortion";
declare shortname "Fuzz Face FM";
declare description "Micke Fuller Fuzz Face simulation";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
Drive = vslider("Drive[name:Drive]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 0.99, 0.01) : Inverted(1) : si.smooth(s);
Input = vslider("AUDIO_IN[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Drive*(Fuzz*(Fuzz*(-1.12927979815576e-15*Level*pow(fs,3) + 1.4115997476947e-15*pow(fs,3)) - 1.11420586447254e-13*Level*pow(fs,3) + 1.39275733059067e-13*pow(fs,3)) + Level*pow(fs,2)*(1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(-1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(1.66004130328897e-15*Level*pow(fs,3) - 2.07505162911121e-15*pow(fs,3)) + 1.63788262077463e-13*Level*pow(fs,3) - 2.04735327596828e-13*pow(fs,3)) + Level*pow(fs,2)*(-1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(2.0681037922594e-13*fs + 4.74739615579661e-12);
b1 = Drive*(Fuzz*(Fuzz*(3.38783939446729e-15*Level*pow(fs,3) - 4.23479924308411e-15*pow(fs,3)) + 3.34261759341761e-13*Level*pow(fs,3) - 4.17827199177201e-13*pow(fs,3)) + Level*pow(fs,2)*(-3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(-4.98012390986691e-15*Level*pow(fs,3) + 6.22515488733364e-15*pow(fs,3)) - 4.91364786232388e-13*Level*pow(fs,3) + 6.14205982790485e-13*pow(fs,3)) + Level*pow(fs,2)*(4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(-6.20431137677819e-13*fs - 4.74739615579661e-12);
b2 = Drive*(Fuzz*(Fuzz*(-3.38783939446729e-15*Level*pow(fs,3) + 4.23479924308411e-15*pow(fs,3)) - 3.34261759341761e-13*Level*pow(fs,3) + 4.17827199177201e-13*pow(fs,3)) + Level*pow(fs,2)*(3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(-4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(4.98012390986691e-15*Level*pow(fs,3) - 6.22515488733364e-15*pow(fs,3)) + 4.91364786232388e-13*Level*pow(fs,3) - 6.14205982790485e-13*pow(fs,3)) + Level*pow(fs,2)*(-4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(6.20431137677819e-13*fs - 4.74739615579661e-12);
b3 = Drive*(Fuzz*(Fuzz*(1.12927979815576e-15*Level*pow(fs,3) - 1.4115997476947e-15*pow(fs,3)) + 1.11420586447254e-13*Level*pow(fs,3) - 1.39275733059067e-13*pow(fs,3)) + Level*pow(fs,2)*(-1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(-1.66004130328897e-15*Level*pow(fs,3) + 2.07505162911121e-15*pow(fs,3)) - 1.63788262077463e-13*Level*pow(fs,3) + 2.04735327596828e-13*pow(fs,3)) + Level*pow(fs,2)*(1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(-2.0681037922594e-13*fs + 4.74739615579661e-12);
a0 = Drive*(Fuzz*(Fuzz*fs*(fs*(1.42504059392599e-16*fs + 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(-1.42392288693486e-16*fs - 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(-1.1177069911304e-19*fs - 3.24149709132582e-15) - 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(-7.14615106636066e-14*fs - 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(7.14054610111223e-14*fs + 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(5.02096331201311e-20*fs + 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(-7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(-2.51786247207522e-17*fs - 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(5.60496524842164e-17*fs + 1.63110208134281e-12) + 1.69410806769336e-10) + 7.31444772672817e-10;
a1 = Drive*(Fuzz*(Fuzz*fs*(fs*(-4.27512178177797e-16*fs - 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(4.27176866080457e-16*fs + 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(3.35312097339121e-19*fs + 3.24149709132582e-15) - 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(2.1438453199082e-13*fs + 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(-2.14216383033367e-13*fs - 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(-4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(-1.50628899360393e-19*fs - 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(7.55358741622564e-17*fs + 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(-1.68148957452649e-16*fs - 1.63110208134281e-12) + 1.69410806769336e-10) + 2.19433431801845e-9;
a2 = Drive*(Fuzz*(Fuzz*fs*(fs*(4.27512178177797e-16*fs - 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(-4.27176866080457e-16*fs + 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(-3.35312097339121e-19*fs + 3.24149709132582e-15) + 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(-2.1438453199082e-13*fs + 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(2.14216383033367e-13*fs - 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(1.50628899360393e-19*fs - 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(-2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(-7.55358741622564e-17*fs + 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(1.68148957452649e-16*fs - 1.63110208134281e-12) - 1.69410806769336e-10) + 2.19433431801845e-9;
a3 = Drive*(Fuzz*(Fuzz*fs*(fs*(-1.42504059392599e-16*fs + 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(1.42392288693486e-16*fs - 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(1.1177069911304e-19*fs - 3.24149709132582e-15) + 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(7.14615106636066e-14*fs - 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(-7.14054610111223e-14*fs + 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(-1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(-5.02096331201311e-20*fs + 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(2.51786247207522e-17*fs - 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(-5.60496524842164e-17*fs + 1.63110208134281e-12) - 1.69410806769336e-10) + 7.31444772672817e-10;
};
| https://raw.githubusercontent.com/brummer10/guitarix/9734478d71ac7190dc8814ce250e28ce174ebaf1/trunk/src/LV2/faust/fuzzfacefm.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "fuzzfacefm";
declare name "Fuzz Face Fuller";
declare category "Distortion";
declare shortname "Fuzz Face FM";
declare description "Micke Fuller Fuzz Face simulation";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
Drive = vslider("Drive[name:Drive]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 0.99, 0.01) : Inverted(1) : si.smooth(s);
Input = vslider("AUDIO_IN[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Drive*(Fuzz*(Fuzz*(-1.12927979815576e-15*Level*pow(fs,3) + 1.4115997476947e-15*pow(fs,3)) - 1.11420586447254e-13*Level*pow(fs,3) + 1.39275733059067e-13*pow(fs,3)) + Level*pow(fs,2)*(1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(-1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(1.66004130328897e-15*Level*pow(fs,3) - 2.07505162911121e-15*pow(fs,3)) + 1.63788262077463e-13*Level*pow(fs,3) - 2.04735327596828e-13*pow(fs,3)) + Level*pow(fs,2)*(-1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(2.0681037922594e-13*fs + 4.74739615579661e-12);
b1 = Drive*(Fuzz*(Fuzz*(3.38783939446729e-15*Level*pow(fs,3) - 4.23479924308411e-15*pow(fs,3)) + 3.34261759341761e-13*Level*pow(fs,3) - 4.17827199177201e-13*pow(fs,3)) + Level*pow(fs,2)*(-3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(-4.98012390986691e-15*Level*pow(fs,3) + 6.22515488733364e-15*pow(fs,3)) - 4.91364786232388e-13*Level*pow(fs,3) + 6.14205982790485e-13*pow(fs,3)) + Level*pow(fs,2)*(4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(-6.20431137677819e-13*fs - 4.74739615579661e-12);
b2 = Drive*(Fuzz*(Fuzz*(-3.38783939446729e-15*Level*pow(fs,3) + 4.23479924308411e-15*pow(fs,3)) - 3.34261759341761e-13*Level*pow(fs,3) + 4.17827199177201e-13*pow(fs,3)) + Level*pow(fs,2)*(3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(-4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(4.98012390986691e-15*Level*pow(fs,3) - 6.22515488733364e-15*pow(fs,3)) + 4.91364786232388e-13*Level*pow(fs,3) - 6.14205982790485e-13*pow(fs,3)) + Level*pow(fs,2)*(-4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(6.20431137677819e-13*fs - 4.74739615579661e-12);
b3 = Drive*(Fuzz*(Fuzz*(1.12927979815576e-15*Level*pow(fs,3) - 1.4115997476947e-15*pow(fs,3)) + 1.11420586447254e-13*Level*pow(fs,3) - 1.39275733059067e-13*pow(fs,3)) + Level*pow(fs,2)*(-1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(-1.66004130328897e-15*Level*pow(fs,3) + 2.07505162911121e-15*pow(fs,3)) - 1.63788262077463e-13*Level*pow(fs,3) + 2.04735327596828e-13*pow(fs,3)) + Level*pow(fs,2)*(1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(-2.0681037922594e-13*fs + 4.74739615579661e-12);
a0 = Drive*(Fuzz*(Fuzz*fs*(fs*(1.42504059392599e-16*fs + 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(-1.42392288693486e-16*fs - 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(-1.1177069911304e-19*fs - 3.24149709132582e-15) - 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(-7.14615106636066e-14*fs - 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(7.14054610111223e-14*fs + 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(5.02096331201311e-20*fs + 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(-7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(-2.51786247207522e-17*fs - 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(5.60496524842164e-17*fs + 1.63110208134281e-12) + 1.69410806769336e-10) + 7.31444772672817e-10;
a1 = Drive*(Fuzz*(Fuzz*fs*(fs*(-4.27512178177797e-16*fs - 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(4.27176866080457e-16*fs + 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(3.35312097339121e-19*fs + 3.24149709132582e-15) - 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(2.1438453199082e-13*fs + 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(-2.14216383033367e-13*fs - 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(-4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(-1.50628899360393e-19*fs - 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(7.55358741622564e-17*fs + 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(-1.68148957452649e-16*fs - 1.63110208134281e-12) + 1.69410806769336e-10) + 2.19433431801845e-9;
a2 = Drive*(Fuzz*(Fuzz*fs*(fs*(4.27512178177797e-16*fs - 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(-4.27176866080457e-16*fs + 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(-3.35312097339121e-19*fs + 3.24149709132582e-15) + 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(-2.1438453199082e-13*fs + 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(2.14216383033367e-13*fs - 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(1.50628899360393e-19*fs - 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(-2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(-7.55358741622564e-17*fs + 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(1.68148957452649e-16*fs - 1.63110208134281e-12) - 1.69410806769336e-10) + 2.19433431801845e-9;
a3 = Drive*(Fuzz*(Fuzz*fs*(fs*(-1.42504059392599e-16*fs + 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(1.42392288693486e-16*fs - 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(1.1177069911304e-19*fs - 3.24149709132582e-15) + 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(7.14615106636066e-14*fs - 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(-7.14054610111223e-14*fs + 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(-1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(-5.02096331201311e-20*fs + 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(2.51786247207522e-17*fs - 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(-5.60496524842164e-17*fs + 1.63110208134281e-12) - 1.69410806769336e-10) + 7.31444772672817e-10;
};
|
9753c000bb3a4afcbf96d9c78e50242ce875b434005637002c0fe5f823de4d21 | brummer10/guitarix | fuzzfacefm.dsp | // generated automatically
// DO NOT MODIFY!
declare id "fuzzfacefm";
declare name "Fuzz Face Fuller";
declare category "Fuzz";
declare shortname "FF Fuller";
declare description "Micke Fuller Fuzz Face simulation";
declare insert_p "clipper";
declare volume_p "Level";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
//clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
Drive = vslider("Drive[name:Drive]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Input = vslider("Input[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
//Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Drive*(Fuzz*(Fuzz*(-1.12927979815576e-15*pow(fs,3) + 1.4115997476947e-15*pow(fs,3)) - 1.11420586447254e-13*pow(fs,3) + 1.39275733059067e-13*pow(fs,3)) + pow(fs,2)*(1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(-1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(1.66004130328897e-15*pow(fs,3) - 2.07505162911121e-15*pow(fs,3)) + 1.63788262077463e-13*pow(fs,3) - 2.04735327596828e-13*pow(fs,3)) + pow(fs,2)*(-1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(2.0681037922594e-13*fs + 4.74739615579661e-12);
b1 = Drive*(Fuzz*(Fuzz*(3.38783939446729e-15*pow(fs,3) - 4.23479924308411e-15*pow(fs,3)) + 3.34261759341761e-13*pow(fs,3) - 4.17827199177201e-13*pow(fs,3)) + pow(fs,2)*(-3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(-4.98012390986691e-15*pow(fs,3) + 6.22515488733364e-15*pow(fs,3)) - 4.91364786232388e-13*pow(fs,3) + 6.14205982790485e-13*pow(fs,3)) + pow(fs,2)*(4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(-6.20431137677819e-13*fs - 4.74739615579661e-12);
b2 = Drive*(Fuzz*(Fuzz*(-3.38783939446729e-15*pow(fs,3) + 4.23479924308411e-15*pow(fs,3)) - 3.34261759341761e-13*pow(fs,3) + 4.17827199177201e-13*pow(fs,3)) + pow(fs,2)*(3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(-4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(4.98012390986691e-15*pow(fs,3) - 6.22515488733364e-15*pow(fs,3)) + 4.91364786232388e-13*pow(fs,3) - 6.14205982790485e-13*pow(fs,3)) + pow(fs,2)*(-4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(6.20431137677819e-13*fs - 4.74739615579661e-12);
b3 = Drive*(Fuzz*(Fuzz*(1.12927979815576e-15*pow(fs,3) - 1.4115997476947e-15*pow(fs,3)) + 1.11420586447254e-13*pow(fs,3) - 1.39275733059067e-13*pow(fs,3)) + pow(fs,2)*(-1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(-1.66004130328897e-15*pow(fs,3) + 2.07505162911121e-15*pow(fs,3)) - 1.63788262077463e-13*pow(fs,3) + 2.04735327596828e-13*pow(fs,3)) + pow(fs,2)*(1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(-2.0681037922594e-13*fs + 4.74739615579661e-12);
a0 = Drive*(Fuzz*(Fuzz*fs*(fs*(1.42504059392599e-16*fs + 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(-1.42392288693486e-16*fs - 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(-1.1177069911304e-19*fs - 3.24149709132582e-15) - 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(-7.14615106636066e-14*fs - 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(7.14054610111223e-14*fs + 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(5.02096331201311e-20*fs + 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(-7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(-2.51786247207522e-17*fs - 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(5.60496524842164e-17*fs + 1.63110208134281e-12) + 1.69410806769336e-10) + 7.31444772672817e-10;
a1 = Drive*(Fuzz*(Fuzz*fs*(fs*(-4.27512178177797e-16*fs - 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(4.27176866080457e-16*fs + 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(3.35312097339121e-19*fs + 3.24149709132582e-15) - 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(2.1438453199082e-13*fs + 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(-2.14216383033367e-13*fs - 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(-4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(-1.50628899360393e-19*fs - 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(7.55358741622564e-17*fs + 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(-1.68148957452649e-16*fs - 1.63110208134281e-12) + 1.69410806769336e-10) + 2.19433431801845e-9;
a2 = Drive*(Fuzz*(Fuzz*fs*(fs*(4.27512178177797e-16*fs - 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(-4.27176866080457e-16*fs + 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(-3.35312097339121e-19*fs + 3.24149709132582e-15) + 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(-2.1438453199082e-13*fs + 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(2.14216383033367e-13*fs - 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(1.50628899360393e-19*fs - 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(-2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(-7.55358741622564e-17*fs + 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(1.68148957452649e-16*fs - 1.63110208134281e-12) - 1.69410806769336e-10) + 2.19433431801845e-9;
a3 = Drive*(Fuzz*(Fuzz*fs*(fs*(-1.42504059392599e-16*fs + 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(1.42392288693486e-16*fs - 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(1.1177069911304e-19*fs - 3.24149709132582e-15) + 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(7.14615106636066e-14*fs - 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(-7.14054610111223e-14*fs + 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(-1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(-5.02096331201311e-20*fs + 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(2.51786247207522e-17*fs - 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(-5.60496524842164e-17*fs + 1.63110208134281e-12) - 1.69410806769336e-10) + 7.31444772672817e-10;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/fuzzfacefm.dsp | faust | generated automatically
DO NOT MODIFY!
clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s); | declare id "fuzzfacefm";
declare name "Fuzz Face Fuller";
declare category "Fuzz";
declare shortname "FF Fuller";
declare description "Micke Fuller Fuzz Face simulation";
declare insert_p "clipper";
declare volume_p "Level";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Drive = vslider("Drive[name:Drive]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Input = vslider("Input[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Drive*(Fuzz*(Fuzz*(-1.12927979815576e-15*pow(fs,3) + 1.4115997476947e-15*pow(fs,3)) - 1.11420586447254e-13*pow(fs,3) + 1.39275733059067e-13*pow(fs,3)) + pow(fs,2)*(1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(-1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(1.66004130328897e-15*pow(fs,3) - 2.07505162911121e-15*pow(fs,3)) + 1.63788262077463e-13*pow(fs,3) - 2.04735327596828e-13*pow(fs,3)) + pow(fs,2)*(-1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(2.0681037922594e-13*fs + 4.74739615579661e-12);
b1 = Drive*(Fuzz*(Fuzz*(3.38783939446729e-15*pow(fs,3) - 4.23479924308411e-15*pow(fs,3)) + 3.34261759341761e-13*pow(fs,3) - 4.17827199177201e-13*pow(fs,3)) + pow(fs,2)*(-3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(-4.98012390986691e-15*pow(fs,3) + 6.22515488733364e-15*pow(fs,3)) - 4.91364786232388e-13*pow(fs,3) + 6.14205982790485e-13*pow(fs,3)) + pow(fs,2)*(4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(-6.20431137677819e-13*fs - 4.74739615579661e-12);
b2 = Drive*(Fuzz*(Fuzz*(-3.38783939446729e-15*pow(fs,3) + 4.23479924308411e-15*pow(fs,3)) - 3.34261759341761e-13*pow(fs,3) + 4.17827199177201e-13*pow(fs,3)) + pow(fs,2)*(3.37649598736228e-13*fs - 2.58361695553557e-12) + pow(fs,2)*(-4.22061998420285e-13*fs + 3.22952119441946e-12)) + Fuzz*(Fuzz*(4.98012390986691e-15*pow(fs,3) - 6.22515488733364e-15*pow(fs,3)) + 4.91364786232388e-13*pow(fs,3) - 6.14205982790485e-13*pow(fs,3)) + pow(fs,2)*(-4.96344910142255e-13*fs + 3.79791692463729e-12) + pow(fs,2)*(6.20431137677819e-13*fs - 4.74739615579661e-12);
b3 = Drive*(Fuzz*(Fuzz*(1.12927979815576e-15*pow(fs,3) - 1.4115997476947e-15*pow(fs,3)) + 1.11420586447254e-13*pow(fs,3) - 1.39275733059067e-13*pow(fs,3)) + pow(fs,2)*(-1.12549866245409e-13*fs + 2.58361695553557e-12) + pow(fs,2)*(1.40687332806762e-13*fs - 3.22952119441946e-12)) + Fuzz*(Fuzz*(-1.66004130328897e-15*pow(fs,3) + 2.07505162911121e-15*pow(fs,3)) - 1.63788262077463e-13*pow(fs,3) + 2.04735327596828e-13*pow(fs,3)) + pow(fs,2)*(1.65448303380752e-13*fs - 3.79791692463729e-12) + pow(fs,2)*(-2.0681037922594e-13*fs + 4.74739615579661e-12);
a0 = Drive*(Fuzz*(Fuzz*fs*(fs*(1.42504059392599e-16*fs + 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(-1.42392288693486e-16*fs - 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(-1.1177069911304e-19*fs - 3.24149709132582e-15) - 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(-7.14615106636066e-14*fs - 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(7.14054610111223e-14*fs + 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(5.02096331201311e-20*fs + 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(-7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(-2.51786247207522e-17*fs - 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(5.60496524842164e-17*fs + 1.63110208134281e-12) + 1.69410806769336e-10) + 7.31444772672817e-10;
a1 = Drive*(Fuzz*(Fuzz*fs*(fs*(-4.27512178177797e-16*fs - 6.43443174346988e-16) - 3.26234246975457e-55) + fs*(fs*(4.27176866080457e-16*fs + 6.43214948741896e-16) + 3.45797348759893e-55)) + fs*(fs*(3.35312097339121e-19*fs + 3.24149709132582e-15) - 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(2.1438453199082e-13*fs + 7.44787041826973e-12) - 3.21721587173494e-11) + fs*(fs*(-2.14216383033367e-13*fs - 7.44216743501989e-12) + 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(-4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(-1.50628899360393e-19*fs - 3.21835699976039e-15) - 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(7.55358741622564e-17*fs + 1.61641996632585e-12) - 1.6091784998802e-10)) + fs*(fs*(-1.68148957452649e-16*fs - 1.63110208134281e-12) + 1.69410806769336e-10) + 2.19433431801845e-9;
a2 = Drive*(Fuzz*(Fuzz*fs*(fs*(4.27512178177797e-16*fs - 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(-4.27176866080457e-16*fs + 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(-3.35312097339121e-19*fs + 3.24149709132582e-15) + 1.46288954534563e-14) + 2.09093962630242e-53) + Fuzz*(Fuzz*fs*(fs*(-2.1438453199082e-13*fs + 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(2.14216383033367e-13*fs - 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(-4.24672495069012e-16*fs - 7.17715343346006e-56) + pow(fs,2)*(4.24521866169651e-16*fs + 7.60754167271764e-56)) + fs*(fs*(1.50628899360393e-19*fs - 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(2.12960516102257e-13*fs - 7.07787491781686e-12) + pow(fs,2)*(-2.12884980228095e-13*fs + 7.07536443616085e-12)) + fs*(fs*(-7.55358741622564e-17*fs + 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(1.68148957452649e-16*fs - 1.63110208134281e-12) - 1.69410806769336e-10) + 2.19433431801845e-9;
a3 = Drive*(Fuzz*(Fuzz*fs*(fs*(-1.42504059392599e-16*fs + 6.43443174346988e-16) + 3.26234246975457e-55) + fs*(fs*(1.42392288693486e-16*fs - 6.43214948741896e-16) - 3.45797348759893e-55)) + fs*(fs*(1.1177069911304e-19*fs - 3.24149709132582e-15) + 1.46288954534563e-14) + 6.96979875434139e-54) + Fuzz*(Fuzz*fs*(fs*(7.14615106636066e-14*fs - 7.44787041826973e-12) + 3.21721587173494e-11) + fs*(fs*(-7.14054610111223e-14*fs + 7.44216743501989e-12) - 3.21607474370948e-11)) + Input*(Drive*(Fuzz*(Fuzz*pow(fs,2)*(1.41557498356337e-16*fs + 7.17715343346006e-56) + pow(fs,2)*(-1.41507288723217e-16*fs - 7.60754167271764e-56)) + fs*(fs*(-5.02096331201311e-20*fs + 3.21835699976039e-15) + 1.53335572595511e-54)) + Fuzz*(Fuzz*pow(fs,2)*(-7.09868387007524e-14*fs + 7.07787491781686e-12) + pow(fs,2)*(7.09616600760317e-14*fs - 7.07536443616085e-12)) + fs*(fs*(2.51786247207522e-17*fs - 1.61641996632585e-12) + 1.6091784998802e-10)) + fs*(fs*(-5.60496524842164e-17*fs + 1.63110208134281e-12) - 1.69410806769336e-10) + 7.31444772672817e-10;
};
|
13978390847ede7dce72a9c843cf1261e15cf140b931cbc9221fb83064b307d3 | brummer10/guitarix | susta.dsp | // generated automatically
// DO NOT MODIFY!
declare id "susta";
declare name "Sustainer";
declare category "Fuzz";
declare shortname "Sustainer";
declare description "Sustainer";
declare insert_p "tranyclipper";
declare volume_p "Volume";
import("stdfaust.lib");
import("trany.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
//Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Sustain = vslider("Sustain[name:Sustain]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-27*fs - 1.34118849842818e-20) + 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(-3.9514408494262e-27*fs + 1.26300907176988e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-3.9514408494262e-29*fs + 1.26300907176988e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(4.07249439024394e-29*fs - 1.34118849842818e-22) + 1.23525177556824e-17);
b1 = Sustain*pow(fs,3)*(fs*(-2.03624719512197e-26*fs + 4.02356549528453e-20) - 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(1.9757204247131e-26*fs - 3.78902721530964e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(1.9757204247131e-28*fs - 3.78902721530964e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-2.03624719512197e-28*fs + 4.02356549528453e-22) - 1.23525177556824e-17);
b2 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-26*fs - 2.68237699685635e-20) - 2.47050355113649e-15) + (Sustain*pow(fs,3)*(fs*(-3.9514408494262e-26*fs + 2.52601814353976e-20) - 5.37808427171532e-17) + pow(fs,3)*(fs*(-3.9514408494262e-28*fs + 2.52601814353976e-22) - 5.37808427171532e-19)) + pow(fs,3)*(fs*(4.07249439024394e-28*fs - 2.68237699685635e-22) - 2.47050355113649e-17);
b3 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-26*fs - 2.68237699685635e-20) + 2.47050355113649e-15) + (Sustain*pow(fs,3)*(fs*(3.9514408494262e-26*fs + 2.52601814353976e-20) + 5.37808427171532e-17) + pow(fs,3)*(fs*(3.9514408494262e-28*fs + 2.52601814353976e-22) + 5.37808427171532e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-28*fs - 2.68237699685635e-22) + 2.47050355113649e-17);
b4 = Sustain*pow(fs,3)*(fs*(2.03624719512197e-26*fs + 4.02356549528453e-20) + 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(-1.9757204247131e-26*fs - 3.78902721530964e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-1.9757204247131e-28*fs - 3.78902721530964e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(2.03624719512197e-28*fs + 4.02356549528453e-22) + 1.23525177556824e-17);
b5 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-27*fs - 1.34118849842818e-20) - 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(3.9514408494262e-27*fs + 1.26300907176988e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(3.9514408494262e-29*fs + 1.26300907176988e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-29*fs - 1.34118849842818e-22) - 1.23525177556824e-17);
a0 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-24*fs - 9.36483991458906e-20) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-24*fs + 9.42766173980015e-20) + 1.78421312766784e-16) + 3.39775512445924e-15) + 1.56108178903595e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-24*fs + 6.98874158230498e-20) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-24*fs - 7.00613593632107e-20) - 1.47460849525455e-16) - 2.81034919192636e-15) - 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-24*fs - 5.71785438210912e-20) - 1.41224926366503e-16) - 3.77185698680303e-15) - 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(1.58888527196851e-24*fs + 6.14378170525581e-20) + 1.4867852143994e-16) + 4.14135154627774e-15) + 3.80287926742832e-14) + 1.14785425664408e-13;
a1 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(4.95688793492651e-23*fs + 2.80945197437672e-19) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-4.92249518799889e-23*fs - 2.82829852194005e-19) - 1.78421312766784e-16) + 3.39775512445924e-15) + 4.68324536710785e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-2.55545753537499e-23*fs - 2.09662247469149e-19) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(2.53772681290311e-23*fs + 2.10184078089632e-19) + 1.47460849525455e-16) - 2.81034919192636e-15) - 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(5.19865134208184e-24*fs + 1.71535631463274e-19) + 1.41224926366503e-16) - 3.77185698680303e-15) - 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(-7.94442635984257e-24*fs - 1.84313451157674e-19) - 1.4867852143994e-16) + 4.14135154627774e-15) + 1.1408637802285e-13) + 5.7392712832204e-13;
a2 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-23*fs - 1.87296798291781e-19) + 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-23*fs + 1.88553234796003e-19) - 3.56842625533568e-16) - 6.79551024891847e-15) + 3.1221635780719e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-23*fs + 1.397748316461e-19) - 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-23*fs - 1.40122718726421e-19) + 2.94921699050911e-16) + 5.62069838385272e-15) - 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-23*fs - 1.14357087642182e-19) + 2.82449852733007e-16) + 7.54371397360606e-15) - 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(1.58888527196851e-23*fs + 1.22875634105116e-19) - 2.97357042879881e-16) - 8.28270309255548e-15) + 7.60575853485664e-14) + 1.14785425664408e-12;
a3 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-23*fs - 1.87296798291781e-19) - 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-23*fs + 1.88553234796003e-19) + 3.56842625533568e-16) - 6.79551024891847e-15) - 3.1221635780719e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-23*fs + 1.397748316461e-19) + 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-23*fs - 1.40122718726421e-19) - 2.94921699050911e-16) + 5.62069838385272e-15) + 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-23*fs - 1.14357087642182e-19) - 2.82449852733007e-16) + 7.54371397360606e-15) + 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(-1.58888527196851e-23*fs + 1.22875634105116e-19) + 2.97357042879881e-16) - 8.28270309255548e-15) - 7.60575853485664e-14) + 1.14785425664408e-12;
a4 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-4.95688793492651e-23*fs + 2.80945197437672e-19) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(4.92249518799889e-23*fs - 2.82829852194005e-19) + 1.78421312766784e-16) + 3.39775512445924e-15) - 4.68324536710785e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(2.55545753537499e-23*fs - 2.09662247469149e-19) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-2.53772681290311e-23*fs + 2.10184078089632e-19) - 1.47460849525455e-16) - 2.81034919192636e-15) + 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(-5.19865134208184e-24*fs + 1.71535631463274e-19) - 1.41224926366503e-16) - 3.77185698680303e-15) + 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(7.94442635984257e-24*fs - 1.84313451157674e-19) + 1.4867852143994e-16) + 4.14135154627774e-15) - 1.1408637802285e-13) + 5.7392712832204e-13;
a5 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-24*fs - 9.36483991458906e-20) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-24*fs + 9.42766173980015e-20) - 1.78421312766784e-16) + 3.39775512445924e-15) - 1.56108178903595e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-24*fs + 6.98874158230498e-20) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-24*fs - 7.00613593632107e-20) + 1.47460849525455e-16) - 2.81034919192636e-15) + 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-24*fs - 5.71785438210912e-20) + 1.41224926366503e-16) - 3.77185698680303e-15) + 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(-1.58888527196851e-24*fs + 6.14378170525581e-20) - 1.4867852143994e-16) + 4.14135154627774e-15) - 3.80287926742832e-14) + 1.14785425664408e-13;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/susta.dsp | faust | generated automatically
DO NOT MODIFY!
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s); | declare id "susta";
declare name "Sustainer";
declare category "Fuzz";
declare shortname "Sustainer";
declare description "Sustainer";
declare insert_p "tranyclipper";
declare volume_p "Volume";
import("stdfaust.lib");
import("trany.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
Sustain = vslider("Sustain[name:Sustain]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-27*fs - 1.34118849842818e-20) + 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(-3.9514408494262e-27*fs + 1.26300907176988e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-3.9514408494262e-29*fs + 1.26300907176988e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(4.07249439024394e-29*fs - 1.34118849842818e-22) + 1.23525177556824e-17);
b1 = Sustain*pow(fs,3)*(fs*(-2.03624719512197e-26*fs + 4.02356549528453e-20) - 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(1.9757204247131e-26*fs - 3.78902721530964e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(1.9757204247131e-28*fs - 3.78902721530964e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-2.03624719512197e-28*fs + 4.02356549528453e-22) - 1.23525177556824e-17);
b2 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-26*fs - 2.68237699685635e-20) - 2.47050355113649e-15) + (Sustain*pow(fs,3)*(fs*(-3.9514408494262e-26*fs + 2.52601814353976e-20) - 5.37808427171532e-17) + pow(fs,3)*(fs*(-3.9514408494262e-28*fs + 2.52601814353976e-22) - 5.37808427171532e-19)) + pow(fs,3)*(fs*(4.07249439024394e-28*fs - 2.68237699685635e-22) - 2.47050355113649e-17);
b3 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-26*fs - 2.68237699685635e-20) + 2.47050355113649e-15) + (Sustain*pow(fs,3)*(fs*(3.9514408494262e-26*fs + 2.52601814353976e-20) + 5.37808427171532e-17) + pow(fs,3)*(fs*(3.9514408494262e-28*fs + 2.52601814353976e-22) + 5.37808427171532e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-28*fs - 2.68237699685635e-22) + 2.47050355113649e-17);
b4 = Sustain*pow(fs,3)*(fs*(2.03624719512197e-26*fs + 4.02356549528453e-20) + 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(-1.9757204247131e-26*fs - 3.78902721530964e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-1.9757204247131e-28*fs - 3.78902721530964e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(2.03624719512197e-28*fs + 4.02356549528453e-22) + 1.23525177556824e-17);
b5 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-27*fs - 1.34118849842818e-20) - 1.23525177556824e-15) + (Sustain*pow(fs,3)*(fs*(3.9514408494262e-27*fs + 1.26300907176988e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(3.9514408494262e-29*fs + 1.26300907176988e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-29*fs - 1.34118849842818e-22) - 1.23525177556824e-17);
a0 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-24*fs - 9.36483991458906e-20) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-24*fs + 9.42766173980015e-20) + 1.78421312766784e-16) + 3.39775512445924e-15) + 1.56108178903595e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-24*fs + 6.98874158230498e-20) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-24*fs - 7.00613593632107e-20) - 1.47460849525455e-16) - 2.81034919192636e-15) - 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-24*fs - 5.71785438210912e-20) - 1.41224926366503e-16) - 3.77185698680303e-15) - 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(1.58888527196851e-24*fs + 6.14378170525581e-20) + 1.4867852143994e-16) + 4.14135154627774e-15) + 3.80287926742832e-14) + 1.14785425664408e-13;
a1 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(4.95688793492651e-23*fs + 2.80945197437672e-19) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-4.92249518799889e-23*fs - 2.82829852194005e-19) - 1.78421312766784e-16) + 3.39775512445924e-15) + 4.68324536710785e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-2.55545753537499e-23*fs - 2.09662247469149e-19) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(2.53772681290311e-23*fs + 2.10184078089632e-19) + 1.47460849525455e-16) - 2.81034919192636e-15) - 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(5.19865134208184e-24*fs + 1.71535631463274e-19) + 1.41224926366503e-16) - 3.77185698680303e-15) - 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(-7.94442635984257e-24*fs - 1.84313451157674e-19) - 1.4867852143994e-16) + 4.14135154627774e-15) + 1.1408637802285e-13) + 5.7392712832204e-13;
a2 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-23*fs - 1.87296798291781e-19) + 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-23*fs + 1.88553234796003e-19) - 3.56842625533568e-16) - 6.79551024891847e-15) + 3.1221635780719e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-23*fs + 1.397748316461e-19) - 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-23*fs - 1.40122718726421e-19) + 2.94921699050911e-16) + 5.62069838385272e-15) - 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-23*fs - 1.14357087642182e-19) + 2.82449852733007e-16) + 7.54371397360606e-15) - 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(1.58888527196851e-23*fs + 1.22875634105116e-19) - 2.97357042879881e-16) - 8.28270309255548e-15) + 7.60575853485664e-14) + 1.14785425664408e-12;
a3 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-23*fs - 1.87296798291781e-19) - 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-23*fs + 1.88553234796003e-19) + 3.56842625533568e-16) - 6.79551024891847e-15) - 3.1221635780719e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-23*fs + 1.397748316461e-19) + 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-23*fs - 1.40122718726421e-19) - 2.94921699050911e-16) + 5.62069838385272e-15) + 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-23*fs - 1.14357087642182e-19) - 2.82449852733007e-16) + 7.54371397360606e-15) + 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(-1.58888527196851e-23*fs + 1.22875634105116e-19) + 2.97357042879881e-16) - 8.28270309255548e-15) - 7.60575853485664e-14) + 1.14785425664408e-12;
a4 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-4.95688793492651e-23*fs + 2.80945197437672e-19) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(4.92249518799889e-23*fs - 2.82829852194005e-19) + 1.78421312766784e-16) + 3.39775512445924e-15) - 4.68324536710785e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(2.55545753537499e-23*fs - 2.09662247469149e-19) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-2.53772681290311e-23*fs + 2.10184078089632e-19) - 1.47460849525455e-16) - 2.81034919192636e-15) + 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(-5.19865134208184e-24*fs + 1.71535631463274e-19) - 1.41224926366503e-16) - 3.77185698680303e-15) + 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(7.94442635984257e-24*fs - 1.84313451157674e-19) + 1.4867852143994e-16) + 4.14135154627774e-15) - 1.1408637802285e-13) + 5.7392712832204e-13;
a5 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-24*fs - 9.36483991458906e-20) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-24*fs + 9.42766173980015e-20) - 1.78421312766784e-16) + 3.39775512445924e-15) - 1.56108178903595e-14)) + (Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-24*fs + 6.98874158230498e-20) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-24*fs - 7.00613593632107e-20) + 1.47460849525455e-16) - 2.81034919192636e-15) + 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-24*fs - 5.71785438210912e-20) + 1.41224926366503e-16) - 3.77185698680303e-15) + 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(-1.58888527196851e-24*fs + 6.14378170525581e-20) - 1.4867852143994e-16) + 4.14135154627774e-15) - 3.80287926742832e-14) + 1.14785425664408e-13;
};
|
9f649e46b8f93acf0a3f83c80b3726e83ac4248ce5df8254cc2716f9e58e127a | brummer10/guitarix | fuzzwah.dsp | // generated automatically
// DO NOT MODIFY!
declare id "fuzzwah";
declare name "Fuzz Wah Face";
declare category "Guitar Effects";
declare shortname "Fuzz Wah";
declare description "Dallas Arbiter Fuzz Wah Face";
import("stdfaust.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
wet = vslider("wet_dry[name:Wet/Dry][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
fs = float(ma.SR);
s = 0.993;
fuzz = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : clipper with {
shape = 10.;
atan_v=1.0/atan(shape);
clipper(x) = atan_v * atan(x*shape);
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(0) : si.smooth(s);
b0 = Volume*pow(fs,2)*(2.03293413775766e-12*fs + 3.76950304482722e-11) + pow(fs,2)*(2.03293413775766e-15*fs + 3.76950304482722e-14);
b1 = Volume*pow(fs,2)*(-6.09880241327297e-12*fs - 3.76950304482722e-11) + pow(fs,2)*(-6.09880241327297e-15*fs - 3.76950304482722e-14);
b2 = Volume*pow(fs,2)*(6.09880241327297e-12*fs - 3.76950304482722e-11) + pow(fs,2)*(6.09880241327297e-15*fs - 3.76950304482722e-14);
b3 = Volume*pow(fs,2)*(-2.03293413775766e-12*fs + 3.76950304482722e-11) + pow(fs,2)*(-2.03293413775766e-15*fs + 3.76950304482722e-14);
a0 = fs*(fs*(7.84175196356216e-15*fs + 5.70450678139714e-11) + 2.77707446985809e-8) + 1.34856811452293e-7;
a1 = fs*(fs*(-2.35252558906865e-14*fs - 5.70450678139714e-11) + 2.77707446985809e-8) + 4.04570434356877e-7;
a2 = fs*(fs*(2.35252558906865e-14*fs - 5.70450678139714e-11) - 2.77707446985809e-8) + 4.04570434356877e-7;
a3 = fs*(fs*(-7.84175196356216e-15*fs + 5.70450678139714e-11) - 2.77707446985809e-8) + 1.34856811452293e-7;
};
wah = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
Wah = vslider("Wah[name:Wah]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(0) : si.smooth(s);
b0 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.66116058346743e-30*fs + 6.25504074203227e-26) + 9.16801777179336e-23) + 6.33211249030232e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.83963551537025e-30*fs - 6.95139897479738e-26) - 1.03102897783929e-22) - 8.88807636639375e-21) - 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-3.35923180991732e-30*fs - 2.84219286401136e-25) - 4.27409553426189e-22) - 3.20024979131437e-20) - 1.77668700625766e-19);
b1 = Wah*(Wah*pow(fs,4)*(fs*(-9.96696350080457e-30*fs - 2.50201629681291e-25) - 1.83360355435867e-22) + pow(fs,2)*(pow(fs,2)*(fs*(1.10378130922215e-29*fs + 2.78055958991895e-25) + 2.06205795567859e-22) - 2.56161432484054e-19)) + pow(fs,2)*(pow(fs,2)*(fs*(2.01553908595039e-29*fs + 1.13687714560455e-24) + 8.54819106852377e-22) - 3.55337401251533e-19);
b2 = Wah*(Wah*pow(fs,3)*(fs*(fs*(2.49174087520114e-29*fs + 3.12752037101614e-25) - 9.16801777179336e-23) - 1.8996337470907e-20) + pow(fs,2)*(fs*(fs*(fs*(-2.75945327305537e-29*fs - 3.47569948739869e-25) + 1.03102897783929e-22) + 2.66642290991813e-20) + 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-5.03884771487598e-29*fs - 1.42109643200568e-24) + 4.27409553426189e-22) + 9.60074937394311e-20) + 1.77668700625766e-19);
b3 = Wah*(Wah*pow(fs,4)*(-3.32232116693486e-29*pow(fs,2) + 3.66720710871734e-22) + pow(fs,2)*(pow(fs,2)*(3.6792710307405e-29*pow(fs,2) - 4.12411591135718e-22) + 5.12322864968107e-19)) + pow(fs,2)*(pow(fs,2)*(6.71846361983464e-29*pow(fs,2) - 1.70963821370475e-21) + 7.10674802503066e-19);
b4 = Wah*(Wah*pow(fs,3)*(fs*(fs*(2.49174087520114e-29*fs - 3.12752037101614e-25) - 9.16801777179336e-23) + 1.8996337470907e-20) + pow(fs,2)*(fs*(fs*(fs*(-2.75945327305537e-29*fs + 3.47569948739869e-25) + 1.03102897783929e-22) - 2.66642290991813e-20) + 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-5.03884771487598e-29*fs + 1.42109643200568e-24) + 4.27409553426189e-22) - 9.60074937394311e-20) + 1.77668700625766e-19);
b5 = Wah*(Wah*pow(fs,4)*(fs*(-9.96696350080457e-30*fs + 2.50201629681291e-25) - 1.83360355435867e-22) + pow(fs,2)*(pow(fs,2)*(fs*(1.10378130922215e-29*fs - 2.78055958991895e-25) + 2.06205795567859e-22) - 2.56161432484054e-19)) + pow(fs,2)*(pow(fs,2)*(fs*(2.01553908595039e-29*fs - 1.13687714560455e-24) + 8.54819106852377e-22) - 3.55337401251533e-19);
b6 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.66116058346743e-30*fs - 6.25504074203227e-26) + 9.16801777179336e-23) - 6.33211249030232e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.83963551537025e-30*fs + 6.95139897479738e-26) - 1.03102897783929e-22) + 8.88807636639375e-21) - 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-3.35923180991732e-30*fs + 2.84219286401136e-25) - 4.27409553426189e-22) + 3.20024979131437e-20) - 1.77668700625766e-19);
a0 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-2.56352431682851e-29*fs - 5.82156326166346e-26) - 1.38049274052799e-22) - 2.27598160591724e-19) - 2.18551035017861e-18) - 2.26238718666108e-30) + fs*(fs*(fs*(fs*(fs*(1.56831555560877e-28*fs + 3.15119485962137e-25) + 1.66997410870093e-22) + 2.51284408514286e-19) + 8.10744438516679e-18) + 5.51896553075366e-17)) + fs*(fs*(fs*(fs*(fs*(5.4124550626461e-30*fs + 4.82535581868538e-26) + 7.47693155349632e-22) + 1.30467913352008e-18) + 4.28304388592412e-17) + 4.42021332853857e-16) + 1.39367816433173e-15;
a1 = Wah*(Wah*fs*(fs*(pow(fs,2)*(fs*(1.53811459009711e-28*fs + 2.32862530466538e-25) + 2.76098548105598e-22) - 4.37102070035722e-18) - 9.0495487466443e-30) + fs*(fs*(pow(fs,2)*(fs*(-9.40989333365263e-28*fs - 1.26047794384855e-24) - 3.33994821740186e-22) + 1.62148887703336e-17) + 2.20758621230146e-16)) + fs*(fs*(pow(fs,2)*(fs*(-3.24747303758766e-29*fs - 1.93014232747415e-25) - 1.49538631069926e-21) + 8.56608777184824e-17) + 1.76808533141543e-15) + 8.3620689859904e-15;
a2 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-3.84528647524277e-28*fs - 2.91078163083173e-25) + 1.38049274052799e-22) + 6.82794481775172e-19) + 2.18551035017861e-18) - 1.13119359333054e-29) + fs*(fs*(fs*(fs*(fs*(2.35247333341316e-27*fs + 1.57559742981069e-24) - 1.66997410870093e-22) - 7.53853225542858e-19) - 8.10744438516679e-18) + 2.75948276537683e-16)) + fs*(fs*(fs*(fs*(fs*(8.11868259396916e-29*fs + 2.41267790934269e-25) - 7.47693155349632e-22) - 3.91403740056023e-18) - 4.28304388592412e-17) + 2.21010666426929e-15) + 2.0905172464976e-14;
a3 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(5.12704863365702e-28*pow(fs,2) - 5.52197096211195e-22) + 8.74204140071444e-18) + pow(fs,2)*(pow(fs,2)*(-3.13663111121754e-27*pow(fs,2) + 6.67989643480371e-22) - 3.24297775406672e-17)) + pow(fs,2)*(pow(fs,2)*(-1.08249101252922e-28*pow(fs,2) + 2.99077262139853e-21) - 1.71321755436965e-16) + 2.78735632866347e-14;
a4 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-3.84528647524277e-28*fs + 2.91078163083173e-25) + 1.38049274052799e-22) - 6.82794481775172e-19) + 2.18551035017861e-18) + 1.13119359333054e-29) + fs*(fs*(fs*(fs*(fs*(2.35247333341316e-27*fs - 1.57559742981069e-24) - 1.66997410870093e-22) + 7.53853225542858e-19) - 8.10744438516679e-18) - 2.75948276537683e-16)) + fs*(fs*(fs*(fs*(fs*(8.11868259396916e-29*fs - 2.41267790934269e-25) - 7.47693155349632e-22) + 3.91403740056023e-18) - 4.28304388592412e-17) - 2.21010666426929e-15) + 2.0905172464976e-14;
a5 = Wah*(Wah*fs*(fs*(pow(fs,2)*(fs*(1.53811459009711e-28*fs - 2.32862530466538e-25) + 2.76098548105598e-22) - 4.37102070035722e-18) + 9.0495487466443e-30) + fs*(fs*(pow(fs,2)*(fs*(-9.40989333365263e-28*fs + 1.26047794384855e-24) - 3.33994821740186e-22) + 1.62148887703336e-17) - 2.20758621230146e-16)) + fs*(fs*(pow(fs,2)*(fs*(-3.24747303758766e-29*fs + 1.93014232747415e-25) - 1.49538631069926e-21) + 8.56608777184824e-17) - 1.76808533141543e-15) + 8.3620689859904e-15;
a6 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-2.56352431682851e-29*fs + 5.82156326166346e-26) - 1.38049274052799e-22) + 2.27598160591724e-19) - 2.18551035017861e-18) + 2.26238718666108e-30) + fs*(fs*(fs*(fs*(fs*(1.56831555560877e-28*fs - 3.15119485962137e-25) + 1.66997410870093e-22) - 2.51284408514286e-19) + 8.10744438516679e-18) - 5.51896553075366e-17)) + fs*(fs*(fs*(fs*(fs*(5.4124550626461e-30*fs - 4.82535581868538e-26) + 7.47693155349632e-22) - 1.30467913352008e-18) + 4.28304388592412e-17) - 4.42021332853857e-16) + 1.39367816433173e-15;
};
process = _<:*(dry),(*(wet) : fuzz : wah ):>_;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/fuzzwah.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "fuzzwah";
declare name "Fuzz Wah Face";
declare category "Guitar Effects";
declare shortname "Fuzz Wah";
declare description "Dallas Arbiter Fuzz Wah Face";
import("stdfaust.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
wet = vslider("wet_dry[name:Wet/Dry][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
fs = float(ma.SR);
s = 0.993;
fuzz = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : clipper with {
shape = 10.;
atan_v=1.0/atan(shape);
clipper(x) = atan_v * atan(x*shape);
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(0) : si.smooth(s);
b0 = Volume*pow(fs,2)*(2.03293413775766e-12*fs + 3.76950304482722e-11) + pow(fs,2)*(2.03293413775766e-15*fs + 3.76950304482722e-14);
b1 = Volume*pow(fs,2)*(-6.09880241327297e-12*fs - 3.76950304482722e-11) + pow(fs,2)*(-6.09880241327297e-15*fs - 3.76950304482722e-14);
b2 = Volume*pow(fs,2)*(6.09880241327297e-12*fs - 3.76950304482722e-11) + pow(fs,2)*(6.09880241327297e-15*fs - 3.76950304482722e-14);
b3 = Volume*pow(fs,2)*(-2.03293413775766e-12*fs + 3.76950304482722e-11) + pow(fs,2)*(-2.03293413775766e-15*fs + 3.76950304482722e-14);
a0 = fs*(fs*(7.84175196356216e-15*fs + 5.70450678139714e-11) + 2.77707446985809e-8) + 1.34856811452293e-7;
a1 = fs*(fs*(-2.35252558906865e-14*fs - 5.70450678139714e-11) + 2.77707446985809e-8) + 4.04570434356877e-7;
a2 = fs*(fs*(2.35252558906865e-14*fs - 5.70450678139714e-11) - 2.77707446985809e-8) + 4.04570434356877e-7;
a3 = fs*(fs*(-7.84175196356216e-15*fs + 5.70450678139714e-11) - 2.77707446985809e-8) + 1.34856811452293e-7;
};
wah = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
Wah = vslider("Wah[name:Wah]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(0) : si.smooth(s);
b0 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.66116058346743e-30*fs + 6.25504074203227e-26) + 9.16801777179336e-23) + 6.33211249030232e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.83963551537025e-30*fs - 6.95139897479738e-26) - 1.03102897783929e-22) - 8.88807636639375e-21) - 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-3.35923180991732e-30*fs - 2.84219286401136e-25) - 4.27409553426189e-22) - 3.20024979131437e-20) - 1.77668700625766e-19);
b1 = Wah*(Wah*pow(fs,4)*(fs*(-9.96696350080457e-30*fs - 2.50201629681291e-25) - 1.83360355435867e-22) + pow(fs,2)*(pow(fs,2)*(fs*(1.10378130922215e-29*fs + 2.78055958991895e-25) + 2.06205795567859e-22) - 2.56161432484054e-19)) + pow(fs,2)*(pow(fs,2)*(fs*(2.01553908595039e-29*fs + 1.13687714560455e-24) + 8.54819106852377e-22) - 3.55337401251533e-19);
b2 = Wah*(Wah*pow(fs,3)*(fs*(fs*(2.49174087520114e-29*fs + 3.12752037101614e-25) - 9.16801777179336e-23) - 1.8996337470907e-20) + pow(fs,2)*(fs*(fs*(fs*(-2.75945327305537e-29*fs - 3.47569948739869e-25) + 1.03102897783929e-22) + 2.66642290991813e-20) + 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-5.03884771487598e-29*fs - 1.42109643200568e-24) + 4.27409553426189e-22) + 9.60074937394311e-20) + 1.77668700625766e-19);
b3 = Wah*(Wah*pow(fs,4)*(-3.32232116693486e-29*pow(fs,2) + 3.66720710871734e-22) + pow(fs,2)*(pow(fs,2)*(3.6792710307405e-29*pow(fs,2) - 4.12411591135718e-22) + 5.12322864968107e-19)) + pow(fs,2)*(pow(fs,2)*(6.71846361983464e-29*pow(fs,2) - 1.70963821370475e-21) + 7.10674802503066e-19);
b4 = Wah*(Wah*pow(fs,3)*(fs*(fs*(2.49174087520114e-29*fs - 3.12752037101614e-25) - 9.16801777179336e-23) + 1.8996337470907e-20) + pow(fs,2)*(fs*(fs*(fs*(-2.75945327305537e-29*fs + 3.47569948739869e-25) + 1.03102897783929e-22) - 2.66642290991813e-20) + 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-5.03884771487598e-29*fs + 1.42109643200568e-24) + 4.27409553426189e-22) - 9.60074937394311e-20) + 1.77668700625766e-19);
b5 = Wah*(Wah*pow(fs,4)*(fs*(-9.96696350080457e-30*fs + 2.50201629681291e-25) - 1.83360355435867e-22) + pow(fs,2)*(pow(fs,2)*(fs*(1.10378130922215e-29*fs - 2.78055958991895e-25) + 2.06205795567859e-22) - 2.56161432484054e-19)) + pow(fs,2)*(pow(fs,2)*(fs*(2.01553908595039e-29*fs - 1.13687714560455e-24) + 8.54819106852377e-22) - 3.55337401251533e-19);
b6 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.66116058346743e-30*fs - 6.25504074203227e-26) + 9.16801777179336e-23) - 6.33211249030232e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.83963551537025e-30*fs + 6.95139897479738e-26) - 1.03102897783929e-22) + 8.88807636639375e-21) - 1.28080716242027e-19)) + pow(fs,2)*(fs*(fs*(fs*(-3.35923180991732e-30*fs + 2.84219286401136e-25) - 4.27409553426189e-22) + 3.20024979131437e-20) - 1.77668700625766e-19);
a0 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-2.56352431682851e-29*fs - 5.82156326166346e-26) - 1.38049274052799e-22) - 2.27598160591724e-19) - 2.18551035017861e-18) - 2.26238718666108e-30) + fs*(fs*(fs*(fs*(fs*(1.56831555560877e-28*fs + 3.15119485962137e-25) + 1.66997410870093e-22) + 2.51284408514286e-19) + 8.10744438516679e-18) + 5.51896553075366e-17)) + fs*(fs*(fs*(fs*(fs*(5.4124550626461e-30*fs + 4.82535581868538e-26) + 7.47693155349632e-22) + 1.30467913352008e-18) + 4.28304388592412e-17) + 4.42021332853857e-16) + 1.39367816433173e-15;
a1 = Wah*(Wah*fs*(fs*(pow(fs,2)*(fs*(1.53811459009711e-28*fs + 2.32862530466538e-25) + 2.76098548105598e-22) - 4.37102070035722e-18) - 9.0495487466443e-30) + fs*(fs*(pow(fs,2)*(fs*(-9.40989333365263e-28*fs - 1.26047794384855e-24) - 3.33994821740186e-22) + 1.62148887703336e-17) + 2.20758621230146e-16)) + fs*(fs*(pow(fs,2)*(fs*(-3.24747303758766e-29*fs - 1.93014232747415e-25) - 1.49538631069926e-21) + 8.56608777184824e-17) + 1.76808533141543e-15) + 8.3620689859904e-15;
a2 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-3.84528647524277e-28*fs - 2.91078163083173e-25) + 1.38049274052799e-22) + 6.82794481775172e-19) + 2.18551035017861e-18) - 1.13119359333054e-29) + fs*(fs*(fs*(fs*(fs*(2.35247333341316e-27*fs + 1.57559742981069e-24) - 1.66997410870093e-22) - 7.53853225542858e-19) - 8.10744438516679e-18) + 2.75948276537683e-16)) + fs*(fs*(fs*(fs*(fs*(8.11868259396916e-29*fs + 2.41267790934269e-25) - 7.47693155349632e-22) - 3.91403740056023e-18) - 4.28304388592412e-17) + 2.21010666426929e-15) + 2.0905172464976e-14;
a3 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(5.12704863365702e-28*pow(fs,2) - 5.52197096211195e-22) + 8.74204140071444e-18) + pow(fs,2)*(pow(fs,2)*(-3.13663111121754e-27*pow(fs,2) + 6.67989643480371e-22) - 3.24297775406672e-17)) + pow(fs,2)*(pow(fs,2)*(-1.08249101252922e-28*pow(fs,2) + 2.99077262139853e-21) - 1.71321755436965e-16) + 2.78735632866347e-14;
a4 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-3.84528647524277e-28*fs + 2.91078163083173e-25) + 1.38049274052799e-22) - 6.82794481775172e-19) + 2.18551035017861e-18) + 1.13119359333054e-29) + fs*(fs*(fs*(fs*(fs*(2.35247333341316e-27*fs - 1.57559742981069e-24) - 1.66997410870093e-22) + 7.53853225542858e-19) - 8.10744438516679e-18) - 2.75948276537683e-16)) + fs*(fs*(fs*(fs*(fs*(8.11868259396916e-29*fs - 2.41267790934269e-25) - 7.47693155349632e-22) + 3.91403740056023e-18) - 4.28304388592412e-17) - 2.21010666426929e-15) + 2.0905172464976e-14;
a5 = Wah*(Wah*fs*(fs*(pow(fs,2)*(fs*(1.53811459009711e-28*fs - 2.32862530466538e-25) + 2.76098548105598e-22) - 4.37102070035722e-18) + 9.0495487466443e-30) + fs*(fs*(pow(fs,2)*(fs*(-9.40989333365263e-28*fs + 1.26047794384855e-24) - 3.33994821740186e-22) + 1.62148887703336e-17) - 2.20758621230146e-16)) + fs*(fs*(pow(fs,2)*(fs*(-3.24747303758766e-29*fs + 1.93014232747415e-25) - 1.49538631069926e-21) + 8.56608777184824e-17) - 1.76808533141543e-15) + 8.3620689859904e-15;
a6 = Wah*(Wah*fs*(fs*(fs*(fs*(fs*(-2.56352431682851e-29*fs + 5.82156326166346e-26) - 1.38049274052799e-22) + 2.27598160591724e-19) - 2.18551035017861e-18) + 2.26238718666108e-30) + fs*(fs*(fs*(fs*(fs*(1.56831555560877e-28*fs - 3.15119485962137e-25) + 1.66997410870093e-22) - 2.51284408514286e-19) + 8.10744438516679e-18) - 5.51896553075366e-17)) + fs*(fs*(fs*(fs*(fs*(5.4124550626461e-30*fs - 4.82535581868538e-26) + 7.47693155349632e-22) - 1.30467913352008e-18) + 4.28304388592412e-17) - 4.42021332853857e-16) + 1.39367816433173e-15;
};
process = _<:*(dry),(*(wet) : fuzz : wah ):>_;
|
53f7e4538e5b93b5d41fdd7f092d5d8302b10269c47ebe449fc8a8a73c19e3bb | brummer10/guitarix | susta.dsp | // generated automatically
// DO NOT MODIFY!
declare id "susta";
declare name "Sustainer";
declare category "Distortion";
declare shortname "Sustainer";
declare description "Sustainer";
import("stdfaust.lib");
import("trany.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Sustain = vslider("Sustain[name:Sustain]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-27*fs - 1.34118849842818e-20) + 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(-3.9514408494262e-27*fs + 1.26300907176988e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-3.9514408494262e-29*fs + 1.26300907176988e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(4.07249439024394e-29*fs - 1.34118849842818e-22) + 1.23525177556824e-17);
b1 = Sustain*pow(fs,3)*(fs*(-2.03624719512197e-26*fs + 4.02356549528453e-20) - 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(1.9757204247131e-26*fs - 3.78902721530964e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(1.9757204247131e-28*fs - 3.78902721530964e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-2.03624719512197e-28*fs + 4.02356549528453e-22) - 1.23525177556824e-17);
b2 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-26*fs - 2.68237699685635e-20) - 2.47050355113649e-15) + Volume*(Sustain*pow(fs,3)*(fs*(-3.9514408494262e-26*fs + 2.52601814353976e-20) - 5.37808427171532e-17) + pow(fs,3)*(fs*(-3.9514408494262e-28*fs + 2.52601814353976e-22) - 5.37808427171532e-19)) + pow(fs,3)*(fs*(4.07249439024394e-28*fs - 2.68237699685635e-22) - 2.47050355113649e-17);
b3 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-26*fs - 2.68237699685635e-20) + 2.47050355113649e-15) + Volume*(Sustain*pow(fs,3)*(fs*(3.9514408494262e-26*fs + 2.52601814353976e-20) + 5.37808427171532e-17) + pow(fs,3)*(fs*(3.9514408494262e-28*fs + 2.52601814353976e-22) + 5.37808427171532e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-28*fs - 2.68237699685635e-22) + 2.47050355113649e-17);
b4 = Sustain*pow(fs,3)*(fs*(2.03624719512197e-26*fs + 4.02356549528453e-20) + 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(-1.9757204247131e-26*fs - 3.78902721530964e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-1.9757204247131e-28*fs - 3.78902721530964e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(2.03624719512197e-28*fs + 4.02356549528453e-22) + 1.23525177556824e-17);
b5 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-27*fs - 1.34118849842818e-20) - 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(3.9514408494262e-27*fs + 1.26300907176988e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(3.9514408494262e-29*fs + 1.26300907176988e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-29*fs - 1.34118849842818e-22) - 1.23525177556824e-17);
a0 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-24*fs - 9.36483991458906e-20) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-24*fs + 9.42766173980015e-20) + 1.78421312766784e-16) + 3.39775512445924e-15) + 1.56108178903595e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-24*fs + 6.98874158230498e-20) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-24*fs - 7.00613593632107e-20) - 1.47460849525455e-16) - 2.81034919192636e-15) - 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-24*fs - 5.71785438210912e-20) - 1.41224926366503e-16) - 3.77185698680303e-15) - 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(1.58888527196851e-24*fs + 6.14378170525581e-20) + 1.4867852143994e-16) + 4.14135154627774e-15) + 3.80287926742832e-14) + 1.14785425664408e-13;
a1 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(4.95688793492651e-23*fs + 2.80945197437672e-19) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-4.92249518799889e-23*fs - 2.82829852194005e-19) - 1.78421312766784e-16) + 3.39775512445924e-15) + 4.68324536710785e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-2.55545753537499e-23*fs - 2.09662247469149e-19) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(2.53772681290311e-23*fs + 2.10184078089632e-19) + 1.47460849525455e-16) - 2.81034919192636e-15) - 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(5.19865134208184e-24*fs + 1.71535631463274e-19) + 1.41224926366503e-16) - 3.77185698680303e-15) - 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(-7.94442635984257e-24*fs - 1.84313451157674e-19) - 1.4867852143994e-16) + 4.14135154627774e-15) + 1.1408637802285e-13) + 5.7392712832204e-13;
a2 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-23*fs - 1.87296798291781e-19) + 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-23*fs + 1.88553234796003e-19) - 3.56842625533568e-16) - 6.79551024891847e-15) + 3.1221635780719e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-23*fs + 1.397748316461e-19) - 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-23*fs - 1.40122718726421e-19) + 2.94921699050911e-16) + 5.62069838385272e-15) - 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-23*fs - 1.14357087642182e-19) + 2.82449852733007e-16) + 7.54371397360606e-15) - 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(1.58888527196851e-23*fs + 1.22875634105116e-19) - 2.97357042879881e-16) - 8.28270309255548e-15) + 7.60575853485664e-14) + 1.14785425664408e-12;
a3 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-23*fs - 1.87296798291781e-19) - 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-23*fs + 1.88553234796003e-19) + 3.56842625533568e-16) - 6.79551024891847e-15) - 3.1221635780719e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-23*fs + 1.397748316461e-19) + 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-23*fs - 1.40122718726421e-19) - 2.94921699050911e-16) + 5.62069838385272e-15) + 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-23*fs - 1.14357087642182e-19) - 2.82449852733007e-16) + 7.54371397360606e-15) + 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(-1.58888527196851e-23*fs + 1.22875634105116e-19) + 2.97357042879881e-16) - 8.28270309255548e-15) - 7.60575853485664e-14) + 1.14785425664408e-12;
a4 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-4.95688793492651e-23*fs + 2.80945197437672e-19) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(4.92249518799889e-23*fs - 2.82829852194005e-19) + 1.78421312766784e-16) + 3.39775512445924e-15) - 4.68324536710785e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(2.55545753537499e-23*fs - 2.09662247469149e-19) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-2.53772681290311e-23*fs + 2.10184078089632e-19) - 1.47460849525455e-16) - 2.81034919192636e-15) + 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(-5.19865134208184e-24*fs + 1.71535631463274e-19) - 1.41224926366503e-16) - 3.77185698680303e-15) + 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(7.94442635984257e-24*fs - 1.84313451157674e-19) + 1.4867852143994e-16) + 4.14135154627774e-15) - 1.1408637802285e-13) + 5.7392712832204e-13;
a5 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-24*fs - 9.36483991458906e-20) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-24*fs + 9.42766173980015e-20) - 1.78421312766784e-16) + 3.39775512445924e-15) - 1.56108178903595e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-24*fs + 6.98874158230498e-20) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-24*fs - 7.00613593632107e-20) + 1.47460849525455e-16) - 2.81034919192636e-15) + 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-24*fs - 5.71785438210912e-20) + 1.41224926366503e-16) - 3.77185698680303e-15) + 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(-1.58888527196851e-24*fs + 6.14378170525581e-20) - 1.4867852143994e-16) + 4.14135154627774e-15) - 3.80287926742832e-14) + 1.14785425664408e-13;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/susta.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "susta";
declare name "Sustainer";
declare category "Distortion";
declare shortname "Sustainer";
declare description "Sustainer";
import("stdfaust.lib");
import("trany.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Sustain = vslider("Sustain[name:Sustain]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-27*fs - 1.34118849842818e-20) + 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(-3.9514408494262e-27*fs + 1.26300907176988e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-3.9514408494262e-29*fs + 1.26300907176988e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(4.07249439024394e-29*fs - 1.34118849842818e-22) + 1.23525177556824e-17);
b1 = Sustain*pow(fs,3)*(fs*(-2.03624719512197e-26*fs + 4.02356549528453e-20) - 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(1.9757204247131e-26*fs - 3.78902721530964e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(1.9757204247131e-28*fs - 3.78902721530964e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-2.03624719512197e-28*fs + 4.02356549528453e-22) - 1.23525177556824e-17);
b2 = Sustain*pow(fs,3)*(fs*(4.07249439024394e-26*fs - 2.68237699685635e-20) - 2.47050355113649e-15) + Volume*(Sustain*pow(fs,3)*(fs*(-3.9514408494262e-26*fs + 2.52601814353976e-20) - 5.37808427171532e-17) + pow(fs,3)*(fs*(-3.9514408494262e-28*fs + 2.52601814353976e-22) - 5.37808427171532e-19)) + pow(fs,3)*(fs*(4.07249439024394e-28*fs - 2.68237699685635e-22) - 2.47050355113649e-17);
b3 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-26*fs - 2.68237699685635e-20) + 2.47050355113649e-15) + Volume*(Sustain*pow(fs,3)*(fs*(3.9514408494262e-26*fs + 2.52601814353976e-20) + 5.37808427171532e-17) + pow(fs,3)*(fs*(3.9514408494262e-28*fs + 2.52601814353976e-22) + 5.37808427171532e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-28*fs - 2.68237699685635e-22) + 2.47050355113649e-17);
b4 = Sustain*pow(fs,3)*(fs*(2.03624719512197e-26*fs + 4.02356549528453e-20) + 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(-1.9757204247131e-26*fs - 3.78902721530964e-20) + 2.68904213585766e-17) + pow(fs,3)*(fs*(-1.9757204247131e-28*fs - 3.78902721530964e-22) + 2.68904213585766e-19)) + pow(fs,3)*(fs*(2.03624719512197e-28*fs + 4.02356549528453e-22) + 1.23525177556824e-17);
b5 = Sustain*pow(fs,3)*(fs*(-4.07249439024394e-27*fs - 1.34118849842818e-20) - 1.23525177556824e-15) + Volume*(Sustain*pow(fs,3)*(fs*(3.9514408494262e-27*fs + 1.26300907176988e-20) - 2.68904213585766e-17) + pow(fs,3)*(fs*(3.9514408494262e-29*fs + 1.26300907176988e-22) - 2.68904213585766e-19)) + pow(fs,3)*(fs*(-4.07249439024394e-29*fs - 1.34118849842818e-22) - 1.23525177556824e-17);
a0 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-24*fs - 9.36483991458906e-20) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-24*fs + 9.42766173980015e-20) + 1.78421312766784e-16) + 3.39775512445924e-15) + 1.56108178903595e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-24*fs + 6.98874158230498e-20) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-24*fs - 7.00613593632107e-20) - 1.47460849525455e-16) - 2.81034919192636e-15) - 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-24*fs - 5.71785438210912e-20) - 1.41224926366503e-16) - 3.77185698680303e-15) - 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(1.58888527196851e-24*fs + 6.14378170525581e-20) + 1.4867852143994e-16) + 4.14135154627774e-15) + 3.80287926742832e-14) + 1.14785425664408e-13;
a1 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(4.95688793492651e-23*fs + 2.80945197437672e-19) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-4.92249518799889e-23*fs - 2.82829852194005e-19) - 1.78421312766784e-16) + 3.39775512445924e-15) + 4.68324536710785e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-2.55545753537499e-23*fs - 2.09662247469149e-19) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(2.53772681290311e-23*fs + 2.10184078089632e-19) + 1.47460849525455e-16) - 2.81034919192636e-15) - 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(5.19865134208184e-24*fs + 1.71535631463274e-19) + 1.41224926366503e-16) - 3.77185698680303e-15) - 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(-7.94442635984257e-24*fs - 1.84313451157674e-19) - 1.4867852143994e-16) + 4.14135154627774e-15) + 1.1408637802285e-13) + 5.7392712832204e-13;
a2 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-9.91377586985301e-23*fs - 1.87296798291781e-19) + 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(9.84499037599778e-23*fs + 1.88553234796003e-19) - 3.56842625533568e-16) - 6.79551024891847e-15) + 3.1221635780719e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(5.11091507074998e-23*fs + 1.397748316461e-19) - 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(-5.07545362580621e-23*fs - 1.40122718726421e-19) + 2.94921699050911e-16) + 5.62069838385272e-15) - 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(-1.03973026841637e-23*fs - 1.14357087642182e-19) + 2.82449852733007e-16) + 7.54371397360606e-15) - 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(1.58888527196851e-23*fs + 1.22875634105116e-19) - 2.97357042879881e-16) - 8.28270309255548e-15) + 7.60575853485664e-14) + 1.14785425664408e-12;
a3 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-23*fs - 1.87296798291781e-19) - 3.40972106897249e-16) + 4.24614246617778e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-23*fs + 1.88553234796003e-19) + 3.56842625533568e-16) - 6.79551024891847e-15) - 3.1221635780719e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-23*fs + 1.397748316461e-19) + 2.81905136399941e-16) - 3.51293691725028e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-23*fs - 1.40122718726421e-19) - 2.94921699050911e-16) + 5.62069838385272e-15) + 2.58304185091932e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-23*fs - 1.14357087642182e-19) - 2.82449852733007e-16) + 7.54371397360606e-15) + 6.60635170699196e-14) - 9.49647739308574e-13) + fs*(fs*(fs*(fs*(-1.58888527196851e-23*fs + 1.22875634105116e-19) + 2.97357042879881e-16) - 8.28270309255548e-15) - 7.60575853485664e-14) + 1.14785425664408e-12;
a4 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-4.95688793492651e-23*fs + 2.80945197437672e-19) - 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(4.92249518799889e-23*fs - 2.82829852194005e-19) + 1.78421312766784e-16) + 3.39775512445924e-15) - 4.68324536710785e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(2.55545753537499e-23*fs - 2.09662247469149e-19) + 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(-2.53772681290311e-23*fs + 2.10184078089632e-19) - 1.47460849525455e-16) - 2.81034919192636e-15) + 3.87456277637898e-14)) + fs*(fs*(fs*(fs*(-5.19865134208184e-24*fs + 1.71535631463274e-19) - 1.41224926366503e-16) - 3.77185698680303e-15) + 9.90952756048795e-14) - 4.74823869654287e-13) + fs*(fs*(fs*(fs*(7.94442635984257e-24*fs - 1.84313451157674e-19) + 1.4867852143994e-16) + 4.14135154627774e-15) - 1.1408637802285e-13) + 5.7392712832204e-13;
a5 = Sustain*(Sustain*pow(fs,2)*(fs*(fs*(9.91377586985301e-24*fs - 9.36483991458906e-20) + 1.70486053448624e-16) - 2.12307123308889e-15) + fs*(fs*(fs*(fs*(-9.84499037599778e-24*fs + 9.42766173980015e-20) - 1.78421312766784e-16) + 3.39775512445924e-15) - 1.56108178903595e-14)) + Volume*(Sustain*(Sustain*pow(fs,2)*(fs*(fs*(-5.11091507074998e-24*fs + 6.98874158230498e-20) - 1.4095256819997e-16) + 1.75646845862514e-15) + fs*(fs*(fs*(fs*(5.07545362580621e-24*fs - 7.00613593632107e-20) + 1.47460849525455e-16) - 2.81034919192636e-15) + 1.29152092545966e-14)) + fs*(fs*(fs*(fs*(1.03973026841637e-24*fs - 5.71785438210912e-20) + 1.41224926366503e-16) - 3.77185698680303e-15) + 3.30317585349598e-14) - 9.49647739308574e-14) + fs*(fs*(fs*(fs*(-1.58888527196851e-24*fs + 6.14378170525581e-20) - 1.4867852143994e-16) + 4.14135154627774e-15) - 3.80287926742832e-14) + 1.14785425664408e-13;
};
|
784a94f7a5d264e173c9c9b530a09515aba0a13fc8f5495bfa22983de751d7ec | brummer10/guitarix | tonestack_bm.dsp | //tonestack ba.selector
declare id "tonestack_bm";
import("stdfaust.lib");
/****************************************************************
** Equalisation 3 bandes
** C1
** IN >---------||---------
** | |
** | | R4 | | R1 Treble
** | | | |<------< Out
** | | | |
** | C2 |
** |-------||--------|------
** | | |
** | | | |
** | | |<---- R2 Bass
** | | |
** | |
** | C3 | |
** --------||------>| | R3 Middle
** | |
** |
** _|_
** -
*/
/****************************************************************
** Guitar tone stacks
** values from CAPS plugin tonestack (based on work from D.T. Yeh)
** this version use only one controller like the Big Muff
*/
ts = environment {
k = *(1e3);
M = *(1e6);
nF = *(1e-9);
pF = *(1e-12);
/* Fender */
bassman = environment { /* 59 Bassman 5F6-A */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 20:nF;
C3 = 20:nF;
};
mesa = environment { /* Mesa Boogie Mark */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
twin = environment { /* 69 Twin Reverb AA270 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 120:pF;
C2 = 100:nF;
C3 = 47:nF;
};
princeton = environment { /* 64 Princeton AA1164 */
R1 = 250:k;
R2 = 250:k;
R3 = 4.8:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
/* Marshall */
jcm800 = environment { /* 59/81 JCM-800 Lead 100 2203 */
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 33:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
/* 90 JCM-900 Master 2100: same as JCM-800 */
jcm2000 = environment { /* 81 2000 Lead */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k; /* a 10 k fixed + 100 k pot in series actually */
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
jtm45 = environment { /* JTM 45 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
/* parameter order is R1 - R4, C1 - C3 */
mlead = environment { /* 67 Major Lead 200 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
m2199 = environment { /* undated M2199 30W solid state */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 47:nF;
C3 = 47:nF;
};
/* Vox */
ac30 = environment { /* 59/86 AC-30 */
/* R3 is fixed (circuit differs anyway) */
R1 = 1:M;
R2 = 1:M;
R3 = 10:k;
R4 = 100:k;
C1 = 50:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ac15 = environment { /* VOX AC-15 */
R1 = 220:k;
R2 = 220:k;
R3 = 220:k;
R4 = 100:k;
C1 = 470:pF;
C2 = 100:nF;
C3 = 47:nF;
};
soldano = environment { /* Soldano SLO 100 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 20:nF;
C3 = 20:nF;
};
sovtek = environment { /* MIG 100 H*/
R1 = 500:k;
R2 = 1:M;
R3 = 10:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
peavey = environment { /* c20*/
R1 = 250:k;
R2 = 250:k;
R3 = 20:k;
R4 = 68:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ibanez = environment { /* gx20 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 270:pF;
C2 = 100:nF;
C3 = 40:nF;
};
roland = environment { /* Cube 60 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 41:k;
C1 = 240:pF;
C2 = 33:nF;
C3 = 82:nF;
};
ampeg = environment { /* VL 501 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 32:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ampeg_rev = environment { /* reverbrocket*/
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 100:pF;
C2 = 100:nF;
C3 = 47:nF;
};
bogner = environment { /* Triple Giant Preamp */
R1 = 250:k;
R2 = 1:M;
R3 = 33:k;
R4 = 51:k;
C1 = 220:pF;
C2 = 15:nF;
C3 = 47:nF;
};
groove = environment { /* Trio Preamp */
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 68:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
crunch = environment { /* Hughes&Kettner */
R1 = 220:k;
R2 = 220:k;
R3 = 10:k;
R4 = 100:k;
C1 = 220:pF;
C2 = 47:nF;
C3 = 47:nF;
};
fender_blues = environment { /* Fender blues junior */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 22:nF;
C3 = 22:nF;
};
fender_default = environment { /* Fender */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
fender_deville = environment { /* Fender Hot Rod */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 130:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 22:nF;
};
gibsen = environment { /* gs12 reverbrocket */
R1 = 1:M;
R2 = 1:M;
R3 = 94:k; // 47k fixed
R4 = 270:k;
C1 = 25:pF;
C2 = 60:nF;
C3 = 20:nF;
};
};
t = vslider(".amp.tonestack.tone[alias]", 0.5, 0, 1, 0.01);
m = 0.5;
l = 1-t : (_-1)*3.4 : exp;
tonestack = 1/A0*fi.iir((B0,B1,B2,B3),(A1/A0,A2/A0,A3/A0)) with {
C1 = tse.C1;
C2 = tse.C2;
C3 = tse.C3;
R1 = tse.R1;
R2 = tse.R2;
R3 = tse.R3;
R4 = tse.R4;
b1 = t*C1*R1 + m*C3*R3 + l*(C1*R2 + C2*R2) + (C1*R3 + C2*R3);
b2 = t*(C1*C2*R1*R4 + C1*C3*R1*R4) - m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ m*(C1*C3*R1*R3 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R1*R2 + C1*C2*R2*R4 + C1*C3*R2*R4)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
+ (C1*C2*R1*R3 + C1*C2*R3*R4 + C1*C3*R3*R4);
b3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ t*C1*C2*C3*R1*R3*R4 - t*m*C1*C2*C3*R1*R3*R4
+ t*l*C1*C2*C3*R1*R2*R4;
a0 = 1;
a1 = (C1*R1 + C1*R3 + C2*R3 + C2*R4 + C3*R4)
+ m*C3*R3 + l*(C1*R2 + C2*R2);
a2 = m*(C1*C3*R1*R3 - C2*C3*R3*R4 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
- m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R2*R4 + C1*C2*R1*R2 + C1*C3*R2*R4 + C2*C3*R2*R4)
+ (C1*C2*R1*R4 + C1*C3*R1*R4 + C1*C2*R3*R4 + C1*C2*R1*R3 + C1*C3*R3*R4 + C2*C3*R3*R4);
a3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R3*R3*R4 + C1*C2*C3*R1*R3*R3 - C1*C2*C3*R1*R3*R4)
+ l*C1*C2*C3*R1*R2*R4
+ C1*C2*C3*R1*R3*R4;
c = 2*float(ma.SR);
B0 = -b1*c - b2*pow(c,2) - b3*pow(c,3);
B1 = -b1*c + b2*pow(c,2) + 3*b3*pow(c,3);
B2 = b1*c + b2*pow(c,2) - 3*b3*pow(c,3);
B3 = b1*c - b2*pow(c,2) + b3*pow(c,3);
A0 = -a0 - a1*c - a2*pow(c,2) - a3*pow(c,3);
A1 = -3*a0 - a1*c + a2*pow(c,2) + 3*a3*pow(c,3);
A2 = -3*a0 + a1*c + a2*pow(c,2) - 3*a3*pow(c,3);
A3 = -a0 + a1*c - a2*pow(c,2) + a3*pow(c,3);
};
tse = ts.bassman;
process = tonestack;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/tonestack_bm.dsp | faust | tonestack ba.selector
***************************************************************
** Equalisation 3 bandes
** C1
** IN >---------||---------
** | |
** | | R4 | | R1 Treble
** | | | |<------< Out
** | | | |
** | C2 |
** |-------||--------|------
** | | |
** | | | |
** | | |<---- R2 Bass
** | | |
** | |
** | C3 | |
** --------||------>| | R3 Middle
** | |
** |
** _|_
** -
***************************************************************
** Guitar tone stacks
** values from CAPS plugin tonestack (based on work from D.T. Yeh)
** this version use only one controller like the Big Muff
Fender
59 Bassman 5F6-A
Mesa Boogie Mark
69 Twin Reverb AA270
64 Princeton AA1164
Marshall
59/81 JCM-800 Lead 100 2203
90 JCM-900 Master 2100: same as JCM-800
81 2000 Lead
a 10 k fixed + 100 k pot in series actually
JTM 45
parameter order is R1 - R4, C1 - C3
67 Major Lead 200
undated M2199 30W solid state
Vox
59/86 AC-30
R3 is fixed (circuit differs anyway)
VOX AC-15
Soldano SLO 100
MIG 100 H
c20
gx20
Cube 60
VL 501
reverbrocket
Triple Giant Preamp
Trio Preamp
Hughes&Kettner
Fender blues junior
Fender
Fender Hot Rod
gs12 reverbrocket
47k fixed |
declare id "tonestack_bm";
import("stdfaust.lib");
ts = environment {
k = *(1e3);
M = *(1e6);
nF = *(1e-9);
pF = *(1e-12);
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 20:nF;
C3 = 20:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 120:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 4.8:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 33:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 47:nF;
C3 = 47:nF;
};
R1 = 1:M;
R2 = 1:M;
R3 = 10:k;
R4 = 100:k;
C1 = 50:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 220:k;
R2 = 220:k;
R3 = 220:k;
R4 = 100:k;
C1 = 470:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 20:nF;
C3 = 20:nF;
};
R1 = 500:k;
R2 = 1:M;
R3 = 10:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 20:k;
R4 = 68:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 270:pF;
C2 = 100:nF;
C3 = 40:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 41:k;
C1 = 240:pF;
C2 = 33:nF;
C3 = 82:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 32:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 100:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 33:k;
R4 = 51:k;
C1 = 220:pF;
C2 = 15:nF;
C3 = 47:nF;
};
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 68:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 220:k;
R2 = 220:k;
R3 = 10:k;
R4 = 100:k;
C1 = 220:pF;
C2 = 47:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 130:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 22:nF;
};
R1 = 1:M;
R2 = 1:M;
R4 = 270:k;
C1 = 25:pF;
C2 = 60:nF;
C3 = 20:nF;
};
};
t = vslider(".amp.tonestack.tone[alias]", 0.5, 0, 1, 0.01);
m = 0.5;
l = 1-t : (_-1)*3.4 : exp;
tonestack = 1/A0*fi.iir((B0,B1,B2,B3),(A1/A0,A2/A0,A3/A0)) with {
C1 = tse.C1;
C2 = tse.C2;
C3 = tse.C3;
R1 = tse.R1;
R2 = tse.R2;
R3 = tse.R3;
R4 = tse.R4;
b1 = t*C1*R1 + m*C3*R3 + l*(C1*R2 + C2*R2) + (C1*R3 + C2*R3);
b2 = t*(C1*C2*R1*R4 + C1*C3*R1*R4) - m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ m*(C1*C3*R1*R3 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R1*R2 + C1*C2*R2*R4 + C1*C3*R2*R4)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
+ (C1*C2*R1*R3 + C1*C2*R3*R4 + C1*C3*R3*R4);
b3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ t*C1*C2*C3*R1*R3*R4 - t*m*C1*C2*C3*R1*R3*R4
+ t*l*C1*C2*C3*R1*R2*R4;
a0 = 1;
a1 = (C1*R1 + C1*R3 + C2*R3 + C2*R4 + C3*R4)
+ m*C3*R3 + l*(C1*R2 + C2*R2);
a2 = m*(C1*C3*R1*R3 - C2*C3*R3*R4 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
- m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R2*R4 + C1*C2*R1*R2 + C1*C3*R2*R4 + C2*C3*R2*R4)
+ (C1*C2*R1*R4 + C1*C3*R1*R4 + C1*C2*R3*R4 + C1*C2*R1*R3 + C1*C3*R3*R4 + C2*C3*R3*R4);
a3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R3*R3*R4 + C1*C2*C3*R1*R3*R3 - C1*C2*C3*R1*R3*R4)
+ l*C1*C2*C3*R1*R2*R4
+ C1*C2*C3*R1*R3*R4;
c = 2*float(ma.SR);
B0 = -b1*c - b2*pow(c,2) - b3*pow(c,3);
B1 = -b1*c + b2*pow(c,2) + 3*b3*pow(c,3);
B2 = b1*c + b2*pow(c,2) - 3*b3*pow(c,3);
B3 = b1*c - b2*pow(c,2) + b3*pow(c,3);
A0 = -a0 - a1*c - a2*pow(c,2) - a3*pow(c,3);
A1 = -3*a0 - a1*c + a2*pow(c,2) + 3*a3*pow(c,3);
A2 = -3*a0 + a1*c + a2*pow(c,2) - 3*a3*pow(c,3);
A3 = -a0 + a1*c - a2*pow(c,2) + a3*pow(c,3);
};
tse = ts.bassman;
process = tonestack;
|
e517f61db7a8d36c9e82e3926326195b65e96a53cf01be1f9ca89ff93ff8e155 | brummer10/guitarix | tonestack.dsp | //tonestack ba.selector
// use double precision, single precision suffers from numerical cancellation.
declare id "tonestack_imp";
import("stdfaust.lib");
/****************************************************************
** Equalisation 3 bandes
** C1
** IN >---------||---------
** | |
** | | R4 | | R1 Treble
** | | | |<------< Out
** | | | |
** | C2 |
** |-------||--------|------
** | | |
** | | | |
** | | |<---- R2 Bass
** | | |
** | |
** | C3 | |
** --------||------>| | R3 Middle
** | |
** |
** _|_
** -
*/
/****************************************************************
** Guitar tone stacks
** values from CAPS plugin tonestack (based on work from D.T. Yeh)
*/
ts = environment {
k = *(1e3);
M = *(1e6);
nF = *(1e-9);
pF = *(1e-12);
/* Fender */
bassman = environment { /* 59 Bassman 5F6-A */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 20:nF;
C3 = 20:nF;
};
mesa = environment { /* Mesa Boogie Mark */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
twin = environment { /* 69 Twin Reverb AA270 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 120:pF;
C2 = 100:nF;
C3 = 47:nF;
};
princeton = environment { /* 64 Princeton AA1164 */
R1 = 250:k;
R2 = 250:k;
R3 = 4.8:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
/* Marshall */
jcm800 = environment { /* 59/81 JCM-800 Lead 100 2203 */
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 33:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
/* 90 JCM-900 Master 2100: same as JCM-800 */
jcm2000 = environment { /* 81 2000 Lead */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k; /* a 10 k fixed + 100 k pot in series actually */
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
jtm45 = environment { /* JTM 45 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
/* parameter order is R1 - R4, C1 - C3 */
mlead = environment { /* 67 Major Lead 200 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
m2199 = environment { /* undated M2199 30W solid state */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 47:nF;
C3 = 47:nF;
};
/* Vox */
ac30 = environment { /* 59/86 AC-30 */
/* R3 is fixed (circuit differs anyway) */
R1 = 1:M;
R2 = 1:M;
R3 = 10:k;
R4 = 100:k;
C1 = 50:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ac15 = environment { /* VOX AC-15 */
R1 = 220:k;
R2 = 220:k;
R3 = 220:k;
R4 = 100:k;
C1 = 470:pF;
C2 = 100:nF;
C3 = 47:nF;
};
soldano = environment { /* Soldano SLO 100 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 20:nF;
C3 = 20:nF;
};
sovtek = environment { /* MIG 100 H*/
R1 = 500:k;
R2 = 1:M;
R3 = 10:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
peavey = environment { /* c20*/
R1 = 250:k;
R2 = 250:k;
R3 = 20:k;
R4 = 68:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ibanez = environment { /* gx20 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 270:pF;
C2 = 100:nF;
C3 = 40:nF;
};
roland = environment { /* Cube 60 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 41:k;
C1 = 240:pF;
C2 = 33:nF;
C3 = 82:nF;
};
ampeg = environment { /* VL 501 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 32:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ampeg_rev = environment { /* reverbrocket*/
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 100:pF;
C2 = 100:nF;
C3 = 47:nF;
};
bogner = environment { /* Triple Giant Preamp */
R1 = 250:k;
R2 = 1:M;
R3 = 33:k;
R4 = 51:k;
C1 = 220:pF;
C2 = 15:nF;
C3 = 47:nF;
};
groove = environment { /* Trio Preamp */
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 68:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
crunch = environment { /* Hughes&Kettner */
R1 = 220:k;
R2 = 220:k;
R3 = 10:k;
R4 = 100:k;
C1 = 220:pF;
C2 = 47:nF;
C3 = 47:nF;
};
fender_blues = environment { /* Fender blues junior */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 22:nF;
C3 = 22:nF;
};
fender_default = environment { /* Fender */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
fender_deville = environment { /* Fender Hot Rod */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 130:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 22:nF;
};
gibsen = environment { /* gs12 reverbrocket */
R1 = 1:M;
R2 = 1:M;
R3 = 94:k; // 47k fixed
R4 = 270:k;
C1 = 25:pF;
C2 = 60:nF;
C3 = 20:nF;
};
engl = environment { /* engl */
R1 = 250:k;
R2 = 1:M;
R3 = 20:k;
R4 = 100:k;
C1 = 600:pF;
C2 = 47:nF;
C3 = 47:nF;
};
};
t = vslider(".amp.tonestack.Treble[alias]", 0.5, 0, 1, 0.01);
m = vslider(".amp.tonestack.Middle[alias]", 0.5, 0, 1, 0.01);
l = vslider(".amp.tonestack.Bass[alias]", 0.5, 0, 1, 0.01) : (_-1)*3.4 : exp;
tonestack = 1/A0*fi.iir((B0,B1,B2,B3),(A1/A0,A2/A0,A3/A0)) with {
C1 = tse.C1;
C2 = tse.C2;
C3 = tse.C3;
R1 = tse.R1;
R2 = tse.R2;
R3 = tse.R3;
R4 = tse.R4;
b1 = t*C1*R1 + m*C3*R3 + l*(C1*R2 + C2*R2) + (C1*R3 + C2*R3);
b2 = t*(C1*C2*R1*R4 + C1*C3*R1*R4) - m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ m*(C1*C3*R1*R3 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R1*R2 + C1*C2*R2*R4 + C1*C3*R2*R4)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
+ (C1*C2*R1*R3 + C1*C2*R3*R4 + C1*C3*R3*R4);
b3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ t*C1*C2*C3*R1*R3*R4 - t*m*C1*C2*C3*R1*R3*R4
+ t*l*C1*C2*C3*R1*R2*R4;
a0 = 1;
a1 = (C1*R1 + C1*R3 + C2*R3 + C2*R4 + C3*R4)
+ m*C3*R3 + l*(C1*R2 + C2*R2);
a2 = m*(C1*C3*R1*R3 - C2*C3*R3*R4 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
- m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R2*R4 + C1*C2*R1*R2 + C1*C3*R2*R4 + C2*C3*R2*R4)
+ (C1*C2*R1*R4 + C1*C3*R1*R4 + C1*C2*R3*R4 + C1*C2*R1*R3 + C1*C3*R3*R4 + C2*C3*R3*R4);
a3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R3*R3*R4 + C1*C2*C3*R1*R3*R3 - C1*C2*C3*R1*R3*R4)
+ l*C1*C2*C3*R1*R2*R4
+ C1*C2*C3*R1*R3*R4;
c = 2*float(ma.SR);
B0 = -b1*c - b2*pow(c,2) - b3*pow(c,3);
B1 = -b1*c + b2*pow(c,2) + 3*b3*pow(c,3);
B2 = b1*c + b2*pow(c,2) - 3*b3*pow(c,3);
B3 = b1*c - b2*pow(c,2) + b3*pow(c,3);
A0 = -a0 - a1*c - a2*pow(c,2) - a3*pow(c,3);
A1 = -3*a0 - a1*c + a2*pow(c,2) + 3*a3*pow(c,3);
A2 = -3*a0 + a1*c + a2*pow(c,2) - 3*a3*pow(c,3);
A3 = -a0 + a1*c - a2*pow(c,2) + a3*pow(c,3);
};
tse = ts.bassman;
process = tonestack;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/faust/tonestack.dsp | faust | tonestack ba.selector
use double precision, single precision suffers from numerical cancellation.
***************************************************************
** Equalisation 3 bandes
** C1
** IN >---------||---------
** | |
** | | R4 | | R1 Treble
** | | | |<------< Out
** | | | |
** | C2 |
** |-------||--------|------
** | | |
** | | | |
** | | |<---- R2 Bass
** | | |
** | |
** | C3 | |
** --------||------>| | R3 Middle
** | |
** |
** _|_
** -
***************************************************************
** Guitar tone stacks
** values from CAPS plugin tonestack (based on work from D.T. Yeh)
Fender
59 Bassman 5F6-A
Mesa Boogie Mark
69 Twin Reverb AA270
64 Princeton AA1164
Marshall
59/81 JCM-800 Lead 100 2203
90 JCM-900 Master 2100: same as JCM-800
81 2000 Lead
a 10 k fixed + 100 k pot in series actually
JTM 45
parameter order is R1 - R4, C1 - C3
67 Major Lead 200
undated M2199 30W solid state
Vox
59/86 AC-30
R3 is fixed (circuit differs anyway)
VOX AC-15
Soldano SLO 100
MIG 100 H
c20
gx20
Cube 60
VL 501
reverbrocket
Triple Giant Preamp
Trio Preamp
Hughes&Kettner
Fender blues junior
Fender
Fender Hot Rod
gs12 reverbrocket
47k fixed
engl |
declare id "tonestack_imp";
import("stdfaust.lib");
ts = environment {
k = *(1e3);
M = *(1e6);
nF = *(1e-9);
pF = *(1e-12);
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 20:nF;
C3 = 20:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 120:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 4.8:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 33:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 47:nF;
C3 = 47:nF;
};
R1 = 1:M;
R2 = 1:M;
R3 = 10:k;
R4 = 100:k;
C1 = 50:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 220:k;
R2 = 220:k;
R3 = 220:k;
R4 = 100:k;
C1 = 470:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 20:nF;
C3 = 20:nF;
};
R1 = 500:k;
R2 = 1:M;
R3 = 10:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 20:k;
R4 = 68:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 270:pF;
C2 = 100:nF;
C3 = 40:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 41:k;
C1 = 240:pF;
C2 = 33:nF;
C3 = 82:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 32:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 100:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 33:k;
R4 = 51:k;
C1 = 220:pF;
C2 = 15:nF;
C3 = 47:nF;
};
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 68:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 220:k;
R2 = 220:k;
R3 = 10:k;
R4 = 100:k;
C1 = 220:pF;
C2 = 47:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 130:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 22:nF;
};
R1 = 1:M;
R2 = 1:M;
R4 = 270:k;
C1 = 25:pF;
C2 = 60:nF;
C3 = 20:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 20:k;
R4 = 100:k;
C1 = 600:pF;
C2 = 47:nF;
C3 = 47:nF;
};
};
t = vslider(".amp.tonestack.Treble[alias]", 0.5, 0, 1, 0.01);
m = vslider(".amp.tonestack.Middle[alias]", 0.5, 0, 1, 0.01);
l = vslider(".amp.tonestack.Bass[alias]", 0.5, 0, 1, 0.01) : (_-1)*3.4 : exp;
tonestack = 1/A0*fi.iir((B0,B1,B2,B3),(A1/A0,A2/A0,A3/A0)) with {
C1 = tse.C1;
C2 = tse.C2;
C3 = tse.C3;
R1 = tse.R1;
R2 = tse.R2;
R3 = tse.R3;
R4 = tse.R4;
b1 = t*C1*R1 + m*C3*R3 + l*(C1*R2 + C2*R2) + (C1*R3 + C2*R3);
b2 = t*(C1*C2*R1*R4 + C1*C3*R1*R4) - m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ m*(C1*C3*R1*R3 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R1*R2 + C1*C2*R2*R4 + C1*C3*R2*R4)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
+ (C1*C2*R1*R3 + C1*C2*R3*R4 + C1*C3*R3*R4);
b3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ t*C1*C2*C3*R1*R3*R4 - t*m*C1*C2*C3*R1*R3*R4
+ t*l*C1*C2*C3*R1*R2*R4;
a0 = 1;
a1 = (C1*R1 + C1*R3 + C2*R3 + C2*R4 + C3*R4)
+ m*C3*R3 + l*(C1*R2 + C2*R2);
a2 = m*(C1*C3*R1*R3 - C2*C3*R3*R4 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
- m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R2*R4 + C1*C2*R1*R2 + C1*C3*R2*R4 + C2*C3*R2*R4)
+ (C1*C2*R1*R4 + C1*C3*R1*R4 + C1*C2*R3*R4 + C1*C2*R1*R3 + C1*C3*R3*R4 + C2*C3*R3*R4);
a3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R3*R3*R4 + C1*C2*C3*R1*R3*R3 - C1*C2*C3*R1*R3*R4)
+ l*C1*C2*C3*R1*R2*R4
+ C1*C2*C3*R1*R3*R4;
c = 2*float(ma.SR);
B0 = -b1*c - b2*pow(c,2) - b3*pow(c,3);
B1 = -b1*c + b2*pow(c,2) + 3*b3*pow(c,3);
B2 = b1*c + b2*pow(c,2) - 3*b3*pow(c,3);
B3 = b1*c - b2*pow(c,2) + b3*pow(c,3);
A0 = -a0 - a1*c - a2*pow(c,2) - a3*pow(c,3);
A1 = -3*a0 - a1*c + a2*pow(c,2) + 3*a3*pow(c,3);
A2 = -3*a0 + a1*c + a2*pow(c,2) - 3*a3*pow(c,3);
A3 = -a0 + a1*c - a2*pow(c,2) + a3*pow(c,3);
};
tse = ts.bassman;
process = tonestack;
|
4a580e383fc1d227e355a8c9021c50ee7dfcd03227dd740d5c8ff67af2332f89 | brummer10/guitarix | foxeylady.dsp | // generated automatically
// DO NOT MODIFY!
declare id "foxeylady";
declare name "Foxey Lady";
declare category "Fuzz";
declare shortname "Foxey Lady";
declare description "Foxey Lady fuzz pedal simulation";
declare insert_p "tranyclipper";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
//clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-27*fs + 2.86240593005591e-23) + 1.79551930386446e-19) + 3.55668379874028e-17) + 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-29*fs + 2.86240593005591e-25) + 1.79551930386446e-21) + 3.55668379874028e-19) + 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-28*fs - 1.8701619702637e-23) - 2.16157324062859e-19) - 4.33524374895714e-17) - 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-30*fs - 1.8701619702637e-25) - 2.16157324062859e-21) - 4.33524374895714e-19) - 5.90848481409701e-18);
b1 = Fuzz*(Level*pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-26*fs - 1.14496237202237e-22) - 3.59103860772892e-19) + 9.68604067884756e-16) + pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-28*fs - 1.14496237202237e-24) - 3.59103860772892e-21) + 9.68604067884756e-18)) + Level*pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-27*fs + 7.48064788105479e-23) + 4.32314648125718e-19) - 1.1816969628194e-15) + pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-29*fs + 7.48064788105479e-25) + 4.32314648125718e-21) - 1.1816969628194e-17);
b2 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-26*fs + 1.43120296502796e-22) - 1.79551930386446e-19) - 1.06700513962208e-16) - 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-28*fs + 1.43120296502796e-24) - 1.79551930386446e-21) - 1.06700513962208e-18) - 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-27*fs - 9.35080985131849e-23) + 2.16157324062859e-19) + 1.30057312468714e-16) + 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-29*fs - 9.35080985131849e-25) + 2.16157324062859e-21) + 1.30057312468714e-18) + 5.90848481409701e-18);
b3 = Fuzz*(Level*pow(fs,2)*(pow(fs,2)*(-1.28533875727752e-25*pow(fs,2) + 7.18207721545784e-19) - 1.93720813576951e-15) + pow(fs,2)*(pow(fs,2)*(-1.28533875727752e-27*pow(fs,2) + 7.18207721545784e-21) - 1.93720813576951e-17)) + Level*pow(fs,2)*(pow(fs,2)*(6.56688394734098e-27*pow(fs,2) - 8.64629296251435e-19) + 2.3633939256388e-15) + pow(fs,2)*(pow(fs,2)*(6.56688394734098e-29*pow(fs,2) - 8.64629296251435e-21) + 2.3633939256388e-17);
b4 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-26*fs - 1.43120296502796e-22) - 1.79551930386446e-19) + 1.06700513962208e-16) - 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-28*fs - 1.43120296502796e-24) - 1.79551930386446e-21) + 1.06700513962208e-18) - 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-27*fs + 9.35080985131849e-23) + 2.16157324062859e-19) - 1.30057312468714e-16) + 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-29*fs + 9.35080985131849e-25) + 2.16157324062859e-21) - 1.30057312468714e-18) + 5.90848481409701e-18);
b5 = Fuzz*(Level*pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-26*fs + 1.14496237202237e-22) - 3.59103860772892e-19) + 9.68604067884756e-16) + pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-28*fs + 1.14496237202237e-24) - 3.59103860772892e-21) + 9.68604067884756e-18)) + Level*pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-27*fs - 7.48064788105479e-23) + 4.32314648125718e-19) - 1.1816969628194e-15) + pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-29*fs - 7.48064788105479e-25) + 4.32314648125718e-21) - 1.1816969628194e-17);
b6 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-27*fs - 2.86240593005591e-23) + 1.79551930386446e-19) - 3.55668379874028e-17) + 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-29*fs - 2.86240593005591e-25) + 1.79551930386446e-21) - 3.55668379874028e-19) + 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-28*fs + 1.8701619702637e-23) - 2.16157324062859e-19) + 4.33524374895714e-17) - 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-30*fs + 1.8701619702637e-25) - 2.16157324062859e-21) + 4.33524374895714e-19) - 5.90848481409701e-18);
a0 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-4.59387215604116e-29*fs - 4.36933720361044e-25) - 8.96539812308464e-22) - 3.5938048928126e-19) - 4.96738293767392e-17) - 2.0568206880379e-15) + fs*(fs*(fs*(fs*(fs*(4.57704216569471e-29*fs + 4.12221097685163e-25) + 2.55877854891379e-22) - 9.9587457844786e-19) - 4.94708666311112e-16) - 7.32065571555064e-14) - 3.1163949818756e-12) + fs*(fs*(fs*(fs*(fs*(5.24588897595767e-29*fs + 7.02844574269719e-25) + 2.89396306244108e-21) + 3.61888994332083e-18) + 1.29693461432975e-15) + 1.71281273151154e-13) + 6.94956080958259e-12;
a1 = Fuzz*(Fuzz*fs*(fs*(pow(fs,2)*(fs*(2.7563232936247e-28*fs + 1.74773488144418e-24) + 1.79307962461693e-21) - 9.93476587534785e-17) - 8.22728275215159e-15) + fs*(fs*(pow(fs,2)*(fs*(-2.74622529941683e-28*fs - 1.64888439074065e-24) - 5.11755709782759e-22) - 9.89417332622223e-16) - 2.92826228622026e-13) - 1.86983698912536e-11) + fs*(fs*(pow(fs,2)*(fs*(-3.1475333855746e-28*fs - 2.81137829707888e-24) - 5.78792612488216e-21) + 2.5938692286595e-15) + 6.85125092604618e-13) + 4.16973648574956e-11;
a2 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-6.89080823406175e-28*fs - 2.18466860180522e-24) + 8.96539812308464e-22) + 1.07814146784378e-18) + 4.96738293767392e-17) - 1.02841034401895e-14) + fs*(fs*(fs*(fs*(fs*(6.86556324854206e-28*fs + 2.06110548842582e-24) - 2.55877854891379e-22) + 2.98762373534358e-18) + 4.94708666311112e-16) - 3.66032785777532e-13) - 4.6745924728134e-11) + fs*(fs*(fs*(fs*(fs*(7.8688334639365e-28*fs + 3.51422287134859e-24) - 2.89396306244108e-21) - 1.08566698299625e-17) - 1.29693461432975e-15) + 8.56406365755772e-13) + 1.04243412143739e-10;
a3 = Fuzz*(Fuzz*pow(fs,2)*(pow(fs,2)*(9.18774431208233e-28*pow(fs,2) - 3.58615924923386e-21) + 1.98695317506957e-16) + pow(fs,2)*(pow(fs,2)*(-9.15408433138942e-28*pow(fs,2) + 1.02351141956552e-21) + 1.97883466524445e-15) - 6.23278996375121e-11) + pow(fs,2)*(pow(fs,2)*(-1.04917779519153e-27*pow(fs,2) + 1.15758522497643e-20) - 5.18773845731899e-15) + 1.38991216191652e-10;
a4 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-6.89080823406175e-28*fs + 2.18466860180522e-24) + 8.96539812308464e-22) - 1.07814146784378e-18) + 4.96738293767392e-17) + 1.02841034401895e-14) + fs*(fs*(fs*(fs*(fs*(6.86556324854206e-28*fs - 2.06110548842582e-24) - 2.55877854891379e-22) - 2.98762373534358e-18) + 4.94708666311112e-16) + 3.66032785777532e-13) - 4.6745924728134e-11) + fs*(fs*(fs*(fs*(fs*(7.8688334639365e-28*fs - 3.51422287134859e-24) - 2.89396306244108e-21) + 1.08566698299625e-17) - 1.29693461432975e-15) - 8.56406365755772e-13) + 1.04243412143739e-10;
a5 = Fuzz*(Fuzz*fs*(fs*(pow(fs,2)*(fs*(2.7563232936247e-28*fs - 1.74773488144418e-24) + 1.79307962461693e-21) - 9.93476587534785e-17) + 8.22728275215159e-15) + fs*(fs*(pow(fs,2)*(fs*(-2.74622529941683e-28*fs + 1.64888439074065e-24) - 5.11755709782759e-22) - 9.89417332622223e-16) + 2.92826228622026e-13) - 1.86983698912536e-11) + fs*(fs*(pow(fs,2)*(fs*(-3.1475333855746e-28*fs + 2.81137829707888e-24) - 5.78792612488216e-21) + 2.5938692286595e-15) - 6.85125092604618e-13) + 4.16973648574956e-11;
a6 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-4.59387215604116e-29*fs + 4.36933720361044e-25) - 8.96539812308464e-22) + 3.5938048928126e-19) - 4.96738293767392e-17) + 2.0568206880379e-15) + fs*(fs*(fs*(fs*(fs*(4.57704216569471e-29*fs - 4.12221097685163e-25) + 2.55877854891379e-22) + 9.9587457844786e-19) - 4.94708666311112e-16) + 7.32065571555064e-14) - 3.1163949818756e-12) + fs*(fs*(fs*(fs*(fs*(5.24588897595767e-29*fs - 7.02844574269719e-25) + 2.89396306244108e-21) - 3.61888994332083e-18) + 1.29693461432975e-15) - 1.71281273151154e-13) + 6.94956080958259e-12;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/foxeylady.dsp | faust | generated automatically
DO NOT MODIFY!
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ; | declare id "foxeylady";
declare name "Foxey Lady";
declare category "Fuzz";
declare shortname "Foxey Lady";
declare description "Foxey Lady fuzz pedal simulation";
declare insert_p "tranyclipper";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-27*fs + 2.86240593005591e-23) + 1.79551930386446e-19) + 3.55668379874028e-17) + 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-29*fs + 2.86240593005591e-25) + 1.79551930386446e-21) + 3.55668379874028e-19) + 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-28*fs - 1.8701619702637e-23) - 2.16157324062859e-19) - 4.33524374895714e-17) - 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-30*fs - 1.8701619702637e-25) - 2.16157324062859e-21) - 4.33524374895714e-19) - 5.90848481409701e-18);
b1 = Fuzz*(Level*pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-26*fs - 1.14496237202237e-22) - 3.59103860772892e-19) + 9.68604067884756e-16) + pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-28*fs - 1.14496237202237e-24) - 3.59103860772892e-21) + 9.68604067884756e-18)) + Level*pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-27*fs + 7.48064788105479e-23) + 4.32314648125718e-19) - 1.1816969628194e-15) + pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-29*fs + 7.48064788105479e-25) + 4.32314648125718e-21) - 1.1816969628194e-17);
b2 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-26*fs + 1.43120296502796e-22) - 1.79551930386446e-19) - 1.06700513962208e-16) - 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-28*fs + 1.43120296502796e-24) - 1.79551930386446e-21) - 1.06700513962208e-18) - 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-27*fs - 9.35080985131849e-23) + 2.16157324062859e-19) + 1.30057312468714e-16) + 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-29*fs - 9.35080985131849e-25) + 2.16157324062859e-21) + 1.30057312468714e-18) + 5.90848481409701e-18);
b3 = Fuzz*(Level*pow(fs,2)*(pow(fs,2)*(-1.28533875727752e-25*pow(fs,2) + 7.18207721545784e-19) - 1.93720813576951e-15) + pow(fs,2)*(pow(fs,2)*(-1.28533875727752e-27*pow(fs,2) + 7.18207721545784e-21) - 1.93720813576951e-17)) + Level*pow(fs,2)*(pow(fs,2)*(6.56688394734098e-27*pow(fs,2) - 8.64629296251435e-19) + 2.3633939256388e-15) + pow(fs,2)*(pow(fs,2)*(6.56688394734098e-29*pow(fs,2) - 8.64629296251435e-21) + 2.3633939256388e-17);
b4 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-26*fs - 1.43120296502796e-22) - 1.79551930386446e-19) + 1.06700513962208e-16) - 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(9.64004067958143e-28*fs - 1.43120296502796e-24) - 1.79551930386446e-21) + 1.06700513962208e-18) - 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-27*fs + 9.35080985131849e-23) + 2.16157324062859e-19) - 1.30057312468714e-16) + 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-4.92516296050573e-29*fs + 9.35080985131849e-25) + 2.16157324062859e-21) - 1.30057312468714e-18) + 5.90848481409701e-18);
b5 = Fuzz*(Level*pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-26*fs + 1.14496237202237e-22) - 3.59103860772892e-19) + 9.68604067884756e-16) + pow(fs,2)*(pow(fs,2)*(fs*(-3.85601627183257e-28*fs + 1.14496237202237e-24) - 3.59103860772892e-21) + 9.68604067884756e-18)) + Level*pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-27*fs - 7.48064788105479e-23) + 4.32314648125718e-19) - 1.1816969628194e-15) + pow(fs,2)*(pow(fs,2)*(fs*(1.97006518420229e-29*fs - 7.48064788105479e-25) + 4.32314648125718e-21) - 1.1816969628194e-17);
b6 = Fuzz*(Level*pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-27*fs - 2.86240593005591e-23) + 1.79551930386446e-19) - 3.55668379874028e-17) + 4.84302033942378e-16) + pow(fs,2)*(fs*(fs*(fs*(6.42669378638762e-29*fs - 2.86240593005591e-25) + 1.79551930386446e-21) - 3.55668379874028e-19) + 4.84302033942378e-18)) + Level*pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-28*fs + 1.8701619702637e-23) - 2.16157324062859e-19) + 4.33524374895714e-17) - 5.90848481409701e-16) + pow(fs,2)*(fs*(fs*(fs*(-3.28344197367049e-30*fs + 1.8701619702637e-25) - 2.16157324062859e-21) + 4.33524374895714e-19) - 5.90848481409701e-18);
a0 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-4.59387215604116e-29*fs - 4.36933720361044e-25) - 8.96539812308464e-22) - 3.5938048928126e-19) - 4.96738293767392e-17) - 2.0568206880379e-15) + fs*(fs*(fs*(fs*(fs*(4.57704216569471e-29*fs + 4.12221097685163e-25) + 2.55877854891379e-22) - 9.9587457844786e-19) - 4.94708666311112e-16) - 7.32065571555064e-14) - 3.1163949818756e-12) + fs*(fs*(fs*(fs*(fs*(5.24588897595767e-29*fs + 7.02844574269719e-25) + 2.89396306244108e-21) + 3.61888994332083e-18) + 1.29693461432975e-15) + 1.71281273151154e-13) + 6.94956080958259e-12;
a1 = Fuzz*(Fuzz*fs*(fs*(pow(fs,2)*(fs*(2.7563232936247e-28*fs + 1.74773488144418e-24) + 1.79307962461693e-21) - 9.93476587534785e-17) - 8.22728275215159e-15) + fs*(fs*(pow(fs,2)*(fs*(-2.74622529941683e-28*fs - 1.64888439074065e-24) - 5.11755709782759e-22) - 9.89417332622223e-16) - 2.92826228622026e-13) - 1.86983698912536e-11) + fs*(fs*(pow(fs,2)*(fs*(-3.1475333855746e-28*fs - 2.81137829707888e-24) - 5.78792612488216e-21) + 2.5938692286595e-15) + 6.85125092604618e-13) + 4.16973648574956e-11;
a2 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-6.89080823406175e-28*fs - 2.18466860180522e-24) + 8.96539812308464e-22) + 1.07814146784378e-18) + 4.96738293767392e-17) - 1.02841034401895e-14) + fs*(fs*(fs*(fs*(fs*(6.86556324854206e-28*fs + 2.06110548842582e-24) - 2.55877854891379e-22) + 2.98762373534358e-18) + 4.94708666311112e-16) - 3.66032785777532e-13) - 4.6745924728134e-11) + fs*(fs*(fs*(fs*(fs*(7.8688334639365e-28*fs + 3.51422287134859e-24) - 2.89396306244108e-21) - 1.08566698299625e-17) - 1.29693461432975e-15) + 8.56406365755772e-13) + 1.04243412143739e-10;
a3 = Fuzz*(Fuzz*pow(fs,2)*(pow(fs,2)*(9.18774431208233e-28*pow(fs,2) - 3.58615924923386e-21) + 1.98695317506957e-16) + pow(fs,2)*(pow(fs,2)*(-9.15408433138942e-28*pow(fs,2) + 1.02351141956552e-21) + 1.97883466524445e-15) - 6.23278996375121e-11) + pow(fs,2)*(pow(fs,2)*(-1.04917779519153e-27*pow(fs,2) + 1.15758522497643e-20) - 5.18773845731899e-15) + 1.38991216191652e-10;
a4 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-6.89080823406175e-28*fs + 2.18466860180522e-24) + 8.96539812308464e-22) - 1.07814146784378e-18) + 4.96738293767392e-17) + 1.02841034401895e-14) + fs*(fs*(fs*(fs*(fs*(6.86556324854206e-28*fs - 2.06110548842582e-24) - 2.55877854891379e-22) - 2.98762373534358e-18) + 4.94708666311112e-16) + 3.66032785777532e-13) - 4.6745924728134e-11) + fs*(fs*(fs*(fs*(fs*(7.8688334639365e-28*fs - 3.51422287134859e-24) - 2.89396306244108e-21) + 1.08566698299625e-17) - 1.29693461432975e-15) - 8.56406365755772e-13) + 1.04243412143739e-10;
a5 = Fuzz*(Fuzz*fs*(fs*(pow(fs,2)*(fs*(2.7563232936247e-28*fs - 1.74773488144418e-24) + 1.79307962461693e-21) - 9.93476587534785e-17) + 8.22728275215159e-15) + fs*(fs*(pow(fs,2)*(fs*(-2.74622529941683e-28*fs + 1.64888439074065e-24) - 5.11755709782759e-22) - 9.89417332622223e-16) + 2.92826228622026e-13) - 1.86983698912536e-11) + fs*(fs*(pow(fs,2)*(fs*(-3.1475333855746e-28*fs + 2.81137829707888e-24) - 5.78792612488216e-21) + 2.5938692286595e-15) - 6.85125092604618e-13) + 4.16973648574956e-11;
a6 = Fuzz*(Fuzz*fs*(fs*(fs*(fs*(fs*(-4.59387215604116e-29*fs + 4.36933720361044e-25) - 8.96539812308464e-22) + 3.5938048928126e-19) - 4.96738293767392e-17) + 2.0568206880379e-15) + fs*(fs*(fs*(fs*(fs*(4.57704216569471e-29*fs - 4.12221097685163e-25) + 2.55877854891379e-22) + 9.9587457844786e-19) - 4.94708666311112e-16) + 7.32065571555064e-14) - 3.1163949818756e-12) + fs*(fs*(fs*(fs*(fs*(5.24588897595767e-29*fs - 7.02844574269719e-25) + 2.89396306244108e-21) - 3.61888994332083e-18) + 1.29693461432975e-15) - 1.71281273151154e-13) + 6.94956080958259e-12;
};
|
0c2a8f1d538abd96df208625f854d139fec38dd034ff8b1f6a33d34d63134faf | brummer10/guitarix | tonestack.dsp | //tonestack ba.selector
declare id "tonestack_imp";
import("stdfaust.lib");
/****************************************************************
** Equalisation 3 bandes
** C1
** IN >---------||---------
** | |
** | | R4 | | R1 Treble
** | | | |<------< Out
** | | | |
** | C2 |
** |-------||--------|------
** | | |
** | | | |
** | | |<---- R2 Bass
** | | |
** | |
** | C3 | |
** --------||------>| | R3 Middle
** | |
** |
** _|_
** -
*/
/****************************************************************
** Guitar tone stacks
** values from CAPS plugin tonestack (based on work from D.T. Yeh)
*/
ts = environment {
k = *(1e3);
M = *(1e6);
nF = *(1e-9);
pF = *(1e-12);
/* Fender */
bassman = environment { /* 59 Bassman 5F6-A */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 20:nF;
C3 = 20:nF;
};
mesa = environment { /* Mesa Boogie Mark */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
twin = environment { /* 69 Twin Reverb AA270 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 120:pF;
C2 = 100:nF;
C3 = 47:nF;
};
princeton = environment { /* 64 Princeton AA1164 */
R1 = 250:k;
R2 = 250:k;
R3 = 4.8:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
/* Marshall */
jcm800 = environment { /* 59/81 JCM-800 Lead 100 2203 */
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 33:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
/* 90 JCM-900 Master 2100: same as JCM-800 */
jcm2000 = environment { /* 81 2000 Lead */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k; /* a 10 k fixed + 100 k pot in series actually */
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
jtm45 = environment { /* JTM 45 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
/* parameter order is R1 - R4, C1 - C3 */
mlead = environment { /* 67 Major Lead 200 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
m2199 = environment { /* undated M2199 30W solid state */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 47:nF;
C3 = 47:nF;
};
/* Vox */
ac30 = environment { /* 59/86 AC-30 */
/* R3 is fixed (circuit differs anyway) */
R1 = 1:M;
R2 = 1:M;
R3 = 10:k;
R4 = 100:k;
C1 = 50:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ac15 = environment { /* VOX AC-15 */
R1 = 220:k;
R2 = 220:k;
R3 = 220:k;
R4 = 100:k;
C1 = 470:pF;
C2 = 100:nF;
C3 = 47:nF;
};
soldano = environment { /* Soldano SLO 100 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 20:nF;
C3 = 20:nF;
};
sovtek = environment { /* MIG 100 H*/
R1 = 500:k;
R2 = 1:M;
R3 = 10:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
peavey = environment { /* c20*/
R1 = 250:k;
R2 = 250:k;
R3 = 20:k;
R4 = 68:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ibanez = environment { /* gx20 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 270:pF;
C2 = 100:nF;
C3 = 40:nF;
};
roland = environment { /* Cube 60 */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 41:k;
C1 = 240:pF;
C2 = 33:nF;
C3 = 82:nF;
};
ampeg = environment { /* VL 501 */
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 32:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
ampeg_rev = environment { /* reverbrocket*/
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 100:pF;
C2 = 100:nF;
C3 = 47:nF;
};
bogner = environment { /* Triple Giant Preamp */
R1 = 250:k;
R2 = 1:M;
R3 = 33:k;
R4 = 51:k;
C1 = 220:pF;
C2 = 15:nF;
C3 = 47:nF;
};
groove = environment { /* Trio Preamp */
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 68:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
crunch = environment { /* Hughes&Kettner */
R1 = 220:k;
R2 = 220:k;
R3 = 10:k;
R4 = 100:k;
C1 = 220:pF;
C2 = 47:nF;
C3 = 47:nF;
};
fender_blues = environment { /* Fender blues junior */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 22:nF;
C3 = 22:nF;
};
fender_default = environment { /* Fender */
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
fender_deville = environment { /* Fender Hot Rod */
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 130:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 22:nF;
};
gibsen = environment { /* gs12 reverbrocket */
R1 = 1:M;
R2 = 1:M;
R3 = 94:k; // 47k fixed
R4 = 270:k;
C1 = 25:pF;
C2 = 60:nF;
C3 = 20:nF;
};
};
t = vslider(".amp.tonestack.Treble[alias]", 0.5, 0, 1, 0.01);
m = vslider(".amp.tonestack.Middle[alias]", 0.5, 0, 1, 0.01);
l = vslider(".amp.tonestack.Bass[alias]", 0.5, 0, 1, 0.01) : (_-1)*3.4 : exp;
tonestack = 1/A0*fi.iir((B0,B1,B2,B3),(A1/A0,A2/A0,A3/A0)) with {
C1 = tse.C1;
C2 = tse.C2;
C3 = tse.C3;
R1 = tse.R1;
R2 = tse.R2;
R3 = tse.R3;
R4 = tse.R4;
b1 = t*C1*R1 + m*C3*R3 + l*(C1*R2 + C2*R2) + (C1*R3 + C2*R3);
b2 = t*(C1*C2*R1*R4 + C1*C3*R1*R4) - m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ m*(C1*C3*R1*R3 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R1*R2 + C1*C2*R2*R4 + C1*C3*R2*R4)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
+ (C1*C2*R1*R3 + C1*C2*R3*R4 + C1*C3*R3*R4);
b3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ t*C1*C2*C3*R1*R3*R4 - t*m*C1*C2*C3*R1*R3*R4
+ t*l*C1*C2*C3*R1*R2*R4;
a0 = 1;
a1 = (C1*R1 + C1*R3 + C2*R3 + C2*R4 + C3*R4)
+ m*C3*R3 + l*(C1*R2 + C2*R2);
a2 = m*(C1*C3*R1*R3 - C2*C3*R3*R4 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
- m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R2*R4 + C1*C2*R1*R2 + C1*C3*R2*R4 + C2*C3*R2*R4)
+ (C1*C2*R1*R4 + C1*C3*R1*R4 + C1*C2*R3*R4 + C1*C2*R1*R3 + C1*C3*R3*R4 + C2*C3*R3*R4);
a3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R3*R3*R4 + C1*C2*C3*R1*R3*R3 - C1*C2*C3*R1*R3*R4)
+ l*C1*C2*C3*R1*R2*R4
+ C1*C2*C3*R1*R3*R4;
c = 2*float(ma.SR);
B0 = -b1*c - b2*pow(c,2) - b3*pow(c,3);
B1 = -b1*c + b2*pow(c,2) + 3*b3*pow(c,3);
B2 = b1*c + b2*pow(c,2) - 3*b3*pow(c,3);
B3 = b1*c - b2*pow(c,2) + b3*pow(c,3);
A0 = -a0 - a1*c - a2*pow(c,2) - a3*pow(c,3);
A1 = -3*a0 - a1*c + a2*pow(c,2) + 3*a3*pow(c,3);
A2 = -3*a0 + a1*c + a2*pow(c,2) - 3*a3*pow(c,3);
A3 = -a0 + a1*c - a2*pow(c,2) + a3*pow(c,3);
};
tse = ts.bassman;
process = tonestack;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/tonestack.dsp | faust | tonestack ba.selector
***************************************************************
** Equalisation 3 bandes
** C1
** IN >---------||---------
** | |
** | | R4 | | R1 Treble
** | | | |<------< Out
** | | | |
** | C2 |
** |-------||--------|------
** | | |
** | | | |
** | | |<---- R2 Bass
** | | |
** | |
** | C3 | |
** --------||------>| | R3 Middle
** | |
** |
** _|_
** -
***************************************************************
** Guitar tone stacks
** values from CAPS plugin tonestack (based on work from D.T. Yeh)
Fender
59 Bassman 5F6-A
Mesa Boogie Mark
69 Twin Reverb AA270
64 Princeton AA1164
Marshall
59/81 JCM-800 Lead 100 2203
90 JCM-900 Master 2100: same as JCM-800
81 2000 Lead
a 10 k fixed + 100 k pot in series actually
JTM 45
parameter order is R1 - R4, C1 - C3
67 Major Lead 200
undated M2199 30W solid state
Vox
59/86 AC-30
R3 is fixed (circuit differs anyway)
VOX AC-15
Soldano SLO 100
MIG 100 H
c20
gx20
Cube 60
VL 501
reverbrocket
Triple Giant Preamp
Trio Preamp
Hughes&Kettner
Fender blues junior
Fender
Fender Hot Rod
gs12 reverbrocket
47k fixed |
declare id "tonestack_imp";
import("stdfaust.lib");
ts = environment {
k = *(1e3);
M = *(1e6);
nF = *(1e-9);
pF = *(1e-12);
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 20:nF;
C3 = 20:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 120:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 4.8:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 33:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 33:k;
C1 = 500:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 56:k;
C1 = 250:pF;
C2 = 47:nF;
C3 = 47:nF;
};
R1 = 1:M;
R2 = 1:M;
R3 = 10:k;
R4 = 100:k;
C1 = 50:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 220:k;
R2 = 220:k;
R3 = 220:k;
R4 = 100:k;
C1 = 470:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 20:nF;
C3 = 20:nF;
};
R1 = 500:k;
R2 = 1:M;
R3 = 10:k;
R4 = 47:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 20:k;
R4 = 68:k;
C1 = 270:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 270:pF;
C2 = 100:nF;
C3 = 40:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 41:k;
C1 = 240:pF;
C2 = 33:nF;
C3 = 82:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 25:k;
R4 = 32:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 100:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 1:M;
R3 = 33:k;
R4 = 51:k;
C1 = 220:pF;
C2 = 15:nF;
C3 = 47:nF;
};
R1 = 220:k;
R2 = 1:M;
R3 = 22:k;
R4 = 68:k;
C1 = 470:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 220:k;
R2 = 220:k;
R3 = 10:k;
R4 = 100:k;
C1 = 220:pF;
C2 = 47:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 22:nF;
C3 = 22:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 10:k;
R4 = 100:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 47:nF;
};
R1 = 250:k;
R2 = 250:k;
R3 = 25:k;
R4 = 130:k;
C1 = 250:pF;
C2 = 100:nF;
C3 = 22:nF;
};
R1 = 1:M;
R2 = 1:M;
R4 = 270:k;
C1 = 25:pF;
C2 = 60:nF;
C3 = 20:nF;
};
};
t = vslider(".amp.tonestack.Treble[alias]", 0.5, 0, 1, 0.01);
m = vslider(".amp.tonestack.Middle[alias]", 0.5, 0, 1, 0.01);
l = vslider(".amp.tonestack.Bass[alias]", 0.5, 0, 1, 0.01) : (_-1)*3.4 : exp;
tonestack = 1/A0*fi.iir((B0,B1,B2,B3),(A1/A0,A2/A0,A3/A0)) with {
C1 = tse.C1;
C2 = tse.C2;
C3 = tse.C3;
R1 = tse.R1;
R2 = tse.R2;
R3 = tse.R3;
R4 = tse.R4;
b1 = t*C1*R1 + m*C3*R3 + l*(C1*R2 + C2*R2) + (C1*R3 + C2*R3);
b2 = t*(C1*C2*R1*R4 + C1*C3*R1*R4) - m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ m*(C1*C3*R1*R3 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R1*R2 + C1*C2*R2*R4 + C1*C3*R2*R4)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
+ (C1*C2*R1*R3 + C1*C2*R3*R4 + C1*C3*R3*R4);
b3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ t*C1*C2*C3*R1*R3*R4 - t*m*C1*C2*C3*R1*R3*R4
+ t*l*C1*C2*C3*R1*R2*R4;
a0 = 1;
a1 = (C1*R1 + C1*R3 + C2*R3 + C2*R4 + C3*R4)
+ m*C3*R3 + l*(C1*R2 + C2*R2);
a2 = m*(C1*C3*R1*R3 - C2*C3*R3*R4 + C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*m*(C1*C3*R2*R3 + C2*C3*R2*R3)
- m*m*(C1*C3*R3*R3 + C2*C3*R3*R3)
+ l*(C1*C2*R2*R4 + C1*C2*R1*R2 + C1*C3*R2*R4 + C2*C3*R2*R4)
+ (C1*C2*R1*R4 + C1*C3*R1*R4 + C1*C2*R3*R4 + C1*C2*R1*R3 + C1*C3*R3*R4 + C2*C3*R3*R4);
a3 = l*m*(C1*C2*C3*R1*R2*R3 + C1*C2*C3*R2*R3*R4)
- m*m*(C1*C2*C3*R1*R3*R3 + C1*C2*C3*R3*R3*R4)
+ m*(C1*C2*C3*R3*R3*R4 + C1*C2*C3*R1*R3*R3 - C1*C2*C3*R1*R3*R4)
+ l*C1*C2*C3*R1*R2*R4
+ C1*C2*C3*R1*R3*R4;
c = 2*float(ma.SR);
B0 = -b1*c - b2*pow(c,2) - b3*pow(c,3);
B1 = -b1*c + b2*pow(c,2) + 3*b3*pow(c,3);
B2 = b1*c + b2*pow(c,2) - 3*b3*pow(c,3);
B3 = b1*c - b2*pow(c,2) + b3*pow(c,3);
A0 = -a0 - a1*c - a2*pow(c,2) - a3*pow(c,3);
A1 = -3*a0 - a1*c + a2*pow(c,2) + 3*a3*pow(c,3);
A2 = -3*a0 + a1*c + a2*pow(c,2) - 3*a3*pow(c,3);
A3 = -a0 + a1*c - a2*pow(c,2) + a3*pow(c,3);
};
tse = ts.bassman;
process = tonestack;
|
e036d8dcf9a58bcc0eed61c737f38c9ca05e62cf95ea8e28c58f857755fe25d7 | brummer10/guitarix | fuzzdrive.dsp | // generated automatically
// DO NOT MODIFY!
declare id "fuzzdrive";
declare name "Fuzz Drive";
declare category "Fuzz";
declare shortname "Fuzz Drive";
declare description "Fuzz Distortion";
import("stdfaust.lib");
import("trany.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
wet = vslider("wet_dry[name:Wet/Dry][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
//Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
gain = hslider("Level[name:Level]", -2, -20, 12, 0.1) : ba.db2linear : si.smooth(s);
Fuzz = 0.5 ; //vslider("Fuzz[name:Tone]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Distortion = vslider("Distortion[name:Drive]", 0.5, 0, 0.99, 0.01) : Inverted(1) : si.smooth(s);
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
fuzz = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0,b8/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0,a8/a0)) with {
fs = float(ma.SR);
b0 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(1.29594227235659e-40*fs - 8.87073657190112e-34) - 1.64126469795529e-30) - 1.58018238163299e-26) - 1.52868099778786e-23) - 4.36734685990874e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(1.17227175222998e-40*fs - 8.60503380045389e-34) + 3.96129387282593e-28) + 4.46652612440854e-25) + 6.72185939565773e-21) + 2.17087377052947e-18) - 1.32343844239659e-17);
b1 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-1.03675381788527e-39*fs + 5.32244194314067e-33) + 6.56505879182116e-30) + 3.16036476326599e-26) - 8.73469371981747e-21) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-9.37817401783986e-40*fs + 5.16302028027233e-33) - 1.58451754913037e-27) - 8.93305224881709e-25) + 4.34174754105893e-18) - 5.29375376958635e-17);
b2 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(3.62863836259845e-39*fs - 1.24190312006616e-32) - 6.56505879182116e-30) + 3.16036476326599e-26) + 6.11472399115143e-23) + 8.73469371981747e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(3.28236090624395e-39*fs - 1.20470473206354e-32) + 1.58451754913037e-27) - 8.93305224881709e-25) - 2.68874375826309e-20) - 4.34174754105893e-18) - 5.29375376958635e-17);
b3 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-7.2572767251969e-39*fs + 1.24190312006616e-32) - 6.56505879182116e-30) - 9.48109428979796e-26) + 2.62040811594524e-20) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-6.5647218124879e-39*fs + 1.20470473206354e-32) + 1.58451754913037e-27) + 2.67991567464513e-24) - 1.30252426231768e-17) + 5.29375376958635e-17);
b4 = Fuzz*pow(fs,4)*(pow(fs,2)*(9.07159590649613e-39*pow(fs,2) + 1.64126469795529e-29) - 9.17208598672714e-23) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(8.20590226560988e-39*pow(fs,2) - 3.96129387282593e-27) + 4.03311563739464e-20) + 1.32343844239659e-16);
b5 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-7.2572767251969e-39*fs - 1.24190312006616e-32) - 6.56505879182116e-30) + 9.48109428979796e-26) - 2.62040811594524e-20) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-6.5647218124879e-39*fs - 1.20470473206354e-32) + 1.58451754913037e-27) - 2.67991567464513e-24) + 1.30252426231768e-17) + 5.29375376958635e-17);
b6 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(3.62863836259845e-39*fs + 1.24190312006616e-32) - 6.56505879182116e-30) - 3.16036476326599e-26) + 6.11472399115143e-23) - 8.73469371981747e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(3.28236090624395e-39*fs + 1.20470473206354e-32) + 1.58451754913037e-27) + 8.93305224881709e-25) - 2.68874375826309e-20) + 4.34174754105893e-18) - 5.29375376958635e-17);
b7 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-1.03675381788527e-39*fs - 5.32244194314067e-33) + 6.56505879182116e-30) - 3.16036476326599e-26) + 8.73469371981747e-21) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-9.37817401783986e-40*fs - 5.16302028027233e-33) - 1.58451754913037e-27) + 8.93305224881709e-25) - 4.34174754105893e-18) - 5.29375376958635e-17);
b8 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(1.29594227235659e-40*fs + 8.87073657190112e-34) - 1.64126469795529e-30) + 1.58018238163299e-26) - 1.52868099778786e-23) + 4.36734685990874e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(1.17227175222998e-40*fs + 8.60503380045389e-34) + 3.96129387282593e-28) - 4.46652612440854e-25) + 6.72185939565773e-21) - 2.17087377052947e-18) - 1.32343844239659e-17);
a0 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-1.20954612086615e-39*fs - 2.86589792702458e-34) - 6.29844123704863e-30) - 6.96590249983833e-27) - 2.97472992156056e-24) - 4.85407145719168e-22) - 2.26821940920998e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.45020046020493e-40*fs - 1.12017008405057e-33) - 2.68390877243249e-29) - 2.76343706770825e-26) - 1.93946085329172e-23) - 8.29607943811672e-21) - 1.41480755159492e-18) - 6.87339214912114e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(1.21134747730432e-39*fs + 1.63282987404348e-33) + 4.4344097371444e-29) + 1.07298568411666e-25) + 1.73266579347222e-22) + 1.31102852092565e-19) + 4.74767687606168e-17) + 7.12034665177176e-15) + 3.12426915869143e-13;
a1 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(9.6763689669292e-39*fs + 1.71953875621475e-33) + 2.51937649481945e-29) + 1.39318049996767e-26) - 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.96016036816394e-39*fs + 6.7210205043034e-33) + 1.073563508973e-28) + 5.52687413541649e-26) - 1.65921588762334e-20) - 5.65923020637969e-18) - 4.12403528947268e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-9.69077981843452e-39*fs - 9.79697924426087e-33) - 1.77376389485776e-28) - 2.14597136823331e-25) + 2.62205704185131e-19) + 1.89907075042467e-16) + 4.27220799106305e-14) + 2.49941532695314e-12;
a2 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-3.38672913842522e-38*fs - 4.01225709783442e-33) - 2.51937649481945e-29) + 1.39318049996767e-26) + 1.18989196862423e-23) + 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(6.86056128857379e-39*fs - 1.56823811767079e-32) - 1.073563508973e-28) + 5.52687413541649e-26) + 7.75784341316688e-23) + 1.65921588762334e-20) - 5.65923020637969e-18) - 9.62274900876959e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(3.39177293645208e-38*fs + 2.28596182366087e-32) + 1.77376389485776e-28) - 2.14597136823331e-25) - 6.93066317388889e-22) - 2.62205704185131e-19) + 1.89907075042467e-16) + 9.96848531248046e-14) + 8.74795364433599e-12;
a3 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(6.77345827685044e-38*fs + 4.01225709783442e-33) - 2.51937649481945e-29) - 4.179541499903e-26) + 2.91244287431501e-21) + 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.37211225771476e-38*fs + 1.56823811767079e-32) - 1.073563508973e-28) - 1.65806224062495e-25) + 4.97764766287003e-20) + 5.65923020637969e-18) - 9.62274900876959e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-6.78354587290416e-38*fs - 2.28596182366087e-32) + 1.77376389485776e-28) + 6.43791410469994e-25) - 7.86617112555392e-19) - 1.89907075042467e-16) + 9.96848531248046e-14) + 1.7495907288672e-11;
a4 = Fuzz*(Fuzz*pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(-8.46682284606305e-38*pow(fs,2) + 6.29844123704863e-29) - 1.78483795293634e-23) + 2.26821940920998e-19) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(1.71514032214345e-38*pow(fs,2) + 2.68390877243249e-28) - 1.16367651197503e-22) + 1.41480755159492e-17)) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(8.47943234113021e-38*pow(fs,2) - 4.4344097371444e-28) + 1.03959947608333e-21) - 4.74767687606168e-16) + 2.186988411084e-11;
a5 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(6.77345827685044e-38*fs - 4.01225709783442e-33) - 2.51937649481945e-29) + 4.179541499903e-26) - 2.91244287431501e-21) + 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.37211225771476e-38*fs - 1.56823811767079e-32) - 1.073563508973e-28) + 1.65806224062495e-25) - 4.97764766287003e-20) + 5.65923020637969e-18) + 9.62274900876959e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-6.78354587290416e-38*fs + 2.28596182366087e-32) + 1.77376389485776e-28) - 6.43791410469994e-25) + 7.86617112555392e-19) - 1.89907075042467e-16) - 9.96848531248046e-14) + 1.7495907288672e-11;
a6 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-3.38672913842522e-38*fs + 4.01225709783442e-33) - 2.51937649481945e-29) - 1.39318049996767e-26) + 1.18989196862423e-23) - 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(6.86056128857379e-39*fs + 1.56823811767079e-32) - 1.073563508973e-28) - 5.52687413541649e-26) + 7.75784341316688e-23) - 1.65921588762334e-20) - 5.65923020637969e-18) + 9.62274900876959e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(3.39177293645208e-38*fs - 2.28596182366087e-32) + 1.77376389485776e-28) + 2.14597136823331e-25) - 6.93066317388889e-22) + 2.62205704185131e-19) + 1.89907075042467e-16) - 9.96848531248046e-14) + 8.74795364433599e-12;
a7 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(9.6763689669292e-39*fs - 1.71953875621475e-33) + 2.51937649481945e-29) - 1.39318049996767e-26) + 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.96016036816394e-39*fs - 6.7210205043034e-33) + 1.073563508973e-28) - 5.52687413541649e-26) + 1.65921588762334e-20) - 5.65923020637969e-18) + 4.12403528947268e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-9.69077981843452e-39*fs + 9.79697924426087e-33) - 1.77376389485776e-28) + 2.14597136823331e-25) - 2.62205704185131e-19) + 1.89907075042467e-16) - 4.27220799106305e-14) + 2.49941532695314e-12;
a8 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-1.20954612086615e-39*fs + 2.86589792702458e-34) - 6.29844123704863e-30) + 6.96590249983833e-27) - 2.97472992156056e-24) + 4.85407145719168e-22) - 2.26821940920998e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.45020046020493e-40*fs + 1.12017008405057e-33) - 2.68390877243249e-29) + 2.76343706770825e-26) - 1.93946085329172e-23) + 8.29607943811672e-21) - 1.41480755159492e-18) + 6.87339214912114e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(1.21134747730432e-39*fs - 1.63282987404348e-33) + 4.4344097371444e-29) - 1.07298568411666e-25) + 1.73266579347222e-22) - 1.31102852092565e-19) + 4.74767687606168e-17) - 7.12034665177176e-15) + 3.12426915869143e-13;
};
dist = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
fs = float(ma.SR);
b0 = 3.45357917689612e-13*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(1.79347857986842e-13*fs + 3.45357917689612e-12);
b1 = -1.03607375306884e-12*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(-5.38043573960525e-13*fs - 3.45357917689612e-12);
b2 = 1.03607375306884e-12*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(5.38043573960525e-13*fs - 3.45357917689612e-12);
b3 = -3.45357917689612e-13*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(-1.79347857986842e-13*fs + 3.45357917689612e-12);
a0 = Distortion*fs*(fs*(1.2099049942893e-14*fs + 2.51801622165627e-10) + 2.49252253398618e-8) + fs*(fs*(3.57407648445144e-16*fs + 2.81736895109737e-13) + 2.53046873750701e-9) + 2.49252253398618e-7;
a1 = Distortion*fs*(fs*(-3.62971498286789e-14*fs - 2.51801622165627e-10) + 2.49252253398618e-8) + fs*(fs*(-1.07222294533543e-15*fs - 2.81736895109737e-13) + 2.53046873750701e-9) + 7.47756760195853e-7;
a2 = Distortion*fs*(fs*(3.62971498286789e-14*fs - 2.51801622165627e-10) - 2.49252253398618e-8) + fs*(fs*(1.07222294533543e-15*fs - 2.81736895109737e-13) - 2.53046873750701e-9) + 7.47756760195853e-7;
a3 = Distortion*fs*(fs*(-1.2099049942893e-14*fs + 2.51801622165627e-10) - 2.49252253398618e-8) + fs*(fs*(-3.57407648445144e-16*fs + 2.81736895109737e-13) - 2.53046873750701e-9) + 2.49252253398618e-7;
};
X2 = fuzz : dist;
opamp = ffunction(float opamp(float), "clipping.h", "");
X3 = _ <: _ - opamp(X2-_) :> _ ;
asymclip = ffunction(float asymhardclip2(float), "clipping.h", "");
aclip = asymclip(X3);
process = _<:*(dry),(*(wet) : aclip :*(gain) ):>_;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/fuzzdrive.dsp | faust | generated automatically
DO NOT MODIFY!
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
vslider("Fuzz[name:Tone]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s); | declare id "fuzzdrive";
declare name "Fuzz Drive";
declare category "Fuzz";
declare shortname "Fuzz Drive";
declare description "Fuzz Distortion";
import("stdfaust.lib");
import("trany.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
wet = vslider("wet_dry[name:Wet/Dry][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
gain = hslider("Level[name:Level]", -2, -20, 12, 0.1) : ba.db2linear : si.smooth(s);
Distortion = vslider("Distortion[name:Drive]", 0.5, 0, 0.99, 0.01) : Inverted(1) : si.smooth(s);
clip = tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) : tranystage(TB_7199P_68k,86.0,2700.0,3.571981) ;
fuzz = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0,b8/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0,a8/a0)) with {
fs = float(ma.SR);
b0 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(1.29594227235659e-40*fs - 8.87073657190112e-34) - 1.64126469795529e-30) - 1.58018238163299e-26) - 1.52868099778786e-23) - 4.36734685990874e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(1.17227175222998e-40*fs - 8.60503380045389e-34) + 3.96129387282593e-28) + 4.46652612440854e-25) + 6.72185939565773e-21) + 2.17087377052947e-18) - 1.32343844239659e-17);
b1 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-1.03675381788527e-39*fs + 5.32244194314067e-33) + 6.56505879182116e-30) + 3.16036476326599e-26) - 8.73469371981747e-21) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-9.37817401783986e-40*fs + 5.16302028027233e-33) - 1.58451754913037e-27) - 8.93305224881709e-25) + 4.34174754105893e-18) - 5.29375376958635e-17);
b2 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(3.62863836259845e-39*fs - 1.24190312006616e-32) - 6.56505879182116e-30) + 3.16036476326599e-26) + 6.11472399115143e-23) + 8.73469371981747e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(3.28236090624395e-39*fs - 1.20470473206354e-32) + 1.58451754913037e-27) - 8.93305224881709e-25) - 2.68874375826309e-20) - 4.34174754105893e-18) - 5.29375376958635e-17);
b3 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-7.2572767251969e-39*fs + 1.24190312006616e-32) - 6.56505879182116e-30) - 9.48109428979796e-26) + 2.62040811594524e-20) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-6.5647218124879e-39*fs + 1.20470473206354e-32) + 1.58451754913037e-27) + 2.67991567464513e-24) - 1.30252426231768e-17) + 5.29375376958635e-17);
b4 = Fuzz*pow(fs,4)*(pow(fs,2)*(9.07159590649613e-39*pow(fs,2) + 1.64126469795529e-29) - 9.17208598672714e-23) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(8.20590226560988e-39*pow(fs,2) - 3.96129387282593e-27) + 4.03311563739464e-20) + 1.32343844239659e-16);
b5 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-7.2572767251969e-39*fs - 1.24190312006616e-32) - 6.56505879182116e-30) + 9.48109428979796e-26) - 2.62040811594524e-20) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-6.5647218124879e-39*fs - 1.20470473206354e-32) + 1.58451754913037e-27) - 2.67991567464513e-24) + 1.30252426231768e-17) + 5.29375376958635e-17);
b6 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(3.62863836259845e-39*fs + 1.24190312006616e-32) - 6.56505879182116e-30) - 3.16036476326599e-26) + 6.11472399115143e-23) - 8.73469371981747e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(3.28236090624395e-39*fs + 1.20470473206354e-32) + 1.58451754913037e-27) + 8.93305224881709e-25) - 2.68874375826309e-20) + 4.34174754105893e-18) - 5.29375376958635e-17);
b7 = Fuzz*pow(fs,3)*(pow(fs,2)*(fs*(fs*(-1.03675381788527e-39*fs - 5.32244194314067e-33) + 6.56505879182116e-30) - 3.16036476326599e-26) + 8.73469371981747e-21) + pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(-9.37817401783986e-40*fs - 5.16302028027233e-33) - 1.58451754913037e-27) + 8.93305224881709e-25) - 4.34174754105893e-18) - 5.29375376958635e-17);
b8 = Fuzz*pow(fs,3)*(fs*(fs*(fs*(fs*(1.29594227235659e-40*fs + 8.87073657190112e-34) - 1.64126469795529e-30) + 1.58018238163299e-26) - 1.52868099778786e-23) + 4.36734685990874e-21) + pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(1.17227175222998e-40*fs + 8.60503380045389e-34) + 3.96129387282593e-28) - 4.46652612440854e-25) + 6.72185939565773e-21) - 2.17087377052947e-18) - 1.32343844239659e-17);
a0 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-1.20954612086615e-39*fs - 2.86589792702458e-34) - 6.29844123704863e-30) - 6.96590249983833e-27) - 2.97472992156056e-24) - 4.85407145719168e-22) - 2.26821940920998e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.45020046020493e-40*fs - 1.12017008405057e-33) - 2.68390877243249e-29) - 2.76343706770825e-26) - 1.93946085329172e-23) - 8.29607943811672e-21) - 1.41480755159492e-18) - 6.87339214912114e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(1.21134747730432e-39*fs + 1.63282987404348e-33) + 4.4344097371444e-29) + 1.07298568411666e-25) + 1.73266579347222e-22) + 1.31102852092565e-19) + 4.74767687606168e-17) + 7.12034665177176e-15) + 3.12426915869143e-13;
a1 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(9.6763689669292e-39*fs + 1.71953875621475e-33) + 2.51937649481945e-29) + 1.39318049996767e-26) - 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.96016036816394e-39*fs + 6.7210205043034e-33) + 1.073563508973e-28) + 5.52687413541649e-26) - 1.65921588762334e-20) - 5.65923020637969e-18) - 4.12403528947268e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-9.69077981843452e-39*fs - 9.79697924426087e-33) - 1.77376389485776e-28) - 2.14597136823331e-25) + 2.62205704185131e-19) + 1.89907075042467e-16) + 4.27220799106305e-14) + 2.49941532695314e-12;
a2 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-3.38672913842522e-38*fs - 4.01225709783442e-33) - 2.51937649481945e-29) + 1.39318049996767e-26) + 1.18989196862423e-23) + 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(6.86056128857379e-39*fs - 1.56823811767079e-32) - 1.073563508973e-28) + 5.52687413541649e-26) + 7.75784341316688e-23) + 1.65921588762334e-20) - 5.65923020637969e-18) - 9.62274900876959e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(3.39177293645208e-38*fs + 2.28596182366087e-32) + 1.77376389485776e-28) - 2.14597136823331e-25) - 6.93066317388889e-22) - 2.62205704185131e-19) + 1.89907075042467e-16) + 9.96848531248046e-14) + 8.74795364433599e-12;
a3 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(6.77345827685044e-38*fs + 4.01225709783442e-33) - 2.51937649481945e-29) - 4.179541499903e-26) + 2.91244287431501e-21) + 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.37211225771476e-38*fs + 1.56823811767079e-32) - 1.073563508973e-28) - 1.65806224062495e-25) + 4.97764766287003e-20) + 5.65923020637969e-18) - 9.62274900876959e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-6.78354587290416e-38*fs - 2.28596182366087e-32) + 1.77376389485776e-28) + 6.43791410469994e-25) - 7.86617112555392e-19) - 1.89907075042467e-16) + 9.96848531248046e-14) + 1.7495907288672e-11;
a4 = Fuzz*(Fuzz*pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(-8.46682284606305e-38*pow(fs,2) + 6.29844123704863e-29) - 1.78483795293634e-23) + 2.26821940920998e-19) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(1.71514032214345e-38*pow(fs,2) + 2.68390877243249e-28) - 1.16367651197503e-22) + 1.41480755159492e-17)) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(8.47943234113021e-38*pow(fs,2) - 4.4344097371444e-28) + 1.03959947608333e-21) - 4.74767687606168e-16) + 2.186988411084e-11;
a5 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(6.77345827685044e-38*fs - 4.01225709783442e-33) - 2.51937649481945e-29) + 4.179541499903e-26) - 2.91244287431501e-21) + 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.37211225771476e-38*fs - 1.56823811767079e-32) - 1.073563508973e-28) + 1.65806224062495e-25) - 4.97764766287003e-20) + 5.65923020637969e-18) + 9.62274900876959e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-6.78354587290416e-38*fs + 2.28596182366087e-32) + 1.77376389485776e-28) - 6.43791410469994e-25) + 7.86617112555392e-19) - 1.89907075042467e-16) - 9.96848531248046e-14) + 1.7495907288672e-11;
a6 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-3.38672913842522e-38*fs + 4.01225709783442e-33) - 2.51937649481945e-29) - 1.39318049996767e-26) + 1.18989196862423e-23) - 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(6.86056128857379e-39*fs + 1.56823811767079e-32) - 1.073563508973e-28) - 5.52687413541649e-26) + 7.75784341316688e-23) - 1.65921588762334e-20) - 5.65923020637969e-18) + 9.62274900876959e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(3.39177293645208e-38*fs - 2.28596182366087e-32) + 1.77376389485776e-28) + 2.14597136823331e-25) - 6.93066317388889e-22) + 2.62205704185131e-19) + 1.89907075042467e-16) - 9.96848531248046e-14) + 8.74795364433599e-12;
a7 = Fuzz*(Fuzz*pow(fs,2)*(fs*(pow(fs,2)*(fs*(fs*(9.6763689669292e-39*fs - 1.71953875621475e-33) + 2.51937649481945e-29) - 1.39318049996767e-26) + 9.70814291438336e-22) - 9.0728776368399e-20) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-1.96016036816394e-39*fs - 6.7210205043034e-33) + 1.073563508973e-28) - 5.52687413541649e-26) + 1.65921588762334e-20) - 5.65923020637969e-18) + 4.12403528947268e-16)) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-9.69077981843452e-39*fs + 9.79697924426087e-33) - 1.77376389485776e-28) + 2.14597136823331e-25) - 2.62205704185131e-19) + 1.89907075042467e-16) - 4.27220799106305e-14) + 2.49941532695314e-12;
a8 = Fuzz*(Fuzz*pow(fs,2)*(fs*(fs*(fs*(fs*(fs*(-1.20954612086615e-39*fs + 2.86589792702458e-34) - 6.29844123704863e-30) + 6.96590249983833e-27) - 2.97472992156056e-24) + 4.85407145719168e-22) - 2.26821940920998e-20) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.45020046020493e-40*fs + 1.12017008405057e-33) - 2.68390877243249e-29) + 2.76343706770825e-26) - 1.93946085329172e-23) + 8.29607943811672e-21) - 1.41480755159492e-18) + 6.87339214912114e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(1.21134747730432e-39*fs - 1.63282987404348e-33) + 4.4344097371444e-29) - 1.07298568411666e-25) + 1.73266579347222e-22) - 1.31102852092565e-19) + 4.74767687606168e-17) - 7.12034665177176e-15) + 3.12426915869143e-13;
};
dist = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
fs = float(ma.SR);
b0 = 3.45357917689612e-13*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(1.79347857986842e-13*fs + 3.45357917689612e-12);
b1 = -1.03607375306884e-12*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(-5.38043573960525e-13*fs - 3.45357917689612e-12);
b2 = 1.03607375306884e-12*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(5.38043573960525e-13*fs - 3.45357917689612e-12);
b3 = -3.45357917689612e-13*Distortion*0.1*pow(fs,3) + 0.1*pow(fs,2)*(-1.79347857986842e-13*fs + 3.45357917689612e-12);
a0 = Distortion*fs*(fs*(1.2099049942893e-14*fs + 2.51801622165627e-10) + 2.49252253398618e-8) + fs*(fs*(3.57407648445144e-16*fs + 2.81736895109737e-13) + 2.53046873750701e-9) + 2.49252253398618e-7;
a1 = Distortion*fs*(fs*(-3.62971498286789e-14*fs - 2.51801622165627e-10) + 2.49252253398618e-8) + fs*(fs*(-1.07222294533543e-15*fs - 2.81736895109737e-13) + 2.53046873750701e-9) + 7.47756760195853e-7;
a2 = Distortion*fs*(fs*(3.62971498286789e-14*fs - 2.51801622165627e-10) - 2.49252253398618e-8) + fs*(fs*(1.07222294533543e-15*fs - 2.81736895109737e-13) - 2.53046873750701e-9) + 7.47756760195853e-7;
a3 = Distortion*fs*(fs*(-1.2099049942893e-14*fs + 2.51801622165627e-10) - 2.49252253398618e-8) + fs*(fs*(-3.57407648445144e-16*fs + 2.81736895109737e-13) - 2.53046873750701e-9) + 2.49252253398618e-7;
};
X2 = fuzz : dist;
opamp = ffunction(float opamp(float), "clipping.h", "");
X3 = _ <: _ - opamp(X2-_) :> _ ;
asymclip = ffunction(float asymhardclip2(float), "clipping.h", "");
aclip = asymclip(X3);
process = _<:*(dry),(*(wet) : aclip :*(gain) ):>_;
|
2cdb6cee46eced07cdc49823dc58d1ebd00b4674ca961d37ffc3158273fc50a3 | brummer10/guitarix | rolandwah.dsp | // generated automatically
// DO NOT MODIFY!
declare id "rolandwah";
declare name "Roland Double Beat";
declare category "Guitar Effects";
declare shortname "Double Beat";
declare description "Roland Double Beat";
import("stdfaust.lib");
import("trany.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
wet = vslider("wet_dry[name:Dry/Wet][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
// gain = vslider("Gain[name:Gain][tooltip:Gain of the Fuzz Section (dB)]", -12, -40, 4, 0.1) : ba.db2linear : si.smooth(s);
clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
fuzz = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0,b8/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0,a8/a0)) with {
shape = (1.1 -Fuzz ) * 20.;
atan_v=1.0/atan(shape);
//clip(x) = 0.4 * (min(0.7514,max(-0.4514,x)));
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Fuzz*pow(fs,4)*(fs*(fs*(8.60349117319693e-33*fs + 7.42470650533226e-26) + 3.80828462584721e-23) + 8.28085042193987e-22) + pow(fs,3)*(fs*(fs*(fs*(-2.62267793598193e-32*fs - 2.30252524666021e-25) - 1.21809214941527e-22) - 4.47006878788668e-21) - 4.14042521096994e-20);
b1 = Fuzz*pow(fs,5)*(fs*(-5.16209470391816e-32*fs - 2.9698826021329e-25) - 7.61656925169443e-23) + pow(fs,3)*(pow(fs,2)*(fs*(1.57360676158916e-31*fs + 9.21010098664083e-25) + 2.43618429883054e-22) - 8.28085042193987e-20);
b2 = Fuzz*pow(fs,4)*(fs*(fs*(1.20448876424757e-31*fs + 2.9698826021329e-25) - 7.61656925169443e-23) - 3.31234016877595e-21) + pow(fs,3)*(fs*(fs*(fs*(-3.6717491103747e-31*fs - 9.21010098664083e-25) + 2.43618429883054e-22) + 1.78802751515467e-20) + 8.28085042193987e-20);
b3 = Fuzz*pow(fs,5)*(fs*(-1.20448876424757e-31*fs + 2.9698826021329e-25) + 2.28497077550833e-22) + pow(fs,3)*(pow(fs,2)*(fs*(3.6717491103747e-31*fs - 9.21010098664083e-25) - 7.30855289649162e-22) + 2.48425512658196e-19);
b4 = Fuzz*pow(fs,4)*(-7.42470650533226e-25*pow(fs,2) + 4.96851025316392e-21) + pow(fs,4)*(2.30252524666021e-24*pow(fs,2) - 2.68204127273201e-20);
b5 = Fuzz*pow(fs,5)*(fs*(1.20448876424757e-31*fs + 2.9698826021329e-25) - 2.28497077550833e-22) + pow(fs,3)*(pow(fs,2)*(fs*(-3.6717491103747e-31*fs - 9.21010098664083e-25) + 7.30855289649162e-22) - 2.48425512658196e-19);
b6 = Fuzz*pow(fs,4)*(fs*(fs*(-1.20448876424757e-31*fs + 2.9698826021329e-25) + 7.61656925169443e-23) - 3.31234016877595e-21) + pow(fs,3)*(fs*(fs*(fs*(3.6717491103747e-31*fs - 9.21010098664083e-25) - 2.43618429883054e-22) + 1.78802751515467e-20) - 8.28085042193987e-20);
b7 = Fuzz*pow(fs,5)*(fs*(5.16209470391816e-32*fs - 2.9698826021329e-25) + 7.61656925169443e-23) + pow(fs,3)*(pow(fs,2)*(fs*(-1.57360676158916e-31*fs + 9.21010098664083e-25) - 2.43618429883054e-22) + 8.28085042193987e-20);
b8 = Fuzz*pow(fs,4)*(fs*(fs*(-8.60349117319693e-33*fs + 7.42470650533226e-26) - 3.80828462584721e-23) + 8.28085042193987e-22) + pow(fs,3)*(fs*(fs*(fs*(2.62267793598193e-32*fs - 2.30252524666021e-25) + 1.21809214941527e-22) - 4.47006878788668e-21) + 4.14042521096994e-20);
a0 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(9.64198439050231e-55*fs - 5.76952472985784e-34) - 1.84629565839962e-29) - 5.28116058056682e-26) - 3.4488417342687e-23) - 6.7753494863719e-21) - 1.6046797673707e-19) - 6.03074438986166e-19) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-1.08067210692624e-54*fs + 1.6917880698614e-33) + 2.29812823706864e-29) + 5.73340871630524e-26) + 3.80795187898005e-23) + 8.56555972538848e-21) + 5.00114968075696e-19) + 8.62923424920947e-18) + 3.01537219493083e-17;
a1 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-7.71358751240185e-54*fs + 3.46171483791471e-33) + 7.38518263359847e-29) + 1.05623211611336e-25) - 1.35506989727438e-20) - 6.41871906948282e-19) - 3.618446633917e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(8.64537685540996e-54*fs - 1.01507284191684e-32) - 9.19251294827458e-29) - 1.14668174326105e-25) + 1.7131119450777e-20) + 2.00045987230279e-18) + 5.17754054952568e-17) + 2.41229775594467e-16;
a2 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.69975562934065e-53*fs - 8.07733462180098e-33) - 7.38518263359847e-29) + 1.05623211611336e-25) + 1.37953669370748e-22) + 1.35506989727438e-20) - 6.41871906948282e-19) - 8.44304214580633e-18) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-3.02588189939348e-53*fs + 2.36850329780596e-32) + 9.19251294827458e-29) - 1.14668174326105e-25) - 1.52318075159202e-22) - 1.7131119450777e-20) + 2.00045987230279e-18) + 1.20809279488933e-16) + 8.44304214580633e-16;
a3 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-5.3995112586813e-53*fs + 8.07733462180098e-33) - 7.38518263359847e-29) - 3.16869634834009e-25) + 4.06520969182314e-20) + 6.41871906948282e-19) - 8.44304214580633e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(6.05176379878697e-53*fs - 2.36850329780596e-32) + 9.19251294827458e-29) + 3.44004522978315e-25) - 5.13933583523309e-20) - 2.00045987230279e-18) + 1.20809279488933e-16) + 1.68860842916127e-15;
a4 = Fuzz*pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(6.74938907335162e-53*pow(fs,2) + 1.84629565839962e-28) - 2.06930504056122e-22) + 1.6046797673707e-18) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(-7.56470474848371e-53*pow(fs,2) - 2.29812823706864e-28) + 2.28477112738803e-22) - 5.00114968075697e-18) + 2.11076053645158e-15;
a5 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-5.3995112586813e-53*fs - 8.07733462180098e-33) - 7.38518263359847e-29) + 3.16869634834009e-25) - 4.06520969182314e-20) + 6.41871906948282e-19) + 8.44304214580633e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(6.05176379878697e-53*fs + 2.36850329780596e-32) + 9.19251294827458e-29) - 3.44004522978315e-25) + 5.13933583523309e-20) - 2.00045987230279e-18) - 1.20809279488933e-16) + 1.68860842916127e-15;
a6 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.69975562934065e-53*fs + 8.07733462180098e-33) - 7.38518263359847e-29) - 1.05623211611336e-25) + 1.37953669370748e-22) - 1.35506989727438e-20) - 6.41871906948282e-19) + 8.44304214580633e-18) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-3.02588189939348e-53*fs - 2.36850329780596e-32) + 9.19251294827458e-29) + 1.14668174326105e-25) - 1.52318075159202e-22) + 1.7131119450777e-20) + 2.00045987230279e-18) - 1.20809279488933e-16) + 8.44304214580633e-16;
a7 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-7.71358751240185e-54*fs - 3.46171483791471e-33) + 7.38518263359847e-29) - 1.05623211611336e-25) + 1.35506989727438e-20) - 6.41871906948282e-19) + 3.618446633917e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(8.64537685540996e-54*fs + 1.01507284191684e-32) - 9.19251294827458e-29) + 1.14668174326105e-25) - 1.7131119450777e-20) + 2.00045987230279e-18) - 5.17754054952568e-17) + 2.41229775594467e-16;
a8 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(9.64198439050231e-55*fs + 5.76952472985784e-34) - 1.84629565839962e-29) + 5.28116058056682e-26) - 3.4488417342687e-23) + 6.7753494863719e-21) - 1.6046797673707e-19) + 6.03074438986166e-19) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-1.08067210692624e-54*fs - 1.6917880698614e-33) + 2.29812823706864e-29) - 5.73340871630524e-26) + 3.80795187898005e-23) - 8.56555972538848e-21) + 5.00114968075696e-19) - 8.62923424920947e-18) + 3.01537219493083e-17;
};
wah(x) = x : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
Wah1 = (x : an.amp_follower_ud(0.01,0.1) : min(0.9) : max(0.09) );
Wah2 = vslider("Wah[name:Wah]", 0.5, 0.02, 1, 0.01) : Inverted(1) : LogPot(1) : si.smooth(s);
sl = checkbox("mode[enum:manual|auto|alien]");
Wah3 = (os.oscs(freq) + 1) / 2 : min(0.9) : max(0.09) : Inverted(1) with {
freq = vslider("lfobpm[name:Alien Freq][tooltip:LFO in Beats per Minute]",24,24,360,1)/60;
};
Wah = select3(sl, Wah2, Wah1, Wah3);
b0 = Wah*(Wah*pow(fs,3)*(fs*(fs*(7.18082556296232e-31*fs + 1.2196809675607e-26) + 1.81635217972948e-23) + 9.8345184835125e-22) + pow(fs,2)*(fs*(fs*(fs*(-7.16633351212421e-31*fs - 1.22012125074374e-26) - 1.83126711766163e-23) - 1.21592229012527e-21) - 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-9.65744972703433e-31*fs - 3.08822188644282e-26) - 4.82624719521696e-23) - 2.88264605310366e-21) - 1.49007855810795e-20);
b1 = Wah*(Wah*pow(fs,4)*(fs*(-4.30849533777739e-30*fs - 4.87872387024281e-26) - 3.63270435945895e-23) + pow(fs,2)*(pow(fs,2)*(fs*(4.29980010727452e-30*fs + 4.88048500297496e-26) + 3.66253423532326e-23) - 2.5217032663318e-20)) + pow(fs,2)*(pow(fs,2)*(fs*(5.7944698362206e-30*fs + 1.23528875457713e-25) + 9.65249439043393e-23) - 2.98015711621591e-20);
b2 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.07712383444435e-29*fs + 6.09840483780351e-26) - 1.81635217972948e-23) - 2.95035554505375e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.07495002681863e-29*fs - 6.1006062537187e-26) + 1.83126711766163e-23) + 3.64776687037582e-21) + 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-1.44861745905515e-29*fs - 1.54411094322141e-25) + 4.82624719521696e-23) + 8.64793815931099e-21) + 1.49007855810795e-20);
b3 = Wah*(Wah*pow(fs,4)*(-1.43616511259246e-29*pow(fs,2) + 7.2654087189179e-23) + pow(fs,2)*(pow(fs,2)*(1.43326670242484e-29*pow(fs,2) - 7.32506847064652e-23) + 5.0434065326636e-20)) + pow(fs,2)*(pow(fs,2)*(1.93148994540687e-29*pow(fs,2) - 1.93049887808679e-22) + 5.96031423243182e-20);
b4 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.07712383444435e-29*fs - 6.09840483780351e-26) - 1.81635217972948e-23) + 2.95035554505375e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.07495002681863e-29*fs + 6.1006062537187e-26) + 1.83126711766163e-23) - 3.64776687037582e-21) + 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-1.44861745905515e-29*fs + 1.54411094322141e-25) + 4.82624719521696e-23) - 8.64793815931099e-21) + 1.49007855810795e-20);
b5 = Wah*(Wah*pow(fs,4)*(fs*(-4.30849533777739e-30*fs + 4.87872387024281e-26) - 3.63270435945895e-23) + pow(fs,2)*(pow(fs,2)*(fs*(4.29980010727452e-30*fs - 4.88048500297496e-26) + 3.66253423532326e-23) - 2.5217032663318e-20)) + pow(fs,2)*(pow(fs,2)*(fs*(5.7944698362206e-30*fs - 1.23528875457713e-25) + 9.65249439043393e-23) - 2.98015711621591e-20);
b6 = Wah*(Wah*pow(fs,3)*(fs*(fs*(7.18082556296232e-31*fs - 1.2196809675607e-26) + 1.81635217972948e-23) - 9.8345184835125e-22) + pow(fs,2)*(fs*(fs*(fs*(-7.16633351212421e-31*fs + 1.22012125074374e-26) - 1.83126711766163e-23) + 1.21592229012527e-21) - 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-9.65744972703433e-31*fs + 3.08822188644282e-26) - 4.82624719521696e-23) + 2.88264605310366e-21) - 1.49007855810795e-20);
a0 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-4.29845675581904e-29*fs - 3.19373566665743e-26) - 8.90038927961101e-23) - 4.87042253786579e-20) - 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(1.72206886126217e-28*fs + 1.1453389852842e-25) + 9.7683567600612e-23) + 5.2144154673581e-20) + 1.07969798611464e-18) + 5.31383441927866e-18)) + fs*(fs*(fs*(fs*(fs*(5.0345082751012e-30*fs + 1.05561747816346e-26) + 2.55142258602227e-22) + 1.48648313435063e-19) + 3.76182116601294e-18) + 3.09198451037471e-17) + 8.05126427163433e-17;
a1 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(fs*(2.57907405349142e-28*fs + 1.27749426666297e-25) + 1.7800778559222e-22) - 7.01426143344783e-19) + fs*(fs*(pow(fs,2)*(fs*(-1.0332413167573e-27*fs - 4.5813559411368e-25) - 1.95367135201224e-22) + 2.15939597222928e-18) + 2.12553376771146e-17)) + fs*(fs*(pow(fs,2)*(fs*(-3.02070496506072e-29*fs - 4.22246991265385e-26) - 5.10284517204454e-22) + 7.52364233202588e-18) + 1.23679380414989e-16) + 4.8307585629806e-16;
a2 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-6.44768513372856e-28*fs - 1.59686783332872e-25) + 8.90038927961101e-23) + 1.46112676135974e-19) + 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(2.58310329189325e-27*fs + 5.726694926421e-25) - 9.7683567600612e-23) - 1.56432464020743e-19) - 1.07969798611464e-18) + 2.65691720963933e-17)) + fs*(fs*(fs*(fs*(fs*(7.55176241265181e-29*fs + 5.27808739081731e-26) - 2.55142258602227e-22) - 4.4594494030519e-19) - 3.76182116601294e-18) + 1.54599225518736e-16) + 1.20768964074515e-15;
a3 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(8.59691351163808e-28*pow(fs,2) - 3.5601557118444e-22) + 1.40285228668957e-18) + pow(fs,2)*(pow(fs,2)*(-3.44413772252433e-27*pow(fs,2) + 3.90734270402448e-22) - 4.31879194445857e-18)) + pow(fs,2)*(pow(fs,2)*(-1.00690165502024e-28*pow(fs,2) + 1.02056903440891e-21) - 1.50472846640518e-17) + 1.61025285432687e-15;
a4 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-6.44768513372856e-28*fs + 1.59686783332872e-25) + 8.90038927961101e-23) - 1.46112676135974e-19) + 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(2.58310329189325e-27*fs - 5.726694926421e-25) - 9.7683567600612e-23) + 1.56432464020743e-19) - 1.07969798611464e-18) - 2.65691720963933e-17)) + fs*(fs*(fs*(fs*(fs*(7.55176241265181e-29*fs - 5.27808739081731e-26) - 2.55142258602227e-22) + 4.4594494030519e-19) - 3.76182116601294e-18) - 1.54599225518736e-16) + 1.20768964074515e-15;
a5 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(fs*(2.57907405349142e-28*fs - 1.27749426666297e-25) + 1.7800778559222e-22) - 7.01426143344783e-19) + fs*(fs*(pow(fs,2)*(fs*(-1.0332413167573e-27*fs + 4.5813559411368e-25) - 1.95367135201224e-22) + 2.15939597222928e-18) - 2.12553376771146e-17)) + fs*(fs*(pow(fs,2)*(fs*(-3.02070496506072e-29*fs + 4.22246991265385e-26) - 5.10284517204454e-22) + 7.52364233202588e-18) - 1.23679380414989e-16) + 4.8307585629806e-16;
a6 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-4.29845675581904e-29*fs + 3.19373566665743e-26) - 8.90038927961101e-23) + 4.87042253786579e-20) - 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(1.72206886126217e-28*fs - 1.1453389852842e-25) + 9.7683567600612e-23) - 5.2144154673581e-20) + 1.07969798611464e-18) - 5.31383441927866e-18)) + fs*(fs*(fs*(fs*(fs*(5.0345082751012e-30*fs - 1.05561747816346e-26) + 2.55142258602227e-22) - 1.48648313435063e-19) + 3.76182116601294e-18) - 3.09198451037471e-17) + 8.05126427163433e-17;
};
process = _<:*(dry),(*(wet) : fuzz : wah : clip ):>_;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/rolandwah.dsp | faust | generated automatically
DO NOT MODIFY!
gain = vslider("Gain[name:Gain][tooltip:Gain of the Fuzz Section (dB)]", -12, -40, 4, 0.1) : ba.db2linear : si.smooth(s);
clip(x) = 0.4 * (min(0.7514,max(-0.4514,x))); | declare id "rolandwah";
declare name "Roland Double Beat";
declare category "Guitar Effects";
declare shortname "Double Beat";
declare description "Roland Double Beat";
import("stdfaust.lib");
import("trany.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
wet = vslider("wet_dry[name:Dry/Wet][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
fuzz = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0,b8/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0,a8/a0)) with {
shape = (1.1 -Fuzz ) * 20.;
atan_v=1.0/atan(shape);
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Fuzz*pow(fs,4)*(fs*(fs*(8.60349117319693e-33*fs + 7.42470650533226e-26) + 3.80828462584721e-23) + 8.28085042193987e-22) + pow(fs,3)*(fs*(fs*(fs*(-2.62267793598193e-32*fs - 2.30252524666021e-25) - 1.21809214941527e-22) - 4.47006878788668e-21) - 4.14042521096994e-20);
b1 = Fuzz*pow(fs,5)*(fs*(-5.16209470391816e-32*fs - 2.9698826021329e-25) - 7.61656925169443e-23) + pow(fs,3)*(pow(fs,2)*(fs*(1.57360676158916e-31*fs + 9.21010098664083e-25) + 2.43618429883054e-22) - 8.28085042193987e-20);
b2 = Fuzz*pow(fs,4)*(fs*(fs*(1.20448876424757e-31*fs + 2.9698826021329e-25) - 7.61656925169443e-23) - 3.31234016877595e-21) + pow(fs,3)*(fs*(fs*(fs*(-3.6717491103747e-31*fs - 9.21010098664083e-25) + 2.43618429883054e-22) + 1.78802751515467e-20) + 8.28085042193987e-20);
b3 = Fuzz*pow(fs,5)*(fs*(-1.20448876424757e-31*fs + 2.9698826021329e-25) + 2.28497077550833e-22) + pow(fs,3)*(pow(fs,2)*(fs*(3.6717491103747e-31*fs - 9.21010098664083e-25) - 7.30855289649162e-22) + 2.48425512658196e-19);
b4 = Fuzz*pow(fs,4)*(-7.42470650533226e-25*pow(fs,2) + 4.96851025316392e-21) + pow(fs,4)*(2.30252524666021e-24*pow(fs,2) - 2.68204127273201e-20);
b5 = Fuzz*pow(fs,5)*(fs*(1.20448876424757e-31*fs + 2.9698826021329e-25) - 2.28497077550833e-22) + pow(fs,3)*(pow(fs,2)*(fs*(-3.6717491103747e-31*fs - 9.21010098664083e-25) + 7.30855289649162e-22) - 2.48425512658196e-19);
b6 = Fuzz*pow(fs,4)*(fs*(fs*(-1.20448876424757e-31*fs + 2.9698826021329e-25) + 7.61656925169443e-23) - 3.31234016877595e-21) + pow(fs,3)*(fs*(fs*(fs*(3.6717491103747e-31*fs - 9.21010098664083e-25) - 2.43618429883054e-22) + 1.78802751515467e-20) - 8.28085042193987e-20);
b7 = Fuzz*pow(fs,5)*(fs*(5.16209470391816e-32*fs - 2.9698826021329e-25) + 7.61656925169443e-23) + pow(fs,3)*(pow(fs,2)*(fs*(-1.57360676158916e-31*fs + 9.21010098664083e-25) - 2.43618429883054e-22) + 8.28085042193987e-20);
b8 = Fuzz*pow(fs,4)*(fs*(fs*(-8.60349117319693e-33*fs + 7.42470650533226e-26) - 3.80828462584721e-23) + 8.28085042193987e-22) + pow(fs,3)*(fs*(fs*(fs*(2.62267793598193e-32*fs - 2.30252524666021e-25) + 1.21809214941527e-22) - 4.47006878788668e-21) + 4.14042521096994e-20);
a0 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(9.64198439050231e-55*fs - 5.76952472985784e-34) - 1.84629565839962e-29) - 5.28116058056682e-26) - 3.4488417342687e-23) - 6.7753494863719e-21) - 1.6046797673707e-19) - 6.03074438986166e-19) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-1.08067210692624e-54*fs + 1.6917880698614e-33) + 2.29812823706864e-29) + 5.73340871630524e-26) + 3.80795187898005e-23) + 8.56555972538848e-21) + 5.00114968075696e-19) + 8.62923424920947e-18) + 3.01537219493083e-17;
a1 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-7.71358751240185e-54*fs + 3.46171483791471e-33) + 7.38518263359847e-29) + 1.05623211611336e-25) - 1.35506989727438e-20) - 6.41871906948282e-19) - 3.618446633917e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(8.64537685540996e-54*fs - 1.01507284191684e-32) - 9.19251294827458e-29) - 1.14668174326105e-25) + 1.7131119450777e-20) + 2.00045987230279e-18) + 5.17754054952568e-17) + 2.41229775594467e-16;
a2 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.69975562934065e-53*fs - 8.07733462180098e-33) - 7.38518263359847e-29) + 1.05623211611336e-25) + 1.37953669370748e-22) + 1.35506989727438e-20) - 6.41871906948282e-19) - 8.44304214580633e-18) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-3.02588189939348e-53*fs + 2.36850329780596e-32) + 9.19251294827458e-29) - 1.14668174326105e-25) - 1.52318075159202e-22) - 1.7131119450777e-20) + 2.00045987230279e-18) + 1.20809279488933e-16) + 8.44304214580633e-16;
a3 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-5.3995112586813e-53*fs + 8.07733462180098e-33) - 7.38518263359847e-29) - 3.16869634834009e-25) + 4.06520969182314e-20) + 6.41871906948282e-19) - 8.44304214580633e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(6.05176379878697e-53*fs - 2.36850329780596e-32) + 9.19251294827458e-29) + 3.44004522978315e-25) - 5.13933583523309e-20) - 2.00045987230279e-18) + 1.20809279488933e-16) + 1.68860842916127e-15;
a4 = Fuzz*pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(6.74938907335162e-53*pow(fs,2) + 1.84629565839962e-28) - 2.06930504056122e-22) + 1.6046797673707e-18) + pow(fs,2)*(pow(fs,2)*(pow(fs,2)*(-7.56470474848371e-53*pow(fs,2) - 2.29812823706864e-28) + 2.28477112738803e-22) - 5.00114968075697e-18) + 2.11076053645158e-15;
a5 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-5.3995112586813e-53*fs - 8.07733462180098e-33) - 7.38518263359847e-29) + 3.16869634834009e-25) - 4.06520969182314e-20) + 6.41871906948282e-19) + 8.44304214580633e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(6.05176379878697e-53*fs + 2.36850329780596e-32) + 9.19251294827458e-29) - 3.44004522978315e-25) + 5.13933583523309e-20) - 2.00045987230279e-18) - 1.20809279488933e-16) + 1.68860842916127e-15;
a6 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(2.69975562934065e-53*fs + 8.07733462180098e-33) - 7.38518263359847e-29) - 1.05623211611336e-25) + 1.37953669370748e-22) - 1.35506989727438e-20) - 6.41871906948282e-19) + 8.44304214580633e-18) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-3.02588189939348e-53*fs - 2.36850329780596e-32) + 9.19251294827458e-29) + 1.14668174326105e-25) - 1.52318075159202e-22) + 1.7131119450777e-20) + 2.00045987230279e-18) - 1.20809279488933e-16) + 8.44304214580633e-16;
a7 = Fuzz*fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(-7.71358751240185e-54*fs - 3.46171483791471e-33) + 7.38518263359847e-29) - 1.05623211611336e-25) + 1.35506989727438e-20) - 6.41871906948282e-19) + 3.618446633917e-18) + fs*(fs*(fs*(pow(fs,2)*(fs*(fs*(8.64537685540996e-54*fs + 1.01507284191684e-32) - 9.19251294827458e-29) + 1.14668174326105e-25) - 1.7131119450777e-20) + 2.00045987230279e-18) - 5.17754054952568e-17) + 2.41229775594467e-16;
a8 = Fuzz*fs*(fs*(fs*(fs*(fs*(fs*(fs*(9.64198439050231e-55*fs + 5.76952472985784e-34) - 1.84629565839962e-29) + 5.28116058056682e-26) - 3.4488417342687e-23) + 6.7753494863719e-21) - 1.6046797673707e-19) + 6.03074438986166e-19) + fs*(fs*(fs*(fs*(fs*(fs*(fs*(-1.08067210692624e-54*fs - 1.6917880698614e-33) + 2.29812823706864e-29) - 5.73340871630524e-26) + 3.80795187898005e-23) - 8.56555972538848e-21) + 5.00114968075696e-19) - 8.62923424920947e-18) + 3.01537219493083e-17;
};
wah(x) = x : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
Wah1 = (x : an.amp_follower_ud(0.01,0.1) : min(0.9) : max(0.09) );
Wah2 = vslider("Wah[name:Wah]", 0.5, 0.02, 1, 0.01) : Inverted(1) : LogPot(1) : si.smooth(s);
sl = checkbox("mode[enum:manual|auto|alien]");
Wah3 = (os.oscs(freq) + 1) / 2 : min(0.9) : max(0.09) : Inverted(1) with {
freq = vslider("lfobpm[name:Alien Freq][tooltip:LFO in Beats per Minute]",24,24,360,1)/60;
};
Wah = select3(sl, Wah2, Wah1, Wah3);
b0 = Wah*(Wah*pow(fs,3)*(fs*(fs*(7.18082556296232e-31*fs + 1.2196809675607e-26) + 1.81635217972948e-23) + 9.8345184835125e-22) + pow(fs,2)*(fs*(fs*(fs*(-7.16633351212421e-31*fs - 1.22012125074374e-26) - 1.83126711766163e-23) - 1.21592229012527e-21) - 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-9.65744972703433e-31*fs - 3.08822188644282e-26) - 4.82624719521696e-23) - 2.88264605310366e-21) - 1.49007855810795e-20);
b1 = Wah*(Wah*pow(fs,4)*(fs*(-4.30849533777739e-30*fs - 4.87872387024281e-26) - 3.63270435945895e-23) + pow(fs,2)*(pow(fs,2)*(fs*(4.29980010727452e-30*fs + 4.88048500297496e-26) + 3.66253423532326e-23) - 2.5217032663318e-20)) + pow(fs,2)*(pow(fs,2)*(fs*(5.7944698362206e-30*fs + 1.23528875457713e-25) + 9.65249439043393e-23) - 2.98015711621591e-20);
b2 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.07712383444435e-29*fs + 6.09840483780351e-26) - 1.81635217972948e-23) - 2.95035554505375e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.07495002681863e-29*fs - 6.1006062537187e-26) + 1.83126711766163e-23) + 3.64776687037582e-21) + 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-1.44861745905515e-29*fs - 1.54411094322141e-25) + 4.82624719521696e-23) + 8.64793815931099e-21) + 1.49007855810795e-20);
b3 = Wah*(Wah*pow(fs,4)*(-1.43616511259246e-29*pow(fs,2) + 7.2654087189179e-23) + pow(fs,2)*(pow(fs,2)*(1.43326670242484e-29*pow(fs,2) - 7.32506847064652e-23) + 5.0434065326636e-20)) + pow(fs,2)*(pow(fs,2)*(1.93148994540687e-29*pow(fs,2) - 1.93049887808679e-22) + 5.96031423243182e-20);
b4 = Wah*(Wah*pow(fs,3)*(fs*(fs*(1.07712383444435e-29*fs - 6.09840483780351e-26) - 1.81635217972948e-23) + 2.95035554505375e-21) + pow(fs,2)*(fs*(fs*(fs*(-1.07495002681863e-29*fs + 6.1006062537187e-26) + 1.83126711766163e-23) - 3.64776687037582e-21) + 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-1.44861745905515e-29*fs + 1.54411094322141e-25) + 4.82624719521696e-23) - 8.64793815931099e-21) + 1.49007855810795e-20);
b5 = Wah*(Wah*pow(fs,4)*(fs*(-4.30849533777739e-30*fs + 4.87872387024281e-26) - 3.63270435945895e-23) + pow(fs,2)*(pow(fs,2)*(fs*(4.29980010727452e-30*fs - 4.88048500297496e-26) + 3.66253423532326e-23) - 2.5217032663318e-20)) + pow(fs,2)*(pow(fs,2)*(fs*(5.7944698362206e-30*fs - 1.23528875457713e-25) + 9.65249439043393e-23) - 2.98015711621591e-20);
b6 = Wah*(Wah*pow(fs,3)*(fs*(fs*(7.18082556296232e-31*fs - 1.2196809675607e-26) + 1.81635217972948e-23) - 9.8345184835125e-22) + pow(fs,2)*(fs*(fs*(fs*(-7.16633351212421e-31*fs + 1.22012125074374e-26) - 1.83126711766163e-23) + 1.21592229012527e-21) - 1.2608516331659e-20)) + pow(fs,2)*(fs*(fs*(fs*(-9.65744972703433e-31*fs + 3.08822188644282e-26) - 4.82624719521696e-23) + 2.88264605310366e-21) - 1.49007855810795e-20);
a0 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-4.29845675581904e-29*fs - 3.19373566665743e-26) - 8.90038927961101e-23) - 4.87042253786579e-20) - 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(1.72206886126217e-28*fs + 1.1453389852842e-25) + 9.7683567600612e-23) + 5.2144154673581e-20) + 1.07969798611464e-18) + 5.31383441927866e-18)) + fs*(fs*(fs*(fs*(fs*(5.0345082751012e-30*fs + 1.05561747816346e-26) + 2.55142258602227e-22) + 1.48648313435063e-19) + 3.76182116601294e-18) + 3.09198451037471e-17) + 8.05126427163433e-17;
a1 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(fs*(2.57907405349142e-28*fs + 1.27749426666297e-25) + 1.7800778559222e-22) - 7.01426143344783e-19) + fs*(fs*(pow(fs,2)*(fs*(-1.0332413167573e-27*fs - 4.5813559411368e-25) - 1.95367135201224e-22) + 2.15939597222928e-18) + 2.12553376771146e-17)) + fs*(fs*(pow(fs,2)*(fs*(-3.02070496506072e-29*fs - 4.22246991265385e-26) - 5.10284517204454e-22) + 7.52364233202588e-18) + 1.23679380414989e-16) + 4.8307585629806e-16;
a2 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-6.44768513372856e-28*fs - 1.59686783332872e-25) + 8.90038927961101e-23) + 1.46112676135974e-19) + 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(2.58310329189325e-27*fs + 5.726694926421e-25) - 9.7683567600612e-23) - 1.56432464020743e-19) - 1.07969798611464e-18) + 2.65691720963933e-17)) + fs*(fs*(fs*(fs*(fs*(7.55176241265181e-29*fs + 5.27808739081731e-26) - 2.55142258602227e-22) - 4.4594494030519e-19) - 3.76182116601294e-18) + 1.54599225518736e-16) + 1.20768964074515e-15;
a3 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(8.59691351163808e-28*pow(fs,2) - 3.5601557118444e-22) + 1.40285228668957e-18) + pow(fs,2)*(pow(fs,2)*(-3.44413772252433e-27*pow(fs,2) + 3.90734270402448e-22) - 4.31879194445857e-18)) + pow(fs,2)*(pow(fs,2)*(-1.00690165502024e-28*pow(fs,2) + 1.02056903440891e-21) - 1.50472846640518e-17) + 1.61025285432687e-15;
a4 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-6.44768513372856e-28*fs + 1.59686783332872e-25) + 8.90038927961101e-23) - 1.46112676135974e-19) + 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(2.58310329189325e-27*fs - 5.726694926421e-25) - 9.7683567600612e-23) + 1.56432464020743e-19) - 1.07969798611464e-18) - 2.65691720963933e-17)) + fs*(fs*(fs*(fs*(fs*(7.55176241265181e-29*fs - 5.27808739081731e-26) - 2.55142258602227e-22) + 4.4594494030519e-19) - 3.76182116601294e-18) - 1.54599225518736e-16) + 1.20768964074515e-15;
a5 = Wah*(Wah*pow(fs,2)*(pow(fs,2)*(fs*(2.57907405349142e-28*fs - 1.27749426666297e-25) + 1.7800778559222e-22) - 7.01426143344783e-19) + fs*(fs*(pow(fs,2)*(fs*(-1.0332413167573e-27*fs + 4.5813559411368e-25) - 1.95367135201224e-22) + 2.15939597222928e-18) - 2.12553376771146e-17)) + fs*(fs*(pow(fs,2)*(fs*(-3.02070496506072e-29*fs + 4.22246991265385e-26) - 5.10284517204454e-22) + 7.52364233202588e-18) - 1.23679380414989e-16) + 4.8307585629806e-16;
a6 = Wah*(Wah*pow(fs,2)*(fs*(fs*(fs*(-4.29845675581904e-29*fs + 3.19373566665743e-26) - 8.90038927961101e-23) + 4.87042253786579e-20) - 3.50713071672392e-19) + fs*(fs*(fs*(fs*(fs*(1.72206886126217e-28*fs - 1.1453389852842e-25) + 9.7683567600612e-23) - 5.2144154673581e-20) + 1.07969798611464e-18) - 5.31383441927866e-18)) + fs*(fs*(fs*(fs*(fs*(5.0345082751012e-30*fs - 1.05561747816346e-26) + 2.55142258602227e-22) - 1.48648313435063e-19) + 3.76182116601294e-18) - 3.09198451037471e-17) + 8.05126427163433e-17;
};
process = _<:*(dry),(*(wet) : fuzz : wah : clip ):>_;
|
bf7fe1d8976ef01229e25d8d454046179baf70d88051f1095313d693583a1333 | brummer10/guitarix | cstb.dsp | // generated automatically
// DO NOT MODIFY!
declare id "cstbt1";
declare name "Colorsound Tone Blender";
declare category "Fuzz";
declare shortname "CS Tone";
declare description "Colorsound Tone Blender";
declare insert_p "tranyclipper";
declare drywetbox "true";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
//clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ;
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Tone = vslider("Tone[name:Tone]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Attack = vslider("Attack[name:Attack]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Attack*(Attack*(Level*pow(fs,4)*(9.05450478550043e-24*fs + 1.42343600786794e-21) + pow(fs,4)*(9.05450478550042e-27*fs + 1.42343600786794e-24)) + Level*pow(fs,4)*(-9.09472774076109e-22*fs - 1.42975935787076e-19) + pow(fs,4)*(-9.09472774076109e-25*fs - 1.42975935787076e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(-7.65662400320161e-24*fs + 3.10739610519547e-20) + pow(fs,4)*(-7.65662400320161e-27*fs + 3.10739610519547e-23)) + Level*pow(fs,4)*(7.69063713280111e-22*fs - 3.12120013506539e-18) + pow(fs,4)*(7.69063713280111e-25*fs - 3.1212001350654e-21)) + Level*pow(fs,3)*(8.18152886468203e-20*fs - 3.32042567560148e-16) + pow(fs,3)*(8.18152886468203e-23*fs - 3.32042567560148e-19)) + Level*pow(fs,3)*(-9.67524227740542e-20*fs - 1.52102059347953e-17) + pow(fs,3)*(-9.67524227740541e-23*fs - 1.52102059347953e-20);
b1 = Attack*(Attack*(Level*pow(fs,4)*(-4.52725239275021e-23*fs - 4.27030802360382e-21) + pow(fs,4)*(-4.52725239275021e-26*fs - 4.27030802360382e-24)) + Level*pow(fs,4)*(4.54736387038055e-21*fs + 4.28927807361227e-19) + pow(fs,4)*(4.54736387038055e-24*fs + 4.28927807361227e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(3.82831200160081e-23*fs - 9.3221883155864e-20) + pow(fs,4)*(3.82831200160081e-26*fs - 9.3221883155864e-23)) + Level*pow(fs,4)*(-3.84531856640056e-21*fs + 9.36360040519619e-18) + pow(fs,4)*(-3.84531856640056e-24*fs + 9.36360040519619e-21)) + Level*pow(fs,3)*(-2.45445865940461e-19*fs + 3.32042567560148e-16) + pow(fs,3)*(-2.45445865940461e-22*fs + 3.32042567560148e-19)) + Level*pow(fs,3)*(2.90257268322162e-19*fs + 1.52102059347953e-17) + pow(fs,3)*(2.90257268322162e-22*fs + 1.52102059347953e-20);
b2 = Attack*(Attack*(Level*pow(fs,4)*(9.05450478550042e-23*fs + 2.84687201573588e-21) + pow(fs,4)*(9.05450478550042e-26*fs + 2.84687201573588e-24)) + Level*pow(fs,4)*(-9.09472774076109e-21*fs - 2.85951871574151e-19) + pow(fs,4)*(-9.09472774076109e-24*fs - 2.85951871574151e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(-7.65662400320161e-23*fs + 6.21479221039094e-20) + pow(fs,4)*(-7.65662400320161e-26*fs + 6.21479221039094e-23)) + Level*pow(fs,4)*(7.69063713280111e-21*fs - 6.24240027013079e-18) + pow(fs,4)*(7.69063713280111e-24*fs - 6.24240027013079e-21)) + Level*pow(fs,3)*(1.63630577293641e-19*fs + 6.64085135120297e-16) + pow(fs,3)*(1.63630577293641e-22*fs + 6.64085135120297e-19)) + Level*pow(fs,3)*(-1.93504845548108e-19*fs + 3.04204118695905e-17) + pow(fs,3)*(-1.93504845548108e-22*fs + 3.04204118695905e-20);
b3 = Attack*(Attack*(Level*pow(fs,4)*(-9.05450478550042e-23*fs + 2.84687201573588e-21) + pow(fs,4)*(-9.05450478550042e-26*fs + 2.84687201573588e-24)) + Level*pow(fs,4)*(9.09472774076109e-21*fs - 2.85951871574151e-19) + pow(fs,4)*(9.09472774076109e-24*fs - 2.85951871574151e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(7.65662400320161e-23*fs + 6.21479221039094e-20) + pow(fs,4)*(7.65662400320161e-26*fs + 6.21479221039094e-23)) + Level*pow(fs,4)*(-7.69063713280111e-21*fs - 6.24240027013079e-18) + pow(fs,4)*(-7.69063713280111e-24*fs - 6.24240027013079e-21)) + Level*pow(fs,3)*(1.63630577293641e-19*fs - 6.64085135120297e-16) + pow(fs,3)*(1.63630577293641e-22*fs - 6.64085135120297e-19)) + Level*pow(fs,3)*(-1.93504845548108e-19*fs - 3.04204118695905e-17) + pow(fs,3)*(-1.93504845548108e-22*fs - 3.04204118695905e-20);
b4 = Attack*(Attack*(Level*pow(fs,4)*(4.52725239275021e-23*fs - 4.27030802360382e-21) + pow(fs,4)*(4.52725239275021e-26*fs - 4.27030802360382e-24)) + Level*pow(fs,4)*(-4.54736387038055e-21*fs + 4.28927807361227e-19) + pow(fs,4)*(-4.54736387038055e-24*fs + 4.28927807361227e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(-3.82831200160081e-23*fs - 9.3221883155864e-20) + pow(fs,4)*(-3.82831200160081e-26*fs - 9.3221883155864e-23)) + Level*pow(fs,4)*(3.84531856640056e-21*fs + 9.36360040519619e-18) + pow(fs,4)*(3.84531856640056e-24*fs + 9.36360040519619e-21)) + Level*pow(fs,3)*(-2.45445865940461e-19*fs - 3.32042567560148e-16) + pow(fs,3)*(-2.45445865940461e-22*fs - 3.32042567560148e-19)) + Level*pow(fs,3)*(2.90257268322162e-19*fs - 1.52102059347953e-17) + pow(fs,3)*(2.90257268322162e-22*fs - 1.52102059347953e-20);
b5 = Attack*(Attack*(Level*pow(fs,4)*(-9.05450478550043e-24*fs + 1.42343600786794e-21) + pow(fs,4)*(-9.05450478550042e-27*fs + 1.42343600786794e-24)) + Level*pow(fs,4)*(9.09472774076109e-22*fs - 1.42975935787076e-19) + pow(fs,4)*(9.09472774076109e-25*fs - 1.42975935787076e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(7.65662400320161e-24*fs + 3.10739610519547e-20) + pow(fs,4)*(7.65662400320161e-27*fs + 3.10739610519547e-23)) + Level*pow(fs,4)*(-7.69063713280111e-22*fs - 3.12120013506539e-18) + pow(fs,4)*(-7.69063713280111e-25*fs - 3.1212001350654e-21)) + Level*pow(fs,3)*(8.18152886468203e-20*fs + 3.32042567560148e-16) + pow(fs,3)*(8.18152886468203e-23*fs + 3.32042567560148e-19)) + Level*pow(fs,3)*(-9.67524227740542e-20*fs + 1.52102059347953e-17) + pow(fs,3)*(-9.67524227740541e-23*fs + 1.52102059347953e-20);
a0 = Attack*(Attack*fs*(fs*(fs*(fs*(-7.2677502129384e-24*fs - 1.11622970892275e-19) - 5.44781387848185e-17) - 1.11859678983445e-15) - 2.16342879110166e-15) + fs*(fs*(fs*(fs*(7.40213650437857e-24*fs + 1.13632945852435e-19) + 5.46818779890163e-17) + 1.12211896081664e-15) + 2.17010750008645e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(-1.70008798003816e-23*fs - 2.35724702889288e-19) - 1.14989728218871e-16) - 2.52121869652107e-15) - 4.91241778179305e-15) + fs*(fs*(fs*(fs*(1.73152391441475e-23*fs + 2.39957070065024e-19) + 1.15424860004575e-16) + 2.52915851496938e-15) + 4.92758287939703e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(1.72098866161537e-23*fs + 2.43964228204556e-19) + 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(-1.75281106567011e-23*fs - 2.48347397038037e-19) - 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(-1.86469262305331e-21*fs - 2.64199358551104e-17) - 1.21896224477789e-14) - 2.62105472308353e-14)) + fs*(fs*(fs*(1.8420467174625e-21*fs + 2.55273478792579e-17) + 1.22792404260186e-14) + 2.69059416486104e-13) + 5.24210944616705e-13) + fs*(fs*(fs*(7.8746133025304e-22*fs + 1.20886112608973e-17) + 5.81722106266131e-15) + 1.19374357533685e-13) + 2.30862500009197e-13;
a1 = Attack*(Attack*fs*(fs*(fs*(fs*(3.6338751064692e-23*fs + 3.34868912676825e-19) + 5.44781387848185e-17) - 1.11859678983445e-15) - 6.49028637330497e-15) + fs*(fs*(fs*(fs*(-3.70106825218929e-23*fs - 3.40898837557304e-19) - 5.46818779890163e-17) + 1.12211896081664e-15) + 6.51032250025936e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(8.50043990019081e-23*fs + 7.07174108667865e-19) + 1.14989728218871e-16) - 2.52121869652107e-15) - 1.47372533453791e-14) + fs*(fs*(fs*(fs*(-8.65761957207373e-23*fs - 7.19871210195072e-19) - 1.15424860004575e-16) + 2.52915851496938e-15) + 1.47827486381911e-14)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(-8.60494330807685e-23*fs - 7.31892684613668e-19) - 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(8.76405532835057e-23*fs + 7.45042191114112e-19) + 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(5.59407786915994e-21*fs + 2.64199358551104e-17) - 1.21896224477789e-14) - 7.86316416925058e-14)) + fs*(fs*(fs*(-5.52614015238749e-21*fs - 2.55273478792579e-17) + 1.22792404260186e-14) + 8.07178249458312e-13) + 2.62105472308353e-12) + fs*(fs*(fs*(-2.36238399075912e-21*fs - 1.20886112608973e-17) + 5.81722106266131e-15) + 3.58123072601056e-13) + 1.15431250004598e-12;
a2 = Attack*(Attack*fs*(fs*(fs*(fs*(-7.2677502129384e-23*fs - 2.2324594178455e-19) + 1.08956277569637e-16) + 2.2371935796689e-15) - 4.32685758220331e-15) + fs*(fs*(fs*(fs*(7.40213650437857e-23*fs + 2.27265891704869e-19) - 1.09363755978033e-16) - 2.24423792163328e-15) + 4.3402150001729e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(-1.70008798003816e-22*fs - 4.71449405778577e-19) + 2.29979456437742e-16) + 5.04243739304215e-15) - 9.82483556358609e-15) + fs*(fs*(fs*(fs*(1.73152391441475e-22*fs + 4.79914140130048e-19) - 2.3084972000915e-16) - 5.05831702993876e-15) + 9.85516575879406e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(1.72098866161537e-22*fs + 4.87928456409112e-19) - 2.28444015943865e-16) - 4.91241778179304e-16) + pow(fs,2)*(fs*(fs*(-1.75281106567011e-22*fs - 4.96694794076075e-19) + 2.29164902018244e-16) + 4.92758287939703e-16)) + fs*(fs*(fs*(-3.72938524610662e-21*fs + 5.28398717102207e-17) + 2.43792448955579e-14) - 5.24210944616705e-14)) + fs*(fs*(fs*(3.68409343492499e-21*fs - 5.10546957585158e-17) - 2.45584808520372e-14) + 5.38118832972208e-13) + 5.24210944616705e-12) + fs*(fs*(fs*(1.57492266050608e-21*fs - 2.41772225217946e-17) - 1.16344421253226e-14) + 2.3874871506737e-13) + 2.30862500009197e-12;
a3 = Attack*(Attack*fs*(fs*(fs*(fs*(7.2677502129384e-23*fs - 2.2324594178455e-19) - 1.08956277569637e-16) + 2.2371935796689e-15) + 4.32685758220331e-15) + fs*(fs*(fs*(fs*(-7.40213650437857e-23*fs + 2.27265891704869e-19) + 1.09363755978033e-16) - 2.24423792163328e-15) - 4.3402150001729e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(1.70008798003816e-22*fs - 4.71449405778577e-19) - 2.29979456437742e-16) + 5.04243739304215e-15) + 9.82483556358609e-15) + fs*(fs*(fs*(fs*(-1.73152391441475e-22*fs + 4.79914140130048e-19) + 2.3084972000915e-16) - 5.05831702993876e-15) - 9.85516575879406e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(-1.72098866161537e-22*fs + 4.87928456409112e-19) + 2.28444015943865e-16) - 4.91241778179304e-16) + pow(fs,2)*(fs*(fs*(1.75281106567011e-22*fs - 4.96694794076075e-19) - 2.29164902018244e-16) + 4.92758287939703e-16)) + fs*(fs*(fs*(-3.72938524610662e-21*fs - 5.28398717102207e-17) + 2.43792448955579e-14) + 5.24210944616705e-14)) + fs*(fs*(fs*(3.68409343492499e-21*fs + 5.10546957585158e-17) - 2.45584808520372e-14) - 5.38118832972208e-13) + 5.24210944616705e-12) + fs*(fs*(fs*(1.57492266050608e-21*fs + 2.41772225217946e-17) - 1.16344421253226e-14) - 2.3874871506737e-13) + 2.30862500009197e-12;
a4 = Attack*(Attack*fs*(fs*(fs*(fs*(-3.6338751064692e-23*fs + 3.34868912676825e-19) - 5.44781387848185e-17) - 1.11859678983445e-15) + 6.49028637330497e-15) + fs*(fs*(fs*(fs*(3.70106825218929e-23*fs - 3.40898837557304e-19) + 5.46818779890163e-17) + 1.12211896081664e-15) - 6.51032250025936e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(-8.50043990019081e-23*fs + 7.07174108667865e-19) - 1.14989728218871e-16) - 2.52121869652107e-15) + 1.47372533453791e-14) + fs*(fs*(fs*(fs*(8.65761957207373e-23*fs - 7.19871210195072e-19) + 1.15424860004575e-16) + 2.52915851496938e-15) - 1.47827486381911e-14)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(8.60494330807685e-23*fs - 7.31892684613668e-19) + 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(-8.76405532835057e-23*fs + 7.45042191114112e-19) - 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(5.59407786915994e-21*fs - 2.64199358551104e-17) - 1.21896224477789e-14) + 7.86316416925058e-14)) + fs*(fs*(fs*(-5.52614015238749e-21*fs + 2.55273478792579e-17) + 1.22792404260186e-14) - 8.07178249458312e-13) + 2.62105472308353e-12) + fs*(fs*(fs*(-2.36238399075912e-21*fs + 1.20886112608973e-17) + 5.81722106266131e-15) - 3.58123072601056e-13) + 1.15431250004598e-12;
a5 = Attack*(Attack*fs*(fs*(fs*(fs*(7.2677502129384e-24*fs - 1.11622970892275e-19) + 5.44781387848185e-17) - 1.11859678983445e-15) + 2.16342879110166e-15) + fs*(fs*(fs*(fs*(-7.40213650437857e-24*fs + 1.13632945852435e-19) - 5.46818779890163e-17) + 1.12211896081664e-15) - 2.17010750008645e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(1.70008798003816e-23*fs - 2.35724702889288e-19) + 1.14989728218871e-16) - 2.52121869652107e-15) + 4.91241778179305e-15) + fs*(fs*(fs*(fs*(-1.73152391441475e-23*fs + 2.39957070065024e-19) - 1.15424860004575e-16) + 2.52915851496938e-15) - 4.92758287939703e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(-1.72098866161537e-23*fs + 2.43964228204556e-19) - 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(1.75281106567011e-23*fs - 2.48347397038037e-19) + 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(-1.86469262305331e-21*fs + 2.64199358551104e-17) - 1.21896224477789e-14) + 2.62105472308353e-14)) + fs*(fs*(fs*(1.8420467174625e-21*fs - 2.55273478792579e-17) + 1.22792404260186e-14) - 2.69059416486104e-13) + 5.24210944616705e-13) + fs*(fs*(fs*(7.8746133025304e-22*fs - 1.20886112608973e-17) + 5.81722106266131e-15) - 1.19374357533685e-13) + 2.30862500009197e-13;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/cstb.dsp | faust | generated automatically
DO NOT MODIFY!
clip = tranystage(TB_KT88_68k,86.0,2700.0,5.562895) : tranystage(TB_KT88_68k,86.0,2700.0,5.562895) ; | declare id "cstbt1";
declare name "Colorsound Tone Blender";
declare category "Fuzz";
declare shortname "CS Tone";
declare description "Colorsound Tone Blender";
declare insert_p "tranyclipper";
declare drywetbox "true";
import("stdfaust.lib");
import("trany.lib");
process = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Tone = vslider("Tone[name:Tone]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Attack = vslider("Attack[name:Attack]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Attack*(Attack*(Level*pow(fs,4)*(9.05450478550043e-24*fs + 1.42343600786794e-21) + pow(fs,4)*(9.05450478550042e-27*fs + 1.42343600786794e-24)) + Level*pow(fs,4)*(-9.09472774076109e-22*fs - 1.42975935787076e-19) + pow(fs,4)*(-9.09472774076109e-25*fs - 1.42975935787076e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(-7.65662400320161e-24*fs + 3.10739610519547e-20) + pow(fs,4)*(-7.65662400320161e-27*fs + 3.10739610519547e-23)) + Level*pow(fs,4)*(7.69063713280111e-22*fs - 3.12120013506539e-18) + pow(fs,4)*(7.69063713280111e-25*fs - 3.1212001350654e-21)) + Level*pow(fs,3)*(8.18152886468203e-20*fs - 3.32042567560148e-16) + pow(fs,3)*(8.18152886468203e-23*fs - 3.32042567560148e-19)) + Level*pow(fs,3)*(-9.67524227740542e-20*fs - 1.52102059347953e-17) + pow(fs,3)*(-9.67524227740541e-23*fs - 1.52102059347953e-20);
b1 = Attack*(Attack*(Level*pow(fs,4)*(-4.52725239275021e-23*fs - 4.27030802360382e-21) + pow(fs,4)*(-4.52725239275021e-26*fs - 4.27030802360382e-24)) + Level*pow(fs,4)*(4.54736387038055e-21*fs + 4.28927807361227e-19) + pow(fs,4)*(4.54736387038055e-24*fs + 4.28927807361227e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(3.82831200160081e-23*fs - 9.3221883155864e-20) + pow(fs,4)*(3.82831200160081e-26*fs - 9.3221883155864e-23)) + Level*pow(fs,4)*(-3.84531856640056e-21*fs + 9.36360040519619e-18) + pow(fs,4)*(-3.84531856640056e-24*fs + 9.36360040519619e-21)) + Level*pow(fs,3)*(-2.45445865940461e-19*fs + 3.32042567560148e-16) + pow(fs,3)*(-2.45445865940461e-22*fs + 3.32042567560148e-19)) + Level*pow(fs,3)*(2.90257268322162e-19*fs + 1.52102059347953e-17) + pow(fs,3)*(2.90257268322162e-22*fs + 1.52102059347953e-20);
b2 = Attack*(Attack*(Level*pow(fs,4)*(9.05450478550042e-23*fs + 2.84687201573588e-21) + pow(fs,4)*(9.05450478550042e-26*fs + 2.84687201573588e-24)) + Level*pow(fs,4)*(-9.09472774076109e-21*fs - 2.85951871574151e-19) + pow(fs,4)*(-9.09472774076109e-24*fs - 2.85951871574151e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(-7.65662400320161e-23*fs + 6.21479221039094e-20) + pow(fs,4)*(-7.65662400320161e-26*fs + 6.21479221039094e-23)) + Level*pow(fs,4)*(7.69063713280111e-21*fs - 6.24240027013079e-18) + pow(fs,4)*(7.69063713280111e-24*fs - 6.24240027013079e-21)) + Level*pow(fs,3)*(1.63630577293641e-19*fs + 6.64085135120297e-16) + pow(fs,3)*(1.63630577293641e-22*fs + 6.64085135120297e-19)) + Level*pow(fs,3)*(-1.93504845548108e-19*fs + 3.04204118695905e-17) + pow(fs,3)*(-1.93504845548108e-22*fs + 3.04204118695905e-20);
b3 = Attack*(Attack*(Level*pow(fs,4)*(-9.05450478550042e-23*fs + 2.84687201573588e-21) + pow(fs,4)*(-9.05450478550042e-26*fs + 2.84687201573588e-24)) + Level*pow(fs,4)*(9.09472774076109e-21*fs - 2.85951871574151e-19) + pow(fs,4)*(9.09472774076109e-24*fs - 2.85951871574151e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(7.65662400320161e-23*fs + 6.21479221039094e-20) + pow(fs,4)*(7.65662400320161e-26*fs + 6.21479221039094e-23)) + Level*pow(fs,4)*(-7.69063713280111e-21*fs - 6.24240027013079e-18) + pow(fs,4)*(-7.69063713280111e-24*fs - 6.24240027013079e-21)) + Level*pow(fs,3)*(1.63630577293641e-19*fs - 6.64085135120297e-16) + pow(fs,3)*(1.63630577293641e-22*fs - 6.64085135120297e-19)) + Level*pow(fs,3)*(-1.93504845548108e-19*fs - 3.04204118695905e-17) + pow(fs,3)*(-1.93504845548108e-22*fs - 3.04204118695905e-20);
b4 = Attack*(Attack*(Level*pow(fs,4)*(4.52725239275021e-23*fs - 4.27030802360382e-21) + pow(fs,4)*(4.52725239275021e-26*fs - 4.27030802360382e-24)) + Level*pow(fs,4)*(-4.54736387038055e-21*fs + 4.28927807361227e-19) + pow(fs,4)*(-4.54736387038055e-24*fs + 4.28927807361227e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(-3.82831200160081e-23*fs - 9.3221883155864e-20) + pow(fs,4)*(-3.82831200160081e-26*fs - 9.3221883155864e-23)) + Level*pow(fs,4)*(3.84531856640056e-21*fs + 9.36360040519619e-18) + pow(fs,4)*(3.84531856640056e-24*fs + 9.36360040519619e-21)) + Level*pow(fs,3)*(-2.45445865940461e-19*fs - 3.32042567560148e-16) + pow(fs,3)*(-2.45445865940461e-22*fs - 3.32042567560148e-19)) + Level*pow(fs,3)*(2.90257268322162e-19*fs - 1.52102059347953e-17) + pow(fs,3)*(2.90257268322162e-22*fs - 1.52102059347953e-20);
b5 = Attack*(Attack*(Level*pow(fs,4)*(-9.05450478550043e-24*fs + 1.42343600786794e-21) + pow(fs,4)*(-9.05450478550042e-27*fs + 1.42343600786794e-24)) + Level*pow(fs,4)*(9.09472774076109e-22*fs - 1.42975935787076e-19) + pow(fs,4)*(9.09472774076109e-25*fs - 1.42975935787076e-22)) + Tone*(Attack*(Attack*(Level*pow(fs,4)*(7.65662400320161e-24*fs + 3.10739610519547e-20) + pow(fs,4)*(7.65662400320161e-27*fs + 3.10739610519547e-23)) + Level*pow(fs,4)*(-7.69063713280111e-22*fs - 3.12120013506539e-18) + pow(fs,4)*(-7.69063713280111e-25*fs - 3.1212001350654e-21)) + Level*pow(fs,3)*(8.18152886468203e-20*fs + 3.32042567560148e-16) + pow(fs,3)*(8.18152886468203e-23*fs + 3.32042567560148e-19)) + Level*pow(fs,3)*(-9.67524227740542e-20*fs + 1.52102059347953e-17) + pow(fs,3)*(-9.67524227740541e-23*fs + 1.52102059347953e-20);
a0 = Attack*(Attack*fs*(fs*(fs*(fs*(-7.2677502129384e-24*fs - 1.11622970892275e-19) - 5.44781387848185e-17) - 1.11859678983445e-15) - 2.16342879110166e-15) + fs*(fs*(fs*(fs*(7.40213650437857e-24*fs + 1.13632945852435e-19) + 5.46818779890163e-17) + 1.12211896081664e-15) + 2.17010750008645e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(-1.70008798003816e-23*fs - 2.35724702889288e-19) - 1.14989728218871e-16) - 2.52121869652107e-15) - 4.91241778179305e-15) + fs*(fs*(fs*(fs*(1.73152391441475e-23*fs + 2.39957070065024e-19) + 1.15424860004575e-16) + 2.52915851496938e-15) + 4.92758287939703e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(1.72098866161537e-23*fs + 2.43964228204556e-19) + 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(-1.75281106567011e-23*fs - 2.48347397038037e-19) - 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(-1.86469262305331e-21*fs - 2.64199358551104e-17) - 1.21896224477789e-14) - 2.62105472308353e-14)) + fs*(fs*(fs*(1.8420467174625e-21*fs + 2.55273478792579e-17) + 1.22792404260186e-14) + 2.69059416486104e-13) + 5.24210944616705e-13) + fs*(fs*(fs*(7.8746133025304e-22*fs + 1.20886112608973e-17) + 5.81722106266131e-15) + 1.19374357533685e-13) + 2.30862500009197e-13;
a1 = Attack*(Attack*fs*(fs*(fs*(fs*(3.6338751064692e-23*fs + 3.34868912676825e-19) + 5.44781387848185e-17) - 1.11859678983445e-15) - 6.49028637330497e-15) + fs*(fs*(fs*(fs*(-3.70106825218929e-23*fs - 3.40898837557304e-19) - 5.46818779890163e-17) + 1.12211896081664e-15) + 6.51032250025936e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(8.50043990019081e-23*fs + 7.07174108667865e-19) + 1.14989728218871e-16) - 2.52121869652107e-15) - 1.47372533453791e-14) + fs*(fs*(fs*(fs*(-8.65761957207373e-23*fs - 7.19871210195072e-19) - 1.15424860004575e-16) + 2.52915851496938e-15) + 1.47827486381911e-14)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(-8.60494330807685e-23*fs - 7.31892684613668e-19) - 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(8.76405532835057e-23*fs + 7.45042191114112e-19) + 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(5.59407786915994e-21*fs + 2.64199358551104e-17) - 1.21896224477789e-14) - 7.86316416925058e-14)) + fs*(fs*(fs*(-5.52614015238749e-21*fs - 2.55273478792579e-17) + 1.22792404260186e-14) + 8.07178249458312e-13) + 2.62105472308353e-12) + fs*(fs*(fs*(-2.36238399075912e-21*fs - 1.20886112608973e-17) + 5.81722106266131e-15) + 3.58123072601056e-13) + 1.15431250004598e-12;
a2 = Attack*(Attack*fs*(fs*(fs*(fs*(-7.2677502129384e-23*fs - 2.2324594178455e-19) + 1.08956277569637e-16) + 2.2371935796689e-15) - 4.32685758220331e-15) + fs*(fs*(fs*(fs*(7.40213650437857e-23*fs + 2.27265891704869e-19) - 1.09363755978033e-16) - 2.24423792163328e-15) + 4.3402150001729e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(-1.70008798003816e-22*fs - 4.71449405778577e-19) + 2.29979456437742e-16) + 5.04243739304215e-15) - 9.82483556358609e-15) + fs*(fs*(fs*(fs*(1.73152391441475e-22*fs + 4.79914140130048e-19) - 2.3084972000915e-16) - 5.05831702993876e-15) + 9.85516575879406e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(1.72098866161537e-22*fs + 4.87928456409112e-19) - 2.28444015943865e-16) - 4.91241778179304e-16) + pow(fs,2)*(fs*(fs*(-1.75281106567011e-22*fs - 4.96694794076075e-19) + 2.29164902018244e-16) + 4.92758287939703e-16)) + fs*(fs*(fs*(-3.72938524610662e-21*fs + 5.28398717102207e-17) + 2.43792448955579e-14) - 5.24210944616705e-14)) + fs*(fs*(fs*(3.68409343492499e-21*fs - 5.10546957585158e-17) - 2.45584808520372e-14) + 5.38118832972208e-13) + 5.24210944616705e-12) + fs*(fs*(fs*(1.57492266050608e-21*fs - 2.41772225217946e-17) - 1.16344421253226e-14) + 2.3874871506737e-13) + 2.30862500009197e-12;
a3 = Attack*(Attack*fs*(fs*(fs*(fs*(7.2677502129384e-23*fs - 2.2324594178455e-19) - 1.08956277569637e-16) + 2.2371935796689e-15) + 4.32685758220331e-15) + fs*(fs*(fs*(fs*(-7.40213650437857e-23*fs + 2.27265891704869e-19) + 1.09363755978033e-16) - 2.24423792163328e-15) - 4.3402150001729e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(1.70008798003816e-22*fs - 4.71449405778577e-19) - 2.29979456437742e-16) + 5.04243739304215e-15) + 9.82483556358609e-15) + fs*(fs*(fs*(fs*(-1.73152391441475e-22*fs + 4.79914140130048e-19) + 2.3084972000915e-16) - 5.05831702993876e-15) - 9.85516575879406e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(-1.72098866161537e-22*fs + 4.87928456409112e-19) + 2.28444015943865e-16) - 4.91241778179304e-16) + pow(fs,2)*(fs*(fs*(1.75281106567011e-22*fs - 4.96694794076075e-19) - 2.29164902018244e-16) + 4.92758287939703e-16)) + fs*(fs*(fs*(-3.72938524610662e-21*fs - 5.28398717102207e-17) + 2.43792448955579e-14) + 5.24210944616705e-14)) + fs*(fs*(fs*(3.68409343492499e-21*fs + 5.10546957585158e-17) - 2.45584808520372e-14) - 5.38118832972208e-13) + 5.24210944616705e-12) + fs*(fs*(fs*(1.57492266050608e-21*fs + 2.41772225217946e-17) - 1.16344421253226e-14) - 2.3874871506737e-13) + 2.30862500009197e-12;
a4 = Attack*(Attack*fs*(fs*(fs*(fs*(-3.6338751064692e-23*fs + 3.34868912676825e-19) - 5.44781387848185e-17) - 1.11859678983445e-15) + 6.49028637330497e-15) + fs*(fs*(fs*(fs*(3.70106825218929e-23*fs - 3.40898837557304e-19) + 5.46818779890163e-17) + 1.12211896081664e-15) - 6.51032250025936e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(-8.50043990019081e-23*fs + 7.07174108667865e-19) - 1.14989728218871e-16) - 2.52121869652107e-15) + 1.47372533453791e-14) + fs*(fs*(fs*(fs*(8.65761957207373e-23*fs - 7.19871210195072e-19) + 1.15424860004575e-16) + 2.52915851496938e-15) - 1.47827486381911e-14)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(8.60494330807685e-23*fs - 7.31892684613668e-19) + 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(-8.76405532835057e-23*fs + 7.45042191114112e-19) - 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(5.59407786915994e-21*fs - 2.64199358551104e-17) - 1.21896224477789e-14) + 7.86316416925058e-14)) + fs*(fs*(fs*(-5.52614015238749e-21*fs + 2.55273478792579e-17) + 1.22792404260186e-14) - 8.07178249458312e-13) + 2.62105472308353e-12) + fs*(fs*(fs*(-2.36238399075912e-21*fs + 1.20886112608973e-17) + 5.81722106266131e-15) - 3.58123072601056e-13) + 1.15431250004598e-12;
a5 = Attack*(Attack*fs*(fs*(fs*(fs*(7.2677502129384e-24*fs - 1.11622970892275e-19) + 5.44781387848185e-17) - 1.11859678983445e-15) + 2.16342879110166e-15) + fs*(fs*(fs*(fs*(-7.40213650437857e-24*fs + 1.13632945852435e-19) - 5.46818779890163e-17) + 1.12211896081664e-15) - 2.17010750008645e-15)) + Tone*(Attack*(Attack*fs*(fs*(fs*(fs*(1.70008798003816e-23*fs - 2.35724702889288e-19) + 1.14989728218871e-16) - 2.52121869652107e-15) + 4.91241778179305e-15) + fs*(fs*(fs*(fs*(-1.73152391441475e-23*fs + 2.39957070065024e-19) - 1.15424860004575e-16) + 2.52915851496938e-15) - 4.92758287939703e-15)) + Tone*(Attack*(Attack*pow(fs,2)*(fs*(fs*(-1.72098866161537e-23*fs + 2.43964228204556e-19) - 1.14222007971933e-16) + 2.45620889089652e-16) + pow(fs,2)*(fs*(fs*(1.75281106567011e-23*fs - 2.48347397038037e-19) + 1.14582451009122e-16) - 2.46379143969851e-16)) + fs*(fs*(fs*(-1.86469262305331e-21*fs + 2.64199358551104e-17) - 1.21896224477789e-14) + 2.62105472308353e-14)) + fs*(fs*(fs*(1.8420467174625e-21*fs - 2.55273478792579e-17) + 1.22792404260186e-14) - 2.69059416486104e-13) + 5.24210944616705e-13) + fs*(fs*(fs*(7.8746133025304e-22*fs - 1.20886112608973e-17) + 5.81722106266131e-15) - 1.19374357533685e-13) + 2.30862500009197e-13;
};
|
3291b9274e0755dcdd2e5a3c26436e39ac06376b9a853af3fa5f1e37c6a44dac | brummer10/guitarix | ffreak.dsp | // generated automatically
// DO NOT MODIFY!
declare id "ffreak";
declare name "Fat Furry Freak";
declare category "Fuzz";
declare shortname "Fat FFreak";
declare description "Extreme Bass Fuzz Monster";
declare drywetbox "true";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip(x) = atan(x)/ma.PI;
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Tone = vslider("Tone[name:Tone]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Gate = vslider("Gate[name:Gate]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : +(0.01) : *(0.05) : Inverted(0) : si.smooth(s);
b0 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(2.31663605170274e-21*fs + 1.15904771305164e-17) + pow(fs,3)*(fs*(-3.33595591445214e-21*fs - 1.66926037039962e-17) - 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(1.55887720056646e-18*fs + 1.29589876827223e-14) + pow(fs,2)*(fs*(-2.24478316881583e-18*fs - 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(-2.79019064029167e-21*fs - 1.39597416617563e-17) + pow(fs,3)*(fs*(4.01337447559094e-21*fs + 2.00823037773104e-17) + 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(-1.87753470001801e-18*fs - 1.56079959618215e-14) + pow(fs,2)*(fs*(2.70062186191725e-18*fs + 2.24522189930002e-14) + 1.56079959618215e-14));
b1 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(-1.15831802585137e-20*fs - 3.47714313915491e-17) + pow(fs,3)*(fs*(1.66797795722607e-20*fs + 5.00778111119886e-17) + 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(-4.67663160169938e-18*fs - 1.29589876827223e-14) + pow(fs,2)*(fs*(6.7343495064475e-18*fs + 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(1.39509532014583e-20*fs + 4.18792249852688e-17) + pow(fs,3)*(fs*(-2.00668723779547e-20*fs - 6.02469113319311e-17) - 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(5.63260410005403e-18*fs + 1.56079959618215e-14) + pow(fs,2)*(fs*(-8.10186558575176e-18*fs - 2.24522189930002e-14) + 1.56079959618215e-14));
b2 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(2.31663605170274e-20*fs + 2.31809542610327e-17) + pow(fs,3)*(fs*(-3.33595591445214e-20*fs - 3.33852074079924e-17) + 2.31809542610327e-17)) + Level*(Fuzz*pow(fs,3)*(3.11775440113292e-18*fs - 2.59179753654445e-14) + pow(fs,2)*(fs*(-4.48956633763166e-18*fs + 3.73250022806433e-14) + 2.59179753654445e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(-2.79019064029167e-20*fs - 2.79194833235126e-17) + pow(fs,3)*(fs*(4.01337447559094e-20*fs + 4.01646075546207e-17) - 2.79194833235126e-17)) + Level*(Fuzz*pow(fs,3)*(-3.75506940003602e-18*fs + 3.12159919236431e-14) + pow(fs,2)*(fs*(5.40124372383451e-18*fs - 4.49044379860004e-14) - 3.12159919236431e-14));
b3 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(-2.31663605170274e-20*fs + 2.31809542610327e-17) + pow(fs,3)*(fs*(3.33595591445214e-20*fs - 3.33852074079924e-17) - 2.31809542610327e-17)) + Level*(Fuzz*pow(fs,3)*(3.11775440113292e-18*fs + 2.59179753654445e-14) + pow(fs,2)*(fs*(-4.48956633763166e-18*fs - 3.73250022806433e-14) + 2.59179753654445e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(2.79019064029167e-20*fs - 2.79194833235126e-17) + pow(fs,3)*(fs*(-4.01337447559094e-20*fs + 4.01646075546207e-17) + 2.79194833235126e-17)) + Level*(Fuzz*pow(fs,3)*(-3.75506940003602e-18*fs - 3.12159919236431e-14) + pow(fs,2)*(fs*(5.40124372383451e-18*fs + 4.49044379860004e-14) - 3.12159919236431e-14));
b4 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(1.15831802585137e-20*fs - 3.47714313915491e-17) + pow(fs,3)*(fs*(-1.66797795722607e-20*fs + 5.00778111119886e-17) - 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(-4.67663160169938e-18*fs + 1.29589876827223e-14) + pow(fs,2)*(fs*(6.7343495064475e-18*fs - 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(-1.39509532014583e-20*fs + 4.18792249852688e-17) + pow(fs,3)*(fs*(2.00668723779547e-20*fs - 6.02469113319311e-17) + 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(5.63260410005403e-18*fs - 1.56079959618215e-14) + pow(fs,2)*(fs*(-8.10186558575176e-18*fs + 2.24522189930002e-14) + 1.56079959618215e-14));
b5 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(-2.31663605170274e-21*fs + 1.15904771305164e-17) + pow(fs,3)*(fs*(3.33595591445214e-21*fs - 1.66926037039962e-17) + 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(1.55887720056646e-18*fs - 1.29589876827223e-14) + pow(fs,2)*(fs*(-2.24478316881583e-18*fs + 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(2.79019064029167e-21*fs - 1.39597416617563e-17) + pow(fs,3)*(fs*(-4.01337447559094e-21*fs + 2.00823037773104e-17) - 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(-1.87753470001801e-18*fs + 1.56079959618215e-14) + pow(fs,2)*(fs*(2.70062186191725e-18*fs - 2.24522189930002e-14) + 1.56079959618215e-14));
a0 = Fuzz*fs*(fs*(fs*(fs*(-7.85412319843037e-24*fs - 7.78792746651557e-20) - 9.37831383212842e-17) - 2.2395439003671e-14) - 6.9809489892874e-15) + Gate*(Fuzz*fs*(fs*(fs*(fs*(6.54379653368279e-24*fs + 5.8178250366366e-20) + 1.85568523263077e-17) + 1.66102929456909e-16) + 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(6.54379653368279e-24*fs + 5.62612870500991e-20) + 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-4.65295447579144e-24*fs - 2.3734396603456e-20) - 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(4.76440117855883e-24*fs + 2.43075314241076e-20) + 2.40711435730575e-18) + 2.16097599157672e-17) + 1.88310920685508e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-24*fs - 5.76153907610497e-20) - 3.80725717138185e-18) - 3.24770777204501e-17) - 2.81398235873665e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-24*fs - 5.95782688271891e-20) - 1.90595008624394e-17) - 1.88638248347695e-16) - 2.17339588935373e-16) - 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-7.85412319843037e-24*fs - 7.55784595381368e-20) - 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(5.5846598379774e-24*fs + 3.42119219586653e-20) + 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(-5.71839588129828e-24*fs - 3.49001694087958e-20) - 3.20489931550843e-17) - 2.65988017960028e-15) - 2.62717307381708e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-24*fs + 7.72040670186403e-20) + 7.37353569889037e-17) + 4.00054450346227e-15) + 3.92585764869989e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-24*fs + 7.95599798455062e-20) + 9.44004344622607e-17) + 2.24958749395835e-14) + 2.93784119708285e-14) + 6.9809489892874e-15;
a1 = Fuzz*fs*(fs*(fs*(fs*(3.92706159921519e-23*fs + 2.33637823995467e-19) + 9.37831383212842e-17) - 2.2395439003671e-14) - 2.09428469678622e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(-3.27189826684139e-23*fs - 1.74534751099098e-19) - 1.85568523263077e-17) + 1.66102929456909e-16) + 1.50114464615909e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-3.27189826684139e-23*fs - 1.68783861150297e-19) - 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(2.32647723789572e-23*fs + 7.1203189810368e-20) + 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(-2.38220058927942e-23*fs - 7.29225942723227e-20) - 2.40711435730575e-18) + 2.16097599157672e-17) + 5.64932762056525e-17)) + fs*(fs*(fs*(fs*(3.35026616739297e-23*fs + 1.72846172283149e-19) + 3.80725717138185e-18) - 3.24770777204501e-17) - 8.44194707620995e-17)) + fs*(fs*(fs*(fs*(3.35026616739297e-23*fs + 1.78734806481567e-19) + 1.90595008624394e-17) - 1.88638248347695e-16) - 6.52018766806119e-16) - 2.50190774359849e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(3.92706159921519e-23*fs + 2.2673537861441e-19) + 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-2.7923299189887e-23*fs - 1.02635765875996e-19) - 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(2.85919794064914e-23*fs + 1.04700508226387e-19) + 3.20489931550843e-17) - 2.65988017960028e-15) - 7.88151922145125e-15)) + fs*(fs*(fs*(fs*(-4.02110307987707e-23*fs - 2.31612201055921e-19) - 7.37353569889037e-17) + 4.00054450346227e-15) + 1.17775729460997e-14)) + fs*(fs*(fs*(fs*(-4.02110307987707e-23*fs - 2.38679939536519e-19) - 9.44004344622607e-17) + 2.24958749395835e-14) + 8.81352359124856e-14) + 3.4904744946437e-14;
a2 = Fuzz*fs*(fs*(fs*(fs*(-7.85412319843037e-23*fs - 1.55758549330311e-19) + 1.87566276642568e-16) + 4.4790878007342e-14) - 1.39618979785748e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(6.54379653368279e-23*fs + 1.16356500732732e-19) - 3.71137046526153e-17) - 3.32205858913818e-16) + 1.00076309743939e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(6.54379653368279e-23*fs + 1.12522574100198e-19) - 7.32650859344974e-18) - 5.6279647174733e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-4.65295447579144e-23*fs - 4.7468793206912e-20) + 4.65525804399867e-18) + 3.76621841371017e-17) + fs*(fs*(fs*(fs*(4.76440117855883e-23*fs + 4.86150628482151e-20) - 4.8142287146115e-18) - 4.32195198315344e-17) + 3.76621841371017e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-23*fs - 1.15230781522099e-19) + 7.6145143427637e-18) + 6.49541554409002e-17) - 5.6279647174733e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-23*fs - 1.19156537654378e-19) + 3.81190017248788e-17) + 3.7727649669539e-16) - 4.34679177870746e-16) - 5.00381548719697e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-7.85412319843037e-23*fs - 1.51156919076274e-19) + 1.47097271460383e-16) + 7.85171529739978e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(5.5846598379774e-23*fs + 6.84238439173306e-20) - 6.38908255136844e-17) - 5.25434614763417e-15) + fs*(fs*(fs*(fs*(-5.71839588129828e-23*fs - 6.98003388175915e-20) + 6.40979863101685e-17) + 5.31976035920056e-15) - 5.25434614763417e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-23*fs + 1.54408134037281e-19) - 1.47470713977807e-16) - 8.00108900692453e-15) + 7.85171529739978e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-23*fs + 1.59119959691012e-19) - 1.88800868924521e-16) - 4.49917498791669e-14) + 5.87568239416571e-14) + 6.9809489892874e-14;
a3 = Fuzz*fs*(fs*(fs*(fs*(7.85412319843037e-23*fs - 1.55758549330311e-19) - 1.87566276642568e-16) + 4.4790878007342e-14) + 1.39618979785748e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(-6.54379653368279e-23*fs + 1.16356500732732e-19) + 3.71137046526153e-17) - 3.32205858913818e-16) - 1.00076309743939e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-6.54379653368279e-23*fs + 1.12522574100198e-19) + 7.32650859344974e-18) - 5.6279647174733e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(4.65295447579144e-23*fs - 4.7468793206912e-20) - 4.65525804399867e-18) + 3.76621841371017e-17) + fs*(fs*(fs*(fs*(-4.76440117855883e-23*fs + 4.86150628482151e-20) + 4.8142287146115e-18) - 4.32195198315344e-17) - 3.76621841371017e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-23*fs - 1.15230781522099e-19) - 7.6145143427637e-18) + 6.49541554409002e-17) + 5.6279647174733e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-23*fs - 1.19156537654378e-19) - 3.81190017248788e-17) + 3.7727649669539e-16) + 4.34679177870746e-16) - 5.00381548719697e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(7.85412319843037e-23*fs - 1.51156919076274e-19) - 1.47097271460383e-16) + 7.85171529739978e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-5.5846598379774e-23*fs + 6.84238439173306e-20) + 6.38908255136844e-17) - 5.25434614763417e-15) + fs*(fs*(fs*(fs*(5.71839588129828e-23*fs - 6.98003388175915e-20) - 6.40979863101685e-17) + 5.31976035920056e-15) + 5.25434614763417e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-23*fs + 1.54408134037281e-19) + 1.47470713977807e-16) - 8.00108900692453e-15) - 7.85171529739978e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-23*fs + 1.59119959691012e-19) + 1.88800868924521e-16) - 4.49917498791669e-14) - 5.87568239416571e-14) + 6.9809489892874e-14;
a4 = Fuzz*fs*(fs*(fs*(fs*(-3.92706159921519e-23*fs + 2.33637823995467e-19) - 9.37831383212842e-17) - 2.2395439003671e-14) + 2.09428469678622e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(3.27189826684139e-23*fs - 1.74534751099098e-19) + 1.85568523263077e-17) + 1.66102929456909e-16) - 1.50114464615909e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(3.27189826684139e-23*fs - 1.68783861150297e-19) + 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-2.32647723789572e-23*fs + 7.1203189810368e-20) - 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(2.38220058927942e-23*fs - 7.29225942723227e-20) + 2.40711435730575e-18) + 2.16097599157672e-17) - 5.64932762056525e-17)) + fs*(fs*(fs*(fs*(-3.35026616739297e-23*fs + 1.72846172283149e-19) - 3.80725717138185e-18) - 3.24770777204501e-17) + 8.44194707620995e-17)) + fs*(fs*(fs*(fs*(-3.35026616739297e-23*fs + 1.78734806481567e-19) - 1.90595008624394e-17) - 1.88638248347695e-16) + 6.52018766806119e-16) - 2.50190774359849e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-3.92706159921519e-23*fs + 2.2673537861441e-19) - 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(2.7923299189887e-23*fs - 1.02635765875996e-19) + 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(-2.85919794064914e-23*fs + 1.04700508226387e-19) - 3.20489931550843e-17) - 2.65988017960028e-15) + 7.88151922145125e-15)) + fs*(fs*(fs*(fs*(4.02110307987707e-23*fs - 2.31612201055921e-19) + 7.37353569889037e-17) + 4.00054450346227e-15) - 1.17775729460997e-14)) + fs*(fs*(fs*(fs*(4.02110307987707e-23*fs - 2.38679939536519e-19) + 9.44004344622607e-17) + 2.24958749395835e-14) - 8.81352359124856e-14) + 3.4904744946437e-14;
a5 = Fuzz*fs*(fs*(fs*(fs*(7.85412319843037e-24*fs - 7.78792746651557e-20) + 9.37831383212842e-17) - 2.2395439003671e-14) + 6.9809489892874e-15) + Gate*(Fuzz*fs*(fs*(fs*(fs*(-6.54379653368279e-24*fs + 5.8178250366366e-20) - 1.85568523263077e-17) + 1.66102929456909e-16) - 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-6.54379653368279e-24*fs + 5.62612870500991e-20) - 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(4.65295447579144e-24*fs - 2.3734396603456e-20) + 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(-4.76440117855883e-24*fs + 2.43075314241076e-20) - 2.40711435730575e-18) + 2.16097599157672e-17) - 1.88310920685508e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-24*fs - 5.76153907610497e-20) + 3.80725717138185e-18) - 3.24770777204501e-17) + 2.81398235873665e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-24*fs - 5.95782688271891e-20) + 1.90595008624394e-17) - 1.88638248347695e-16) + 2.17339588935373e-16) - 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(7.85412319843037e-24*fs - 7.55784595381368e-20) + 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-5.5846598379774e-24*fs + 3.42119219586653e-20) - 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(5.71839588129828e-24*fs - 3.49001694087958e-20) + 3.20489931550843e-17) - 2.65988017960028e-15) + 2.62717307381708e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-24*fs + 7.72040670186403e-20) - 7.37353569889037e-17) + 4.00054450346227e-15) - 3.92585764869989e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-24*fs + 7.95599798455062e-20) - 9.44004344622607e-17) + 2.24958749395835e-14) - 2.93784119708285e-14) + 6.9809489892874e-15;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/ffreak.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "ffreak";
declare name "Fat Furry Freak";
declare category "Fuzz";
declare shortname "Fat FFreak";
declare description "Extreme Bass Fuzz Monster";
declare drywetbox "true";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
clip(x) = atan(x)/ma.PI;
Fuzz = vslider("Fuzz[name:Fuzz]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Tone = vslider("Tone[name:Tone]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Gate = vslider("Gate[name:Gate]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Level = vslider("Level[name:Level]", 0.5, 0, 1, 0.01) : +(0.01) : *(0.05) : Inverted(0) : si.smooth(s);
b0 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(2.31663605170274e-21*fs + 1.15904771305164e-17) + pow(fs,3)*(fs*(-3.33595591445214e-21*fs - 1.66926037039962e-17) - 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(1.55887720056646e-18*fs + 1.29589876827223e-14) + pow(fs,2)*(fs*(-2.24478316881583e-18*fs - 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(-2.79019064029167e-21*fs - 1.39597416617563e-17) + pow(fs,3)*(fs*(4.01337447559094e-21*fs + 2.00823037773104e-17) + 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(-1.87753470001801e-18*fs - 1.56079959618215e-14) + pow(fs,2)*(fs*(2.70062186191725e-18*fs + 2.24522189930002e-14) + 1.56079959618215e-14));
b1 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(-1.15831802585137e-20*fs - 3.47714313915491e-17) + pow(fs,3)*(fs*(1.66797795722607e-20*fs + 5.00778111119886e-17) + 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(-4.67663160169938e-18*fs - 1.29589876827223e-14) + pow(fs,2)*(fs*(6.7343495064475e-18*fs + 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(1.39509532014583e-20*fs + 4.18792249852688e-17) + pow(fs,3)*(fs*(-2.00668723779547e-20*fs - 6.02469113319311e-17) - 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(5.63260410005403e-18*fs + 1.56079959618215e-14) + pow(fs,2)*(fs*(-8.10186558575176e-18*fs - 2.24522189930002e-14) + 1.56079959618215e-14));
b2 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(2.31663605170274e-20*fs + 2.31809542610327e-17) + pow(fs,3)*(fs*(-3.33595591445214e-20*fs - 3.33852074079924e-17) + 2.31809542610327e-17)) + Level*(Fuzz*pow(fs,3)*(3.11775440113292e-18*fs - 2.59179753654445e-14) + pow(fs,2)*(fs*(-4.48956633763166e-18*fs + 3.73250022806433e-14) + 2.59179753654445e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(-2.79019064029167e-20*fs - 2.79194833235126e-17) + pow(fs,3)*(fs*(4.01337447559094e-20*fs + 4.01646075546207e-17) - 2.79194833235126e-17)) + Level*(Fuzz*pow(fs,3)*(-3.75506940003602e-18*fs + 3.12159919236431e-14) + pow(fs,2)*(fs*(5.40124372383451e-18*fs - 4.49044379860004e-14) - 3.12159919236431e-14));
b3 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(-2.31663605170274e-20*fs + 2.31809542610327e-17) + pow(fs,3)*(fs*(3.33595591445214e-20*fs - 3.33852074079924e-17) - 2.31809542610327e-17)) + Level*(Fuzz*pow(fs,3)*(3.11775440113292e-18*fs + 2.59179753654445e-14) + pow(fs,2)*(fs*(-4.48956633763166e-18*fs - 3.73250022806433e-14) + 2.59179753654445e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(2.79019064029167e-20*fs - 2.79194833235126e-17) + pow(fs,3)*(fs*(-4.01337447559094e-20*fs + 4.01646075546207e-17) + 2.79194833235126e-17)) + Level*(Fuzz*pow(fs,3)*(-3.75506940003602e-18*fs - 3.12159919236431e-14) + pow(fs,2)*(fs*(5.40124372383451e-18*fs + 4.49044379860004e-14) - 3.12159919236431e-14));
b4 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(1.15831802585137e-20*fs - 3.47714313915491e-17) + pow(fs,3)*(fs*(-1.66797795722607e-20*fs + 5.00778111119886e-17) - 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(-4.67663160169938e-18*fs + 1.29589876827223e-14) + pow(fs,2)*(fs*(6.7343495064475e-18*fs - 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(-1.39509532014583e-20*fs + 4.18792249852688e-17) + pow(fs,3)*(fs*(2.00668723779547e-20*fs - 6.02469113319311e-17) + 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(5.63260410005403e-18*fs - 1.56079959618215e-14) + pow(fs,2)*(fs*(-8.10186558575176e-18*fs + 2.24522189930002e-14) + 1.56079959618215e-14));
b5 = Gate*(Tone*Level*(Fuzz*pow(fs,4)*(-2.31663605170274e-21*fs + 1.15904771305164e-17) + pow(fs,3)*(fs*(3.33595591445214e-21*fs - 1.66926037039962e-17) + 1.15904771305164e-17)) + Level*(Fuzz*pow(fs,3)*(1.55887720056646e-18*fs - 1.29589876827223e-14) + pow(fs,2)*(fs*(-2.24478316881583e-18*fs + 1.86625011403217e-14) - 1.29589876827223e-14))) + Tone*Level*(Fuzz*pow(fs,4)*(2.79019064029167e-21*fs - 1.39597416617563e-17) + pow(fs,3)*(fs*(-4.01337447559094e-21*fs + 2.00823037773104e-17) - 1.39597416617563e-17)) + Level*(Fuzz*pow(fs,3)*(-1.87753470001801e-18*fs + 1.56079959618215e-14) + pow(fs,2)*(fs*(2.70062186191725e-18*fs - 2.24522189930002e-14) + 1.56079959618215e-14));
a0 = Fuzz*fs*(fs*(fs*(fs*(-7.85412319843037e-24*fs - 7.78792746651557e-20) - 9.37831383212842e-17) - 2.2395439003671e-14) - 6.9809489892874e-15) + Gate*(Fuzz*fs*(fs*(fs*(fs*(6.54379653368279e-24*fs + 5.8178250366366e-20) + 1.85568523263077e-17) + 1.66102929456909e-16) + 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(6.54379653368279e-24*fs + 5.62612870500991e-20) + 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-4.65295447579144e-24*fs - 2.3734396603456e-20) - 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(4.76440117855883e-24*fs + 2.43075314241076e-20) + 2.40711435730575e-18) + 2.16097599157672e-17) + 1.88310920685508e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-24*fs - 5.76153907610497e-20) - 3.80725717138185e-18) - 3.24770777204501e-17) - 2.81398235873665e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-24*fs - 5.95782688271891e-20) - 1.90595008624394e-17) - 1.88638248347695e-16) - 2.17339588935373e-16) - 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-7.85412319843037e-24*fs - 7.55784595381368e-20) - 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(5.5846598379774e-24*fs + 3.42119219586653e-20) + 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(-5.71839588129828e-24*fs - 3.49001694087958e-20) - 3.20489931550843e-17) - 2.65988017960028e-15) - 2.62717307381708e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-24*fs + 7.72040670186403e-20) + 7.37353569889037e-17) + 4.00054450346227e-15) + 3.92585764869989e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-24*fs + 7.95599798455062e-20) + 9.44004344622607e-17) + 2.24958749395835e-14) + 2.93784119708285e-14) + 6.9809489892874e-15;
a1 = Fuzz*fs*(fs*(fs*(fs*(3.92706159921519e-23*fs + 2.33637823995467e-19) + 9.37831383212842e-17) - 2.2395439003671e-14) - 2.09428469678622e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(-3.27189826684139e-23*fs - 1.74534751099098e-19) - 1.85568523263077e-17) + 1.66102929456909e-16) + 1.50114464615909e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-3.27189826684139e-23*fs - 1.68783861150297e-19) - 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(2.32647723789572e-23*fs + 7.1203189810368e-20) + 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(-2.38220058927942e-23*fs - 7.29225942723227e-20) - 2.40711435730575e-18) + 2.16097599157672e-17) + 5.64932762056525e-17)) + fs*(fs*(fs*(fs*(3.35026616739297e-23*fs + 1.72846172283149e-19) + 3.80725717138185e-18) - 3.24770777204501e-17) - 8.44194707620995e-17)) + fs*(fs*(fs*(fs*(3.35026616739297e-23*fs + 1.78734806481567e-19) + 1.90595008624394e-17) - 1.88638248347695e-16) - 6.52018766806119e-16) - 2.50190774359849e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(3.92706159921519e-23*fs + 2.2673537861441e-19) + 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-2.7923299189887e-23*fs - 1.02635765875996e-19) - 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(2.85919794064914e-23*fs + 1.04700508226387e-19) + 3.20489931550843e-17) - 2.65988017960028e-15) - 7.88151922145125e-15)) + fs*(fs*(fs*(fs*(-4.02110307987707e-23*fs - 2.31612201055921e-19) - 7.37353569889037e-17) + 4.00054450346227e-15) + 1.17775729460997e-14)) + fs*(fs*(fs*(fs*(-4.02110307987707e-23*fs - 2.38679939536519e-19) - 9.44004344622607e-17) + 2.24958749395835e-14) + 8.81352359124856e-14) + 3.4904744946437e-14;
a2 = Fuzz*fs*(fs*(fs*(fs*(-7.85412319843037e-23*fs - 1.55758549330311e-19) + 1.87566276642568e-16) + 4.4790878007342e-14) - 1.39618979785748e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(6.54379653368279e-23*fs + 1.16356500732732e-19) - 3.71137046526153e-17) - 3.32205858913818e-16) + 1.00076309743939e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(6.54379653368279e-23*fs + 1.12522574100198e-19) - 7.32650859344974e-18) - 5.6279647174733e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-4.65295447579144e-23*fs - 4.7468793206912e-20) + 4.65525804399867e-18) + 3.76621841371017e-17) + fs*(fs*(fs*(fs*(4.76440117855883e-23*fs + 4.86150628482151e-20) - 4.8142287146115e-18) - 4.32195198315344e-17) + 3.76621841371017e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-23*fs - 1.15230781522099e-19) + 7.6145143427637e-18) + 6.49541554409002e-17) - 5.6279647174733e-17)) + fs*(fs*(fs*(fs*(-6.70053233478593e-23*fs - 1.19156537654378e-19) + 3.81190017248788e-17) + 3.7727649669539e-16) - 4.34679177870746e-16) - 5.00381548719697e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-7.85412319843037e-23*fs - 1.51156919076274e-19) + 1.47097271460383e-16) + 7.85171529739978e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(5.5846598379774e-23*fs + 6.84238439173306e-20) - 6.38908255136844e-17) - 5.25434614763417e-15) + fs*(fs*(fs*(fs*(-5.71839588129828e-23*fs - 6.98003388175915e-20) + 6.40979863101685e-17) + 5.31976035920056e-15) - 5.25434614763417e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-23*fs + 1.54408134037281e-19) - 1.47470713977807e-16) - 8.00108900692453e-15) + 7.85171529739978e-15)) + fs*(fs*(fs*(fs*(8.04220615975415e-23*fs + 1.59119959691012e-19) - 1.88800868924521e-16) - 4.49917498791669e-14) + 5.87568239416571e-14) + 6.9809489892874e-14;
a3 = Fuzz*fs*(fs*(fs*(fs*(7.85412319843037e-23*fs - 1.55758549330311e-19) - 1.87566276642568e-16) + 4.4790878007342e-14) + 1.39618979785748e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(-6.54379653368279e-23*fs + 1.16356500732732e-19) + 3.71137046526153e-17) - 3.32205858913818e-16) - 1.00076309743939e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-6.54379653368279e-23*fs + 1.12522574100198e-19) + 7.32650859344974e-18) - 5.6279647174733e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(4.65295447579144e-23*fs - 4.7468793206912e-20) - 4.65525804399867e-18) + 3.76621841371017e-17) + fs*(fs*(fs*(fs*(-4.76440117855883e-23*fs + 4.86150628482151e-20) + 4.8142287146115e-18) - 4.32195198315344e-17) - 3.76621841371017e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-23*fs - 1.15230781522099e-19) - 7.6145143427637e-18) + 6.49541554409002e-17) + 5.6279647174733e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-23*fs - 1.19156537654378e-19) - 3.81190017248788e-17) + 3.7727649669539e-16) + 4.34679177870746e-16) - 5.00381548719697e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(7.85412319843037e-23*fs - 1.51156919076274e-19) - 1.47097271460383e-16) + 7.85171529739978e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-5.5846598379774e-23*fs + 6.84238439173306e-20) + 6.38908255136844e-17) - 5.25434614763417e-15) + fs*(fs*(fs*(fs*(5.71839588129828e-23*fs - 6.98003388175915e-20) - 6.40979863101685e-17) + 5.31976035920056e-15) + 5.25434614763417e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-23*fs + 1.54408134037281e-19) + 1.47470713977807e-16) - 8.00108900692453e-15) - 7.85171529739978e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-23*fs + 1.59119959691012e-19) + 1.88800868924521e-16) - 4.49917498791669e-14) - 5.87568239416571e-14) + 6.9809489892874e-14;
a4 = Fuzz*fs*(fs*(fs*(fs*(-3.92706159921519e-23*fs + 2.33637823995467e-19) - 9.37831383212842e-17) - 2.2395439003671e-14) + 2.09428469678622e-14) + Gate*(Fuzz*fs*(fs*(fs*(fs*(3.27189826684139e-23*fs - 1.74534751099098e-19) + 1.85568523263077e-17) + 1.66102929456909e-16) - 1.50114464615909e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(3.27189826684139e-23*fs - 1.68783861150297e-19) + 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-2.32647723789572e-23*fs + 7.1203189810368e-20) - 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(2.38220058927942e-23*fs - 7.29225942723227e-20) + 2.40711435730575e-18) + 2.16097599157672e-17) - 5.64932762056525e-17)) + fs*(fs*(fs*(fs*(-3.35026616739297e-23*fs + 1.72846172283149e-19) - 3.80725717138185e-18) - 3.24770777204501e-17) + 8.44194707620995e-17)) + fs*(fs*(fs*(fs*(-3.35026616739297e-23*fs + 1.78734806481567e-19) - 1.90595008624394e-17) - 1.88638248347695e-16) + 6.52018766806119e-16) - 2.50190774359849e-16) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-3.92706159921519e-23*fs + 2.2673537861441e-19) - 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(2.7923299189887e-23*fs - 1.02635765875996e-19) + 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(-2.85919794064914e-23*fs + 1.04700508226387e-19) - 3.20489931550843e-17) - 2.65988017960028e-15) + 7.88151922145125e-15)) + fs*(fs*(fs*(fs*(4.02110307987707e-23*fs - 2.31612201055921e-19) + 7.37353569889037e-17) + 4.00054450346227e-15) - 1.17775729460997e-14)) + fs*(fs*(fs*(fs*(4.02110307987707e-23*fs - 2.38679939536519e-19) + 9.44004344622607e-17) + 2.24958749395835e-14) - 8.81352359124856e-14) + 3.4904744946437e-14;
a5 = Fuzz*fs*(fs*(fs*(fs*(7.85412319843037e-24*fs - 7.78792746651557e-20) + 9.37831383212842e-17) - 2.2395439003671e-14) + 6.9809489892874e-15) + Gate*(Fuzz*fs*(fs*(fs*(fs*(-6.54379653368279e-24*fs + 5.8178250366366e-20) - 1.85568523263077e-17) + 1.66102929456909e-16) - 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-6.54379653368279e-24*fs + 5.62612870500991e-20) - 3.66325429672487e-18) + 2.81398235873665e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(4.65295447579144e-24*fs - 2.3734396603456e-20) + 2.32762902199933e-18) - 1.88310920685508e-17) + fs*(fs*(fs*(fs*(-4.76440117855883e-24*fs + 2.43075314241076e-20) - 2.40711435730575e-18) + 2.16097599157672e-17) - 1.88310920685508e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-24*fs - 5.76153907610497e-20) + 3.80725717138185e-18) - 3.24770777204501e-17) + 2.81398235873665e-17)) + fs*(fs*(fs*(fs*(6.70053233478593e-24*fs - 5.95782688271891e-20) + 1.90595008624394e-17) - 1.88638248347695e-16) + 2.17339588935373e-16) - 5.00381548719697e-17) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(7.85412319843037e-24*fs - 7.55784595381368e-20) + 7.35486357301917e-17) - 3.92585764869989e-15) + Tone*(Fuzz*pow(fs,2)*(fs*(fs*(-5.5846598379774e-24*fs + 3.42119219586653e-20) - 3.19454127568422e-17) + 2.62717307381708e-15) + fs*(fs*(fs*(fs*(5.71839588129828e-24*fs - 3.49001694087958e-20) + 3.20489931550843e-17) - 2.65988017960028e-15) + 2.62717307381708e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-24*fs + 7.72040670186403e-20) - 7.37353569889037e-17) + 4.00054450346227e-15) - 3.92585764869989e-15)) + fs*(fs*(fs*(fs*(-8.04220615975415e-24*fs + 7.95599798455062e-20) - 9.44004344622607e-17) + 2.24958749395835e-14) - 2.93784119708285e-14) + 6.9809489892874e-15;
};
|
1040abc6b63667fef905d5fa3505b972daaf69ef89d63c77c91027468fc0b125 | brummer10/MetalTone | metaltone_post.dsp |
/*******************************************************************************
**************************** File generated by *********************************
********************************************************************************
./build-plug.py -i MetalZone.sch -b
*******************************************************************************/
// generated automatically
// DO NOT MODIFY!
declare id "metalzone";
declare name "metalzone";
declare category "Extern";
declare shortname "metalzone";
declare description "metalzone";
import("stdfaust.lib");
p3 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(fs*(fs*(fs*(9.44166524782917e-31*fs + 3.47874807701104e-24) + 9.42324983049416e-20) + 7.20586689015013e-16) + 1.5402082244362e-13) + 6.67432573373632e-11);
b1 = fs*(fs*(pow(fs,2)*(fs*(-5.6649991486975e-30*fs - 1.39149923080442e-23) - 1.88464996609883e-19) + 3.08041644887241e-13) + 2.66973029349453e-10);
b2 = fs*(fs*(fs*(fs*(fs*(1.41624978717438e-29*fs + 1.73937403850552e-23) - 9.42324983049416e-20) - 2.16176006704504e-15) - 1.5402082244362e-13) + 3.33716286686816e-10);
b3 = pow(fs,2)*(pow(fs,2)*(-1.88833304956583e-29*pow(fs,2) + 3.76929993219766e-19) - 6.16083289774482e-13);
b4 = fs*(fs*(fs*(fs*(fs*(1.41624978717438e-29*fs - 1.73937403850552e-23) - 9.42324983049416e-20) + 2.16176006704504e-15) - 1.5402082244362e-13) - 3.33716286686816e-10);
b5 = fs*(fs*(pow(fs,2)*(fs*(-5.6649991486975e-30*fs + 1.39149923080442e-23) - 1.88464996609883e-19) + 3.08041644887241e-13) - 2.66973029349453e-10);
b6 = fs*(fs*(fs*(fs*(fs*(9.44166524782917e-31*fs - 3.47874807701104e-24) + 9.42324983049416e-20) - 7.20586689015013e-16) + 1.5402082244362e-13) - 6.67432573373632e-11);
a0 = fs*(fs*(fs*(fs*(fs*(9.44178363793602e-31*fs + 3.05164021419149e-24) + 2.55561788812715e-20) + 6.78999193907624e-16) + 5.38983190449059e-14) + 6.69966140468255e-11) + 3.33720471194168e-10;
a1 = fs*(fs*(pow(fs,2)*(fs*(-5.66507018276161e-30*fs - 1.2206560856766e-23) - 5.11123577625429e-20) + 1.07796638089812e-13) + 2.67986456187302e-10) + 2.00232282716501e-9;
a2 = fs*(fs*(fs*(fs*(fs*(1.4162675456904e-29*fs + 1.52582010709574e-23) - 2.55561788812715e-20) - 2.03699758172287e-15) - 5.38983190449059e-14) + 3.34983070234128e-10) + 5.00580706791252e-9;
a3 = pow(fs,2)*(pow(fs,2)*(-1.8883567275872e-29*pow(fs,2) + 1.02224715525086e-19) - 2.15593276179624e-13) + 6.67440942388336e-9;
a4 = fs*(fs*(fs*(fs*(fs*(1.4162675456904e-29*fs - 1.52582010709574e-23) - 2.55561788812715e-20) + 2.03699758172287e-15) - 5.38983190449059e-14) - 3.34983070234128e-10) + 5.00580706791252e-9;
a5 = fs*(fs*(pow(fs,2)*(fs*(-5.66507018276161e-30*fs + 1.2206560856766e-23) - 5.11123577625429e-20) + 1.07796638089812e-13) - 2.67986456187302e-10) + 2.00232282716501e-9;
a6 = fs*(fs*(fs*(fs*(fs*(9.44178363793602e-31*fs - 3.05164021419149e-24) + 2.55561788812715e-20) - 6.78999193907624e-16) + 5.38983190449059e-14) - 6.69966140468255e-11) + 3.33720471194168e-10;
};
p4 = pre : fi.iir((b0/a0,b1/a0),(a1/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = -0.979214847738530;
b1 = -0.979214847738530;
a0 = 4.30877203236301e-7*fs + 0.979317894244658;
a1 = -4.30877203236301e-7*fs + 0.979317894244658;
};
p5 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Low = vslider("Low[name:Low][style:knob]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
High = vslider("High[name:High][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.27654843982413e-21*fs + 1.65727764517951e-14) + 7.99235483766977e-11) + pow(fs,2)*(fs*(-7.27654843982413e-21*fs - 1.29345022318831e-14) - 6.23403677338242e-11)) + fs*(fs*(fs*(-7.27240351389247e-21*fs - 2.01674030602623e-14) - 1.97181527174289e-11) - 1.81644428128858e-9)) + Low*(Low*pow(fs,2)*(fs*(-7.27647567433973e-21*fs - 2.02108849439427e-14) - 9.75059297840874e-11) + pow(fs,2)*(fs*(7.27647567433973e-21*fs + 1.65726471067728e-14) + 7.99229249730203e-11)) + fs*(fs*(fs*(7.27233078985733e-21*fs + 2.3803403143178e-14) + 2.01874735604975e-11) + 2.21604385872926e-9)) + Low*(Low*fs*(fs*(fs*(-1.60158432001186e-22*fs - 3.68445149059683e-16) - 1.0045781804538e-11) - 3.99621738060907e-8) + fs*(fs*(fs*(1.60158432001186e-22*fs + 2.88365933059091e-16) + 7.83961682896149e-12) + 3.11704955687508e-8)) + fs*(fs*(fs*(1.60067201269546e-22*fs + 4.4756157832158e-16) + 1.05178079416309e-11) + 9.89915928390436e-9) + 9.08231222865698e-7;
b1 = High*(High*(Low*(Low*pow(fs,3)*(-2.91061937592965e-20*fs - 3.31455529035902e-14) + pow(fs,3)*(2.91061937592965e-20*fs + 2.58690044637661e-14)) + fs*(pow(fs,2)*(2.90896140555699e-20*fs + 4.03348061205247e-14) - 3.63288856257717e-9)) + Low*(Low*pow(fs,3)*(2.91059026973589e-20*fs + 4.04217698878853e-14) + pow(fs,3)*(-2.91059026973589e-20*fs - 3.31452942135456e-14)) + fs*(pow(fs,2)*(-2.90893231594293e-20*fs - 4.76068062863559e-14) + 4.43208771745852e-9)) + Low*(Low*fs*(pow(fs,2)*(6.40633728004743e-22*fs + 7.36890298119367e-16) - 7.99243476121814e-8) + fs*(pow(fs,2)*(-6.40633728004743e-22*fs - 5.76731866118181e-16) + 6.23409911375015e-8)) + fs*(pow(fs,2)*(-6.40268805078186e-22*fs - 8.95123156643161e-16) + 1.97983185678087e-8) + 3.63292489146279e-6;
b2 = High*(High*(Low*(Low*pow(fs,2)*(4.36592906389448e-20*pow(fs,2) - 1.59847096753395e-10) + pow(fs,2)*(-4.36592906389448e-20*pow(fs,2) + 1.24680735467648e-10)) + pow(fs,2)*(-4.36344210833548e-20*pow(fs,2) + 3.94363054348578e-11)) + Low*(Low*pow(fs,2)*(-4.36588540460384e-20*pow(fs,2) + 1.95011859568175e-10) + pow(fs,2)*(4.36588540460384e-20*pow(fs,2) - 1.59845849946041e-10)) + pow(fs,2)*(4.3633984739144e-20*pow(fs,2) - 4.0374947120995e-11)) + Low*(Low*pow(fs,2)*(-9.60950592007115e-22*pow(fs,2) + 2.0091563609076e-11) + pow(fs,2)*(9.60950592007115e-22*pow(fs,2) - 1.5679233657923e-11)) + pow(fs,2)*(9.60403207617278e-22*pow(fs,2) - 2.10356158832618e-11) + 5.44938733719419e-6;
b3 = High*(High*(Low*(Low*pow(fs,3)*(-2.91061937592965e-20*fs + 3.31455529035902e-14) + pow(fs,3)*(2.91061937592965e-20*fs - 2.58690044637661e-14)) + fs*(pow(fs,2)*(2.90896140555699e-20*fs - 4.03348061205247e-14) + 3.63288856257717e-9)) + Low*(Low*pow(fs,3)*(2.91059026973589e-20*fs - 4.04217698878853e-14) + pow(fs,3)*(-2.91059026973589e-20*fs + 3.31452942135456e-14)) + fs*(pow(fs,2)*(-2.90893231594293e-20*fs + 4.76068062863559e-14) - 4.43208771745852e-9)) + Low*(Low*fs*(pow(fs,2)*(6.40633728004743e-22*fs - 7.36890298119367e-16) + 7.99243476121814e-8) + fs*(pow(fs,2)*(-6.40633728004743e-22*fs + 5.76731866118181e-16) - 6.23409911375015e-8)) + fs*(pow(fs,2)*(-6.40268805078186e-22*fs + 8.95123156643161e-16) - 1.97983185678087e-8) + 3.63292489146279e-6;
b4 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.27654843982413e-21*fs - 1.65727764517951e-14) + 7.99235483766977e-11) + pow(fs,2)*(fs*(-7.27654843982413e-21*fs + 1.29345022318831e-14) - 6.23403677338242e-11)) + fs*(fs*(fs*(-7.27240351389247e-21*fs + 2.01674030602623e-14) - 1.97181527174289e-11) + 1.81644428128858e-9)) + Low*(Low*pow(fs,2)*(fs*(-7.27647567433973e-21*fs + 2.02108849439427e-14) - 9.75059297840874e-11) + pow(fs,2)*(fs*(7.27647567433973e-21*fs - 1.65726471067728e-14) + 7.99229249730203e-11)) + fs*(fs*(fs*(7.27233078985733e-21*fs - 2.3803403143178e-14) + 2.01874735604975e-11) - 2.21604385872926e-9)) + Low*(Low*fs*(fs*(fs*(-1.60158432001186e-22*fs + 3.68445149059683e-16) - 1.0045781804538e-11) + 3.99621738060907e-8) + fs*(fs*(fs*(1.60158432001186e-22*fs - 2.88365933059091e-16) + 7.83961682896149e-12) - 3.11704955687508e-8)) + fs*(fs*(fs*(1.60067201269546e-22*fs - 4.4756157832158e-16) + 1.05178079416309e-11) - 9.89915928390436e-9) + 9.08231222865698e-7;
a0 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.2766212045808e-21*fs + 1.65729421779022e-14) + 7.99243476041882e-11) + pow(fs,2)*(fs*(-8.87747786974867e-21*fs - 2.02189530746631e-14) - 9.75075282470618e-11)) + fs*(fs*(fs*(-7.27249223648803e-21*fs - 1.65294112430321e-14) - 2.13521733098528e-12) - 1.81647043790457e-9)) + Low*(Low*pow(fs,2)*(fs*(-5.67569177320088e-21*fs - 1.29267655517195e-14) - 6.23403677178387e-11) + pow(fs,2)*(fs*(7.2765324298021e-21*fs + 1.6572755996778e-14) + 7.99234498949006e-11)) + fs*(fs*(fs*(5.67247473922159e-21*fs + 1.28928295977734e-14) + 1.66546343765405e-12) + 1.4168345313167e-9)) + Low*(Low*fs*(fs*(fs*(-1.76101705092231e-21*fs - 4.01446934498545e-15) - 2.7629145745247e-11) - 3.99627492556386e-8) + fs*(fs*(fs*(1.79625225831112e-21*fs + 4.09551127915918e-15) + 2.98391404153207e-11) + 4.87544274929785e-8)) + fs*(fs*(fs*(1.7600142784018e-21*fs + 4.00392275737179e-15) + 8.78156559685452e-12) + 1.50724796535871e-9) + 9.08248297481893e-7;
a1 = High*(High*(Low*(Low*pow(fs,3)*(-2.91064848183232e-20*fs - 3.31458843558044e-14) + pow(fs,3)*(3.55099114789947e-20*fs + 4.04379061493262e-14)) + fs*(pow(fs,2)*(2.90899689459521e-20*fs + 3.30588224860642e-14) - 3.63294087580914e-9)) + Low*(Low*pow(fs,3)*(2.27027670928035e-20*fs + 2.5853531103439e-14) + pow(fs,3)*(-2.91061297192084e-20*fs - 3.3145511993556e-14)) + fs*(pow(fs,2)*(-2.26898989568864e-20*fs - 2.57856591955469e-14) + 2.83366906263341e-9)) + Low*(Low*fs*(pow(fs,2)*(7.04406820368923e-21*fs + 8.02893868997089e-15) - 7.99254985112771e-8) + fs*(pow(fs,2)*(-7.18500903324448e-21*fs - 8.19102255831836e-15) + 9.75088549859571e-8)) + fs*(pow(fs,2)*(-7.04005711360719e-21*fs - 8.00784551474358e-15) + 3.01449593071743e-9) + 3.63299318992757e-6;
a2 = High*(High*(Low*(Low*pow(fs,2)*(4.36597272274848e-20*pow(fs,2) - 1.59848695208376e-10) + pow(fs,2)*(-5.3264867218492e-20*pow(fs,2) + 1.95015056494124e-10)) + pow(fs,2)*(-4.36349534189282e-20*pow(fs,2) + 4.27043466197056e-12)) + Low*(Low*pow(fs,2)*(-3.40541506392052e-20*pow(fs,2) + 1.24680735435677e-10) + pow(fs,2)*(4.36591945788126e-20*pow(fs,2) - 1.59846899789801e-10)) + pow(fs,2)*(3.40348484353295e-20*pow(fs,2) - 3.33092687530809e-12)) + Low*(Low*pow(fs,2)*(-1.05661023055338e-20*pow(fs,2) + 5.52582914904939e-11) + pow(fs,2)*(1.07775135498667e-20*pow(fs,2) - 5.96782808306414e-11)) + pow(fs,2)*(1.05600856704108e-20*pow(fs,2) - 1.7563131193709e-11) + 5.44948978489136e-6;
a3 = High*(High*(Low*(Low*pow(fs,3)*(-2.91064848183232e-20*fs + 3.31458843558044e-14) + pow(fs,3)*(3.55099114789947e-20*fs - 4.04379061493262e-14)) + fs*(pow(fs,2)*(2.90899689459521e-20*fs - 3.30588224860642e-14) + 3.63294087580914e-9)) + Low*(Low*pow(fs,3)*(2.27027670928035e-20*fs - 2.5853531103439e-14) + pow(fs,3)*(-2.91061297192084e-20*fs + 3.3145511993556e-14)) + fs*(pow(fs,2)*(-2.26898989568864e-20*fs + 2.57856591955469e-14) - 2.83366906263341e-9)) + Low*(Low*fs*(pow(fs,2)*(7.04406820368923e-21*fs - 8.02893868997089e-15) + 7.99254985112771e-8) + fs*(pow(fs,2)*(-7.18500903324448e-21*fs + 8.19102255831836e-15) - 9.75088549859571e-8)) + fs*(pow(fs,2)*(-7.04005711360719e-21*fs + 8.00784551474358e-15) - 3.01449593071743e-9) + 3.63299318992757e-6;
a4 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.2766212045808e-21*fs - 1.65729421779022e-14) + 7.99243476041882e-11) + pow(fs,2)*(fs*(-8.87747786974867e-21*fs + 2.02189530746631e-14) - 9.75075282470618e-11)) + fs*(fs*(fs*(-7.27249223648803e-21*fs + 1.65294112430321e-14) - 2.13521733098528e-12) + 1.81647043790457e-9)) + Low*(Low*pow(fs,2)*(fs*(-5.67569177320088e-21*fs + 1.29267655517195e-14) - 6.23403677178387e-11) + pow(fs,2)*(fs*(7.2765324298021e-21*fs - 1.6572755996778e-14) + 7.99234498949006e-11)) + fs*(fs*(fs*(5.67247473922159e-21*fs - 1.28928295977734e-14) + 1.66546343765405e-12) - 1.4168345313167e-9)) + Low*(Low*fs*(fs*(fs*(-1.76101705092231e-21*fs + 4.01446934498545e-15) - 2.7629145745247e-11) + 3.99627492556386e-8) + fs*(fs*(fs*(1.79625225831112e-21*fs - 4.09551127915918e-15) + 2.98391404153207e-11) - 4.87544274929785e-8)) + fs*(fs*(fs*(1.7600142784018e-21*fs - 4.00392275737179e-15) + 8.78156559685452e-12) - 1.50724796535871e-9) + 9.08248297481893e-7;
};
p6 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
MidFreq = vslider("MidFreq[name:MidFreq][style:knob]", 0.5, 0, 1, 0.01) : Inverted(1) : LogPot(3) : si.smooth(s);
Middle = vslider("Middle[name:Middle][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = MidFreq*(MidFreq*pow(fs,3)*(fs*(-8.50745535127841e-24*fs - 6.03542364493838e-22) - 2.78801903928758e-21) + pow(fs,2)*(fs*(fs*(fs*(1.59413660419242e-33*fs - 6.51283582428871e-25) - 3.98794778017077e-21) - 3.78333483968283e-19) - 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-1.58889325644614e-33*fs - 9.72217975441437e-26) - 2.0613560670033e-20) + pow(fs,4)*(fs*(-6.99113032836304e-35*fs - 4.27969676664531e-27) - 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(7.01420105844664e-35*fs - 1.21840999977658e-26) - 1.74095101616584e-22) - 4.73252562358157e-18) - 4.70826567683485e-17) - 1.17123972411678e-16);
b1 = MidFreq*(MidFreq*pow(fs,4)*(3.40298214051137e-23*fs + 1.20708472898768e-21) + pow(fs,2)*(pow(fs,2)*(fs*(-9.5648196251545e-33*fs + 2.60513432971549e-24) + 7.97589556034154e-21) - 3.56525372021147e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs + 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs + 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-4.20852063506798e-34*fs + 4.87363999910633e-26) + 3.48190203233167e-22) - 9.4165313536697e-17) - 4.68495889646711e-16);
b2 = MidFreq*(MidFreq*pow(fs,3)*(fs*(-4.25372767563921e-23*fs + 6.03542364493838e-22) + 8.36405711786274e-21) + pow(fs,2)*(fs*(fs*(fs*(2.39120490628863e-32*fs - 3.25641791214436e-24) + 3.98794778017077e-21) + 1.13500045190485e-18) + 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-2.38333988466922e-32*fs - 4.86108987720719e-25) + 2.0613560670033e-20) + pow(fs,4)*(fs*(-1.04866954925446e-33*fs - 2.13984838332265e-26) + 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(1.052130158767e-33*fs - 6.09204999888292e-26) + 1.74095101616584e-22) + 1.41975768707447e-17) + 4.70826567683485e-17) - 5.85619862058389e-16);
b3 = MidFreq*(-2.41416945797535e-21*MidFreq*pow(fs,4) + pow(fs,2)*(pow(fs,2)*(-3.18827320838483e-32*pow(fs,2) - 1.59517911206831e-20) + 7.13050744042295e-18)) + Middle*(MidFreq*pow(fs,4)*(3.17778651289229e-32*pow(fs,2) - 8.24542426801321e-20) + pow(fs,4)*(1.39822606567261e-33*pow(fs,2) - 3.62963576277941e-21)) + pow(fs,2)*(pow(fs,2)*(-1.40284021168933e-33*pow(fs,2) - 6.96380406466334e-22) + 1.88330627073394e-16);
b4 = MidFreq*(MidFreq*pow(fs,3)*(fs*(4.25372767563921e-23*fs + 6.03542364493838e-22) - 8.36405711786274e-21) + pow(fs,2)*(fs*(fs*(fs*(2.39120490628863e-32*fs + 3.25641791214436e-24) + 3.98794778017077e-21) - 1.13500045190485e-18) + 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-2.38333988466922e-32*fs + 4.86108987720719e-25) + 2.0613560670033e-20) + pow(fs,4)*(fs*(-1.04866954925446e-33*fs + 2.13984838332265e-26) + 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(1.052130158767e-33*fs + 6.09204999888292e-26) + 1.74095101616584e-22) - 1.41975768707447e-17) + 4.70826567683485e-17) + 5.85619862058389e-16);
b5 = MidFreq*(MidFreq*pow(fs,4)*(-3.40298214051137e-23*fs + 1.20708472898768e-21) + pow(fs,2)*(pow(fs,2)*(fs*(-9.5648196251545e-33*fs - 2.60513432971549e-24) + 7.97589556034154e-21) - 3.56525372021147e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs - 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs - 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-4.20852063506798e-34*fs - 4.87363999910633e-26) + 3.48190203233167e-22) - 9.4165313536697e-17) + 4.68495889646711e-16);
b6 = MidFreq*(MidFreq*pow(fs,3)*(fs*(8.50745535127841e-24*fs - 6.03542364493838e-22) + 2.78801903928758e-21) + pow(fs,2)*(fs*(fs*(fs*(1.59413660419242e-33*fs + 6.51283582428871e-25) - 3.98794778017077e-21) + 3.78333483968283e-19) - 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-1.58889325644614e-33*fs + 9.72217975441437e-26) - 2.0613560670033e-20) + pow(fs,4)*(fs*(-6.99113032836304e-35*fs + 4.27969676664531e-27) - 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(7.01420105844664e-35*fs + 1.21840999977658e-26) - 1.74095101616584e-22) + 4.73252562358157e-18) - 4.70826567683485e-17) + 1.17123972411678e-16);
a0 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(7.99710830561595e-29*fs + 8.5145900624638e-24) + 7.78694052465638e-22) + 1.47852197219515e-20) + 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(7.03904948565599e-30*fs + 9.80535079572056e-25) + 2.46246374242121e-20) + 7.75550855077932e-19) + 9.92126976603426e-18) + 1.89643533262912e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-1.58889325644614e-33*fs - 9.72217975441437e-26) - 2.0613560670033e-20) + 1.0184476711071e-33) + pow(fs,3)*(fs*(fs*(-6.99113032836304e-35*fs - 4.27969676664531e-27) - 9.07408940694853e-22) + 4.48320664821347e-35)) + fs*(fs*(fs*(fs*(fs*(1.54894160572139e-31*fs + 2.66612412581844e-26) + 1.12651252649031e-21) + 4.75123392465829e-18) + 1.44468636894667e-16) + 8.52275112210641e-16) + 1.24601533024252e-15;
a1 = MidFreq*(MidFreq*pow(fs,2)*(pow(fs,2)*(fs*(-4.79826498336957e-28*fs - 3.40583602498552e-23) - 1.55738810493128e-21) + 5.9320297842186e-20) + fs*(fs*(pow(fs,2)*(fs*(-4.2234296913936e-29*fs - 3.92214031828822e-24) - 4.92492748484242e-20) + 1.98425395320685e-17) + 7.58574133051647e-17)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs + 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs + 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-9.29364963432833e-31*fs - 1.06644965032738e-25) - 2.25302505298062e-21) + 2.88937273789334e-16) + 3.40910044884256e-15) + 7.47609198145513e-15;
a2 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(1.19956624584239e-27*fs + 4.2572950312319e-23) - 7.78694052465638e-22) - 4.43556591658545e-20) - 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(1.0558574228484e-28*fs + 4.90267539786028e-24) - 2.46246374242121e-20) - 2.3266525652338e-18) - 9.92126976603426e-18) + 9.48217666314559e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-2.38333988466922e-32*fs - 4.86108987720719e-25) + 2.0613560670033e-20) - 3.05534301332131e-33) + pow(fs,3)*(fs*(fs*(-1.04866954925446e-33*fs - 2.13984838332265e-26) + 9.07408940694853e-22) - 1.34496199446404e-34)) + fs*(fs*(fs*(fs*(fs*(2.32341240858208e-30*fs + 1.33306206290922e-25) - 1.12651252649031e-21) - 1.42537017739749e-17) - 1.44468636894667e-16) + 4.2613755610532e-15) + 1.86902299536378e-14;
a3 = MidFreq*(MidFreq*pow(fs,2)*(pow(fs,2)*(-1.59942166112319e-27*pow(fs,2) + 3.11477620986255e-21) - 1.18640595684372e-19) + pow(fs,2)*(pow(fs,2)*(-1.4078098971312e-28*pow(fs,2) + 9.84985496968484e-20) - 3.9685079064137e-17)) + Middle*(MidFreq*pow(fs,4)*(3.17778651289229e-32*pow(fs,2) - 8.24542426801321e-20) + pow(fs,4)*(1.39822606567261e-33*pow(fs,2) - 3.62963576277941e-21)) + pow(fs,2)*(pow(fs,2)*(-3.09788321144278e-30*pow(fs,2) + 4.50605010596125e-21) - 5.77874547578669e-16) + 2.49203066048504e-14;
a4 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(1.19956624584239e-27*fs - 4.2572950312319e-23) - 7.78694052465638e-22) + 4.43556591658545e-20) - 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(1.0558574228484e-28*fs - 4.90267539786028e-24) - 2.46246374242121e-20) + 2.3266525652338e-18) - 9.92126976603426e-18) - 9.48217666314559e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-2.38333988466922e-32*fs + 4.86108987720719e-25) + 2.0613560670033e-20) + 3.05534301332131e-33) + pow(fs,3)*(fs*(fs*(-1.04866954925446e-33*fs + 2.13984838332265e-26) + 9.07408940694853e-22) + 1.34496199446404e-34)) + fs*(fs*(fs*(fs*(fs*(2.32341240858208e-30*fs - 1.33306206290922e-25) - 1.12651252649031e-21) + 1.42537017739749e-17) - 1.44468636894667e-16) - 4.2613755610532e-15) + 1.86902299536378e-14;
a5 = MidFreq*(MidFreq*pow(fs,2)*(pow(fs,2)*(fs*(-4.79826498336957e-28*fs + 3.40583602498552e-23) - 1.55738810493128e-21) + 5.9320297842186e-20) + fs*(fs*(pow(fs,2)*(fs*(-4.2234296913936e-29*fs + 3.92214031828822e-24) - 4.92492748484242e-20) + 1.98425395320685e-17) - 7.58574133051647e-17)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs - 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs - 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-9.29364963432833e-31*fs + 1.06644965032738e-25) - 2.25302505298062e-21) + 2.88937273789334e-16) - 3.40910044884256e-15) + 7.47609198145513e-15;
a6 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(7.99710830561595e-29*fs - 8.5145900624638e-24) + 7.78694052465638e-22) - 1.47852197219515e-20) + 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(7.03904948565599e-30*fs - 9.80535079572056e-25) + 2.46246374242121e-20) - 7.75550855077932e-19) + 9.92126976603426e-18) - 1.89643533262912e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-1.58889325644614e-33*fs + 9.72217975441437e-26) - 2.0613560670033e-20) - 1.0184476711071e-33) + pow(fs,3)*(fs*(fs*(-6.99113032836304e-35*fs + 4.27969676664531e-27) - 9.07408940694853e-22) - 4.48320664821347e-35)) + fs*(fs*(fs*(fs*(fs*(1.54894160572139e-31*fs - 2.66612412581844e-26) + 1.12651252649031e-21) - 4.75123392465829e-18) + 1.44468636894667e-16) - 8.52275112210641e-16) + 1.24601533024252e-15;
};
p7 = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Level = vslider("Level[name:Level][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = 3.8263106690977e-10*Level*pow(fs,2);
b1 = -7.65262133819539e-10*Level*pow(fs,2);
b2 = 3.8263106690977e-10*Level*pow(fs,2);
a0 = Level*(Level*fs*(-1.94205568898967e-10*fs - 9.69714192020253e-11) + fs*(1.94205568898967e-10*fs + 9.69714192020253e-11)) + fs*(3.8546782189863e-10*fs + 3.86810536439698e-10) + 9.69714192020253e-11;
a1 = Level*(3.88411137797935e-10*Level*pow(fs,2) - 3.88411137797935e-10*pow(fs,2)) - 7.7093564379726e-10*pow(fs,2) + 1.93942838404051e-10;
a2 = Level*(Level*fs*(-1.94205568898967e-10*fs + 9.69714192020253e-11) + fs*(1.94205568898967e-10*fs - 9.69714192020253e-11)) + fs*(3.8546782189863e-10*fs - 3.86810536439698e-10) + 9.69714192020253e-11;
};
process = p3 : p4 : p5 : p6 : p7;
| https://raw.githubusercontent.com/brummer10/MetalTone/610736038723c8470962a4d862943e9a8c8aecab/MetalTone/metaltone_post.dsp | faust | ******************************************************************************
**************************** File generated by *********************************
********************************************************************************
./build-plug.py -i MetalZone.sch -b
******************************************************************************
generated automatically
DO NOT MODIFY! |
declare id "metalzone";
declare name "metalzone";
declare category "Extern";
declare shortname "metalzone";
declare description "metalzone";
import("stdfaust.lib");
p3 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(fs*(fs*(fs*(9.44166524782917e-31*fs + 3.47874807701104e-24) + 9.42324983049416e-20) + 7.20586689015013e-16) + 1.5402082244362e-13) + 6.67432573373632e-11);
b1 = fs*(fs*(pow(fs,2)*(fs*(-5.6649991486975e-30*fs - 1.39149923080442e-23) - 1.88464996609883e-19) + 3.08041644887241e-13) + 2.66973029349453e-10);
b2 = fs*(fs*(fs*(fs*(fs*(1.41624978717438e-29*fs + 1.73937403850552e-23) - 9.42324983049416e-20) - 2.16176006704504e-15) - 1.5402082244362e-13) + 3.33716286686816e-10);
b3 = pow(fs,2)*(pow(fs,2)*(-1.88833304956583e-29*pow(fs,2) + 3.76929993219766e-19) - 6.16083289774482e-13);
b4 = fs*(fs*(fs*(fs*(fs*(1.41624978717438e-29*fs - 1.73937403850552e-23) - 9.42324983049416e-20) + 2.16176006704504e-15) - 1.5402082244362e-13) - 3.33716286686816e-10);
b5 = fs*(fs*(pow(fs,2)*(fs*(-5.6649991486975e-30*fs + 1.39149923080442e-23) - 1.88464996609883e-19) + 3.08041644887241e-13) - 2.66973029349453e-10);
b6 = fs*(fs*(fs*(fs*(fs*(9.44166524782917e-31*fs - 3.47874807701104e-24) + 9.42324983049416e-20) - 7.20586689015013e-16) + 1.5402082244362e-13) - 6.67432573373632e-11);
a0 = fs*(fs*(fs*(fs*(fs*(9.44178363793602e-31*fs + 3.05164021419149e-24) + 2.55561788812715e-20) + 6.78999193907624e-16) + 5.38983190449059e-14) + 6.69966140468255e-11) + 3.33720471194168e-10;
a1 = fs*(fs*(pow(fs,2)*(fs*(-5.66507018276161e-30*fs - 1.2206560856766e-23) - 5.11123577625429e-20) + 1.07796638089812e-13) + 2.67986456187302e-10) + 2.00232282716501e-9;
a2 = fs*(fs*(fs*(fs*(fs*(1.4162675456904e-29*fs + 1.52582010709574e-23) - 2.55561788812715e-20) - 2.03699758172287e-15) - 5.38983190449059e-14) + 3.34983070234128e-10) + 5.00580706791252e-9;
a3 = pow(fs,2)*(pow(fs,2)*(-1.8883567275872e-29*pow(fs,2) + 1.02224715525086e-19) - 2.15593276179624e-13) + 6.67440942388336e-9;
a4 = fs*(fs*(fs*(fs*(fs*(1.4162675456904e-29*fs - 1.52582010709574e-23) - 2.55561788812715e-20) + 2.03699758172287e-15) - 5.38983190449059e-14) - 3.34983070234128e-10) + 5.00580706791252e-9;
a5 = fs*(fs*(pow(fs,2)*(fs*(-5.66507018276161e-30*fs + 1.2206560856766e-23) - 5.11123577625429e-20) + 1.07796638089812e-13) - 2.67986456187302e-10) + 2.00232282716501e-9;
a6 = fs*(fs*(fs*(fs*(fs*(9.44178363793602e-31*fs - 3.05164021419149e-24) + 2.55561788812715e-20) - 6.78999193907624e-16) + 5.38983190449059e-14) - 6.69966140468255e-11) + 3.33720471194168e-10;
};
p4 = pre : fi.iir((b0/a0,b1/a0),(a1/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = -0.979214847738530;
b1 = -0.979214847738530;
a0 = 4.30877203236301e-7*fs + 0.979317894244658;
a1 = -4.30877203236301e-7*fs + 0.979317894244658;
};
p5 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Low = vslider("Low[name:Low][style:knob]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
High = vslider("High[name:High][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.27654843982413e-21*fs + 1.65727764517951e-14) + 7.99235483766977e-11) + pow(fs,2)*(fs*(-7.27654843982413e-21*fs - 1.29345022318831e-14) - 6.23403677338242e-11)) + fs*(fs*(fs*(-7.27240351389247e-21*fs - 2.01674030602623e-14) - 1.97181527174289e-11) - 1.81644428128858e-9)) + Low*(Low*pow(fs,2)*(fs*(-7.27647567433973e-21*fs - 2.02108849439427e-14) - 9.75059297840874e-11) + pow(fs,2)*(fs*(7.27647567433973e-21*fs + 1.65726471067728e-14) + 7.99229249730203e-11)) + fs*(fs*(fs*(7.27233078985733e-21*fs + 2.3803403143178e-14) + 2.01874735604975e-11) + 2.21604385872926e-9)) + Low*(Low*fs*(fs*(fs*(-1.60158432001186e-22*fs - 3.68445149059683e-16) - 1.0045781804538e-11) - 3.99621738060907e-8) + fs*(fs*(fs*(1.60158432001186e-22*fs + 2.88365933059091e-16) + 7.83961682896149e-12) + 3.11704955687508e-8)) + fs*(fs*(fs*(1.60067201269546e-22*fs + 4.4756157832158e-16) + 1.05178079416309e-11) + 9.89915928390436e-9) + 9.08231222865698e-7;
b1 = High*(High*(Low*(Low*pow(fs,3)*(-2.91061937592965e-20*fs - 3.31455529035902e-14) + pow(fs,3)*(2.91061937592965e-20*fs + 2.58690044637661e-14)) + fs*(pow(fs,2)*(2.90896140555699e-20*fs + 4.03348061205247e-14) - 3.63288856257717e-9)) + Low*(Low*pow(fs,3)*(2.91059026973589e-20*fs + 4.04217698878853e-14) + pow(fs,3)*(-2.91059026973589e-20*fs - 3.31452942135456e-14)) + fs*(pow(fs,2)*(-2.90893231594293e-20*fs - 4.76068062863559e-14) + 4.43208771745852e-9)) + Low*(Low*fs*(pow(fs,2)*(6.40633728004743e-22*fs + 7.36890298119367e-16) - 7.99243476121814e-8) + fs*(pow(fs,2)*(-6.40633728004743e-22*fs - 5.76731866118181e-16) + 6.23409911375015e-8)) + fs*(pow(fs,2)*(-6.40268805078186e-22*fs - 8.95123156643161e-16) + 1.97983185678087e-8) + 3.63292489146279e-6;
b2 = High*(High*(Low*(Low*pow(fs,2)*(4.36592906389448e-20*pow(fs,2) - 1.59847096753395e-10) + pow(fs,2)*(-4.36592906389448e-20*pow(fs,2) + 1.24680735467648e-10)) + pow(fs,2)*(-4.36344210833548e-20*pow(fs,2) + 3.94363054348578e-11)) + Low*(Low*pow(fs,2)*(-4.36588540460384e-20*pow(fs,2) + 1.95011859568175e-10) + pow(fs,2)*(4.36588540460384e-20*pow(fs,2) - 1.59845849946041e-10)) + pow(fs,2)*(4.3633984739144e-20*pow(fs,2) - 4.0374947120995e-11)) + Low*(Low*pow(fs,2)*(-9.60950592007115e-22*pow(fs,2) + 2.0091563609076e-11) + pow(fs,2)*(9.60950592007115e-22*pow(fs,2) - 1.5679233657923e-11)) + pow(fs,2)*(9.60403207617278e-22*pow(fs,2) - 2.10356158832618e-11) + 5.44938733719419e-6;
b3 = High*(High*(Low*(Low*pow(fs,3)*(-2.91061937592965e-20*fs + 3.31455529035902e-14) + pow(fs,3)*(2.91061937592965e-20*fs - 2.58690044637661e-14)) + fs*(pow(fs,2)*(2.90896140555699e-20*fs - 4.03348061205247e-14) + 3.63288856257717e-9)) + Low*(Low*pow(fs,3)*(2.91059026973589e-20*fs - 4.04217698878853e-14) + pow(fs,3)*(-2.91059026973589e-20*fs + 3.31452942135456e-14)) + fs*(pow(fs,2)*(-2.90893231594293e-20*fs + 4.76068062863559e-14) - 4.43208771745852e-9)) + Low*(Low*fs*(pow(fs,2)*(6.40633728004743e-22*fs - 7.36890298119367e-16) + 7.99243476121814e-8) + fs*(pow(fs,2)*(-6.40633728004743e-22*fs + 5.76731866118181e-16) - 6.23409911375015e-8)) + fs*(pow(fs,2)*(-6.40268805078186e-22*fs + 8.95123156643161e-16) - 1.97983185678087e-8) + 3.63292489146279e-6;
b4 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.27654843982413e-21*fs - 1.65727764517951e-14) + 7.99235483766977e-11) + pow(fs,2)*(fs*(-7.27654843982413e-21*fs + 1.29345022318831e-14) - 6.23403677338242e-11)) + fs*(fs*(fs*(-7.27240351389247e-21*fs + 2.01674030602623e-14) - 1.97181527174289e-11) + 1.81644428128858e-9)) + Low*(Low*pow(fs,2)*(fs*(-7.27647567433973e-21*fs + 2.02108849439427e-14) - 9.75059297840874e-11) + pow(fs,2)*(fs*(7.27647567433973e-21*fs - 1.65726471067728e-14) + 7.99229249730203e-11)) + fs*(fs*(fs*(7.27233078985733e-21*fs - 2.3803403143178e-14) + 2.01874735604975e-11) - 2.21604385872926e-9)) + Low*(Low*fs*(fs*(fs*(-1.60158432001186e-22*fs + 3.68445149059683e-16) - 1.0045781804538e-11) + 3.99621738060907e-8) + fs*(fs*(fs*(1.60158432001186e-22*fs - 2.88365933059091e-16) + 7.83961682896149e-12) - 3.11704955687508e-8)) + fs*(fs*(fs*(1.60067201269546e-22*fs - 4.4756157832158e-16) + 1.05178079416309e-11) - 9.89915928390436e-9) + 9.08231222865698e-7;
a0 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.2766212045808e-21*fs + 1.65729421779022e-14) + 7.99243476041882e-11) + pow(fs,2)*(fs*(-8.87747786974867e-21*fs - 2.02189530746631e-14) - 9.75075282470618e-11)) + fs*(fs*(fs*(-7.27249223648803e-21*fs - 1.65294112430321e-14) - 2.13521733098528e-12) - 1.81647043790457e-9)) + Low*(Low*pow(fs,2)*(fs*(-5.67569177320088e-21*fs - 1.29267655517195e-14) - 6.23403677178387e-11) + pow(fs,2)*(fs*(7.2765324298021e-21*fs + 1.6572755996778e-14) + 7.99234498949006e-11)) + fs*(fs*(fs*(5.67247473922159e-21*fs + 1.28928295977734e-14) + 1.66546343765405e-12) + 1.4168345313167e-9)) + Low*(Low*fs*(fs*(fs*(-1.76101705092231e-21*fs - 4.01446934498545e-15) - 2.7629145745247e-11) - 3.99627492556386e-8) + fs*(fs*(fs*(1.79625225831112e-21*fs + 4.09551127915918e-15) + 2.98391404153207e-11) + 4.87544274929785e-8)) + fs*(fs*(fs*(1.7600142784018e-21*fs + 4.00392275737179e-15) + 8.78156559685452e-12) + 1.50724796535871e-9) + 9.08248297481893e-7;
a1 = High*(High*(Low*(Low*pow(fs,3)*(-2.91064848183232e-20*fs - 3.31458843558044e-14) + pow(fs,3)*(3.55099114789947e-20*fs + 4.04379061493262e-14)) + fs*(pow(fs,2)*(2.90899689459521e-20*fs + 3.30588224860642e-14) - 3.63294087580914e-9)) + Low*(Low*pow(fs,3)*(2.27027670928035e-20*fs + 2.5853531103439e-14) + pow(fs,3)*(-2.91061297192084e-20*fs - 3.3145511993556e-14)) + fs*(pow(fs,2)*(-2.26898989568864e-20*fs - 2.57856591955469e-14) + 2.83366906263341e-9)) + Low*(Low*fs*(pow(fs,2)*(7.04406820368923e-21*fs + 8.02893868997089e-15) - 7.99254985112771e-8) + fs*(pow(fs,2)*(-7.18500903324448e-21*fs - 8.19102255831836e-15) + 9.75088549859571e-8)) + fs*(pow(fs,2)*(-7.04005711360719e-21*fs - 8.00784551474358e-15) + 3.01449593071743e-9) + 3.63299318992757e-6;
a2 = High*(High*(Low*(Low*pow(fs,2)*(4.36597272274848e-20*pow(fs,2) - 1.59848695208376e-10) + pow(fs,2)*(-5.3264867218492e-20*pow(fs,2) + 1.95015056494124e-10)) + pow(fs,2)*(-4.36349534189282e-20*pow(fs,2) + 4.27043466197056e-12)) + Low*(Low*pow(fs,2)*(-3.40541506392052e-20*pow(fs,2) + 1.24680735435677e-10) + pow(fs,2)*(4.36591945788126e-20*pow(fs,2) - 1.59846899789801e-10)) + pow(fs,2)*(3.40348484353295e-20*pow(fs,2) - 3.33092687530809e-12)) + Low*(Low*pow(fs,2)*(-1.05661023055338e-20*pow(fs,2) + 5.52582914904939e-11) + pow(fs,2)*(1.07775135498667e-20*pow(fs,2) - 5.96782808306414e-11)) + pow(fs,2)*(1.05600856704108e-20*pow(fs,2) - 1.7563131193709e-11) + 5.44948978489136e-6;
a3 = High*(High*(Low*(Low*pow(fs,3)*(-2.91064848183232e-20*fs + 3.31458843558044e-14) + pow(fs,3)*(3.55099114789947e-20*fs - 4.04379061493262e-14)) + fs*(pow(fs,2)*(2.90899689459521e-20*fs - 3.30588224860642e-14) + 3.63294087580914e-9)) + Low*(Low*pow(fs,3)*(2.27027670928035e-20*fs - 2.5853531103439e-14) + pow(fs,3)*(-2.91061297192084e-20*fs + 3.3145511993556e-14)) + fs*(pow(fs,2)*(-2.26898989568864e-20*fs + 2.57856591955469e-14) - 2.83366906263341e-9)) + Low*(Low*fs*(pow(fs,2)*(7.04406820368923e-21*fs - 8.02893868997089e-15) + 7.99254985112771e-8) + fs*(pow(fs,2)*(-7.18500903324448e-21*fs + 8.19102255831836e-15) - 9.75088549859571e-8)) + fs*(pow(fs,2)*(-7.04005711360719e-21*fs + 8.00784551474358e-15) - 3.01449593071743e-9) + 3.63299318992757e-6;
a4 = High*(High*(Low*(Low*pow(fs,2)*(fs*(7.2766212045808e-21*fs - 1.65729421779022e-14) + 7.99243476041882e-11) + pow(fs,2)*(fs*(-8.87747786974867e-21*fs + 2.02189530746631e-14) - 9.75075282470618e-11)) + fs*(fs*(fs*(-7.27249223648803e-21*fs + 1.65294112430321e-14) - 2.13521733098528e-12) + 1.81647043790457e-9)) + Low*(Low*pow(fs,2)*(fs*(-5.67569177320088e-21*fs + 1.29267655517195e-14) - 6.23403677178387e-11) + pow(fs,2)*(fs*(7.2765324298021e-21*fs - 1.6572755996778e-14) + 7.99234498949006e-11)) + fs*(fs*(fs*(5.67247473922159e-21*fs - 1.28928295977734e-14) + 1.66546343765405e-12) - 1.4168345313167e-9)) + Low*(Low*fs*(fs*(fs*(-1.76101705092231e-21*fs + 4.01446934498545e-15) - 2.7629145745247e-11) + 3.99627492556386e-8) + fs*(fs*(fs*(1.79625225831112e-21*fs - 4.09551127915918e-15) + 2.98391404153207e-11) - 4.87544274929785e-8)) + fs*(fs*(fs*(1.7600142784018e-21*fs - 4.00392275737179e-15) + 8.78156559685452e-12) - 1.50724796535871e-9) + 9.08248297481893e-7;
};
p6 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
MidFreq = vslider("MidFreq[name:MidFreq][style:knob]", 0.5, 0, 1, 0.01) : Inverted(1) : LogPot(3) : si.smooth(s);
Middle = vslider("Middle[name:Middle][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = MidFreq*(MidFreq*pow(fs,3)*(fs*(-8.50745535127841e-24*fs - 6.03542364493838e-22) - 2.78801903928758e-21) + pow(fs,2)*(fs*(fs*(fs*(1.59413660419242e-33*fs - 6.51283582428871e-25) - 3.98794778017077e-21) - 3.78333483968283e-19) - 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-1.58889325644614e-33*fs - 9.72217975441437e-26) - 2.0613560670033e-20) + pow(fs,4)*(fs*(-6.99113032836304e-35*fs - 4.27969676664531e-27) - 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(7.01420105844664e-35*fs - 1.21840999977658e-26) - 1.74095101616584e-22) - 4.73252562358157e-18) - 4.70826567683485e-17) - 1.17123972411678e-16);
b1 = MidFreq*(MidFreq*pow(fs,4)*(3.40298214051137e-23*fs + 1.20708472898768e-21) + pow(fs,2)*(pow(fs,2)*(fs*(-9.5648196251545e-33*fs + 2.60513432971549e-24) + 7.97589556034154e-21) - 3.56525372021147e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs + 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs + 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-4.20852063506798e-34*fs + 4.87363999910633e-26) + 3.48190203233167e-22) - 9.4165313536697e-17) - 4.68495889646711e-16);
b2 = MidFreq*(MidFreq*pow(fs,3)*(fs*(-4.25372767563921e-23*fs + 6.03542364493838e-22) + 8.36405711786274e-21) + pow(fs,2)*(fs*(fs*(fs*(2.39120490628863e-32*fs - 3.25641791214436e-24) + 3.98794778017077e-21) + 1.13500045190485e-18) + 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-2.38333988466922e-32*fs - 4.86108987720719e-25) + 2.0613560670033e-20) + pow(fs,4)*(fs*(-1.04866954925446e-33*fs - 2.13984838332265e-26) + 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(1.052130158767e-33*fs - 6.09204999888292e-26) + 1.74095101616584e-22) + 1.41975768707447e-17) + 4.70826567683485e-17) - 5.85619862058389e-16);
b3 = MidFreq*(-2.41416945797535e-21*MidFreq*pow(fs,4) + pow(fs,2)*(pow(fs,2)*(-3.18827320838483e-32*pow(fs,2) - 1.59517911206831e-20) + 7.13050744042295e-18)) + Middle*(MidFreq*pow(fs,4)*(3.17778651289229e-32*pow(fs,2) - 8.24542426801321e-20) + pow(fs,4)*(1.39822606567261e-33*pow(fs,2) - 3.62963576277941e-21)) + pow(fs,2)*(pow(fs,2)*(-1.40284021168933e-33*pow(fs,2) - 6.96380406466334e-22) + 1.88330627073394e-16);
b4 = MidFreq*(MidFreq*pow(fs,3)*(fs*(4.25372767563921e-23*fs + 6.03542364493838e-22) - 8.36405711786274e-21) + pow(fs,2)*(fs*(fs*(fs*(2.39120490628863e-32*fs + 3.25641791214436e-24) + 3.98794778017077e-21) - 1.13500045190485e-18) + 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-2.38333988466922e-32*fs + 4.86108987720719e-25) + 2.0613560670033e-20) + pow(fs,4)*(fs*(-1.04866954925446e-33*fs + 2.13984838332265e-26) + 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(1.052130158767e-33*fs + 6.09204999888292e-26) + 1.74095101616584e-22) - 1.41975768707447e-17) + 4.70826567683485e-17) + 5.85619862058389e-16);
b5 = MidFreq*(MidFreq*pow(fs,4)*(-3.40298214051137e-23*fs + 1.20708472898768e-21) + pow(fs,2)*(pow(fs,2)*(fs*(-9.5648196251545e-33*fs - 2.60513432971549e-24) + 7.97589556034154e-21) - 3.56525372021147e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs - 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs - 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-4.20852063506798e-34*fs - 4.87363999910633e-26) + 3.48190203233167e-22) - 9.4165313536697e-17) + 4.68495889646711e-16);
b6 = MidFreq*(MidFreq*pow(fs,3)*(fs*(8.50745535127841e-24*fs - 6.03542364493838e-22) + 2.78801903928758e-21) + pow(fs,2)*(fs*(fs*(fs*(1.59413660419242e-33*fs + 6.51283582428871e-25) - 3.98794778017077e-21) + 3.78333483968283e-19) - 1.78262686010574e-18)) + Middle*(MidFreq*pow(fs,4)*(fs*(-1.58889325644614e-33*fs + 9.72217975441437e-26) - 2.0613560670033e-20) + pow(fs,4)*(fs*(-6.99113032836304e-35*fs + 4.27969676664531e-27) - 9.07408940694853e-22)) + fs*(fs*(fs*(fs*(fs*(7.01420105844664e-35*fs + 1.21840999977658e-26) - 1.74095101616584e-22) + 4.73252562358157e-18) - 4.70826567683485e-17) + 1.17123972411678e-16);
a0 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(7.99710830561595e-29*fs + 8.5145900624638e-24) + 7.78694052465638e-22) + 1.47852197219515e-20) + 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(7.03904948565599e-30*fs + 9.80535079572056e-25) + 2.46246374242121e-20) + 7.75550855077932e-19) + 9.92126976603426e-18) + 1.89643533262912e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-1.58889325644614e-33*fs - 9.72217975441437e-26) - 2.0613560670033e-20) + 1.0184476711071e-33) + pow(fs,3)*(fs*(fs*(-6.99113032836304e-35*fs - 4.27969676664531e-27) - 9.07408940694853e-22) + 4.48320664821347e-35)) + fs*(fs*(fs*(fs*(fs*(1.54894160572139e-31*fs + 2.66612412581844e-26) + 1.12651252649031e-21) + 4.75123392465829e-18) + 1.44468636894667e-16) + 8.52275112210641e-16) + 1.24601533024252e-15;
a1 = MidFreq*(MidFreq*pow(fs,2)*(pow(fs,2)*(fs*(-4.79826498336957e-28*fs - 3.40583602498552e-23) - 1.55738810493128e-21) + 5.9320297842186e-20) + fs*(fs*(pow(fs,2)*(fs*(-4.2234296913936e-29*fs - 3.92214031828822e-24) - 4.92492748484242e-20) + 1.98425395320685e-17) + 7.58574133051647e-17)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs + 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs + 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-9.29364963432833e-31*fs - 1.06644965032738e-25) - 2.25302505298062e-21) + 2.88937273789334e-16) + 3.40910044884256e-15) + 7.47609198145513e-15;
a2 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(1.19956624584239e-27*fs + 4.2572950312319e-23) - 7.78694052465638e-22) - 4.43556591658545e-20) - 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(1.0558574228484e-28*fs + 4.90267539786028e-24) - 2.46246374242121e-20) - 2.3266525652338e-18) - 9.92126976603426e-18) + 9.48217666314559e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-2.38333988466922e-32*fs - 4.86108987720719e-25) + 2.0613560670033e-20) - 3.05534301332131e-33) + pow(fs,3)*(fs*(fs*(-1.04866954925446e-33*fs - 2.13984838332265e-26) + 9.07408940694853e-22) - 1.34496199446404e-34)) + fs*(fs*(fs*(fs*(fs*(2.32341240858208e-30*fs + 1.33306206290922e-25) - 1.12651252649031e-21) - 1.42537017739749e-17) - 1.44468636894667e-16) + 4.2613755610532e-15) + 1.86902299536378e-14;
a3 = MidFreq*(MidFreq*pow(fs,2)*(pow(fs,2)*(-1.59942166112319e-27*pow(fs,2) + 3.11477620986255e-21) - 1.18640595684372e-19) + pow(fs,2)*(pow(fs,2)*(-1.4078098971312e-28*pow(fs,2) + 9.84985496968484e-20) - 3.9685079064137e-17)) + Middle*(MidFreq*pow(fs,4)*(3.17778651289229e-32*pow(fs,2) - 8.24542426801321e-20) + pow(fs,4)*(1.39822606567261e-33*pow(fs,2) - 3.62963576277941e-21)) + pow(fs,2)*(pow(fs,2)*(-3.09788321144278e-30*pow(fs,2) + 4.50605010596125e-21) - 5.77874547578669e-16) + 2.49203066048504e-14;
a4 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(1.19956624584239e-27*fs - 4.2572950312319e-23) - 7.78694052465638e-22) + 4.43556591658545e-20) - 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(1.0558574228484e-28*fs - 4.90267539786028e-24) - 2.46246374242121e-20) + 2.3266525652338e-18) - 9.92126976603426e-18) - 9.48217666314559e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-2.38333988466922e-32*fs + 4.86108987720719e-25) + 2.0613560670033e-20) + 3.05534301332131e-33) + pow(fs,3)*(fs*(fs*(-1.04866954925446e-33*fs + 2.13984838332265e-26) + 9.07408940694853e-22) + 1.34496199446404e-34)) + fs*(fs*(fs*(fs*(fs*(2.32341240858208e-30*fs - 1.33306206290922e-25) - 1.12651252649031e-21) + 1.42537017739749e-17) - 1.44468636894667e-16) - 4.2613755610532e-15) + 1.86902299536378e-14;
a5 = MidFreq*(MidFreq*pow(fs,2)*(pow(fs,2)*(fs*(-4.79826498336957e-28*fs + 3.40583602498552e-23) - 1.55738810493128e-21) + 5.9320297842186e-20) + fs*(fs*(pow(fs,2)*(fs*(-4.2234296913936e-29*fs + 3.92214031828822e-24) - 4.92492748484242e-20) + 1.98425395320685e-17) - 7.58574133051647e-17)) + Middle*(MidFreq*pow(fs,4)*(fs*(9.53335953867687e-33*fs - 3.88887190176575e-25) + 4.1227121340066e-20) + pow(fs,4)*(fs*(4.19467819701782e-34*fs - 1.71187870665812e-26) + 1.81481788138971e-21)) + fs*(fs*(pow(fs,2)*(fs*(-9.29364963432833e-31*fs + 1.06644965032738e-25) - 2.25302505298062e-21) + 2.88937273789334e-16) - 3.40910044884256e-15) + 7.47609198145513e-15;
a6 = MidFreq*(MidFreq*pow(fs,2)*(fs*(fs*(fs*(7.99710830561595e-29*fs - 8.5145900624638e-24) + 7.78694052465638e-22) - 1.47852197219515e-20) + 2.9660148921093e-20) + fs*(fs*(fs*(fs*(fs*(7.03904948565599e-30*fs - 9.80535079572056e-25) + 2.46246374242121e-20) - 7.75550855077932e-19) + 9.92126976603426e-18) - 1.89643533262912e-17)) + Middle*(MidFreq*pow(fs,3)*(fs*(fs*(-1.58889325644614e-33*fs + 9.72217975441437e-26) - 2.0613560670033e-20) - 1.0184476711071e-33) + pow(fs,3)*(fs*(fs*(-6.99113032836304e-35*fs + 4.27969676664531e-27) - 9.07408940694853e-22) - 4.48320664821347e-35)) + fs*(fs*(fs*(fs*(fs*(1.54894160572139e-31*fs - 2.66612412581844e-26) + 1.12651252649031e-21) - 4.75123392465829e-18) + 1.44468636894667e-16) - 8.52275112210641e-16) + 1.24601533024252e-15;
};
p7 = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Level = vslider("Level[name:Level][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = 3.8263106690977e-10*Level*pow(fs,2);
b1 = -7.65262133819539e-10*Level*pow(fs,2);
b2 = 3.8263106690977e-10*Level*pow(fs,2);
a0 = Level*(Level*fs*(-1.94205568898967e-10*fs - 9.69714192020253e-11) + fs*(1.94205568898967e-10*fs + 9.69714192020253e-11)) + fs*(3.8546782189863e-10*fs + 3.86810536439698e-10) + 9.69714192020253e-11;
a1 = Level*(3.88411137797935e-10*Level*pow(fs,2) - 3.88411137797935e-10*pow(fs,2)) - 7.7093564379726e-10*pow(fs,2) + 1.93942838404051e-10;
a2 = Level*(Level*fs*(-1.94205568898967e-10*fs + 9.69714192020253e-11) + fs*(1.94205568898967e-10*fs - 9.69714192020253e-11)) + fs*(3.8546782189863e-10*fs - 3.86810536439698e-10) + 9.69714192020253e-11;
};
process = p3 : p4 : p5 : p6 : p7;
|
76855133f732c3c096772d14dd862db8b604e5ffa024d36cc2917ed26168e604 | brummer10/guitarix | coverd.dsp | // generated automatically
// DO NOT MODIFY!
declare id "coverd";
declare name "C Overdrive";
declare category "Distortion";
declare shortname "C Overdrive";
declare description "Colorsound Overdrive";
import("stdfaust.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
wet = vslider("wet_dry[name:Wet/Dry][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
p1 = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : overdrive with {
Gain = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
overdrive(x) = (x*(abs(x) + 0.5)/(x*x + (0.5-1)*abs(x) + 1)) * Gain;
b0 = Gain*fs*(fs*(fs*(fs*(3.97647190322603e-27*fs - 4.95880631786145e-19) - 2.12282875792926e-17) - 2.95727845714664e-18) - 2.63401345836477e-31) + fs*(fs*(fs*(fs*(-7.42702058644117e-27*fs + 7.89889133199585e-19) + 3.48875412150739e-17) + 5.04598373508118e-17) + 6.57172990476634e-18);
b1 = Gain*fs*(fs*(fs*(fs*(-1.98823595161302e-26*fs + 1.48764189535843e-18) + 2.12282875792926e-17) - 2.95727845714664e-18) - 7.9020403750943e-31) + fs*(fs*(fs*(fs*(3.71351029322059e-26*fs - 2.36966739959876e-18) - 3.48875412150739e-17) + 5.04598373508118e-17) + 1.9715189714299e-17);
b2 = Gain*fs*(fs*(fs*(fs*(3.97647190322603e-26*fs - 9.91761263572289e-19) + 4.24565751585853e-17) + 5.91455691429328e-18) - 5.26802691672954e-31) + fs*(fs*(fs*(fs*(-7.42702058644117e-26*fs + 1.57977826639917e-18) - 6.97750824301479e-17) - 1.00919674701624e-16) + 1.31434598095327e-17);
b3 = Gain*fs*(fs*(fs*(fs*(-3.97647190322603e-26*fs - 9.91761263572289e-19) - 4.24565751585853e-17) + 5.91455691429328e-18) + 5.26802691672954e-31) + fs*(fs*(fs*(fs*(7.42702058644117e-26*fs + 1.57977826639917e-18) + 6.97750824301479e-17) - 1.00919674701624e-16) - 1.31434598095327e-17);
b4 = Gain*fs*(fs*(fs*(fs*(1.98823595161302e-26*fs + 1.48764189535843e-18) - 2.12282875792926e-17) - 2.95727845714664e-18) + 7.9020403750943e-31) + fs*(fs*(fs*(fs*(-3.71351029322059e-26*fs - 2.36966739959876e-18) + 3.48875412150739e-17) + 5.04598373508118e-17) - 1.9715189714299e-17);
b5 = Gain*fs*(fs*(fs*(fs*(-3.97647190322603e-27*fs - 4.95880631786145e-19) + 2.12282875792926e-17) - 2.95727845714664e-18) + 2.63401345836477e-31) + fs*(fs*(fs*(fs*(7.42702058644117e-27*fs + 7.89889133199585e-19) - 3.48875412150739e-17) + 5.04598373508118e-17) - 6.57172990476634e-18);
a0 = Gain*(fs*(fs*(fs*(fs*(-2.40788246727257e-24*fs - 1.83337089189981e-19) - 1.0884037880131e-17) - 2.17663092851014e-16) - 5.23377299648722e-16) - 4.66166061483529e-29) + fs*(fs*(fs*(fs*(2.78713041660513e-24*fs + 2.03907877623046e-19) + 1.25272695161612e-17) + 3.13137866048362e-16) + 1.42685467015479e-15) + 1.16306066588601e-15;
a1 = Gain*(fs*(fs*(fs*(fs*(1.20394123363628e-23*fs + 5.50011267569942e-19) + 1.0884037880131e-17) - 2.17663092851014e-16) - 1.57013189894617e-15) - 2.33083030741764e-28) + fs*(fs*(fs*(fs*(-1.39356520830257e-23*fs - 6.11723632869138e-19) - 1.25272695161612e-17) + 3.13137866048362e-16) + 4.28056401046438e-15) + 5.81530332943008e-15;
a2 = Gain*(fs*(fs*(fs*(fs*(-2.40788246727257e-23*fs - 3.66674178379961e-19) + 2.17680757602621e-17) + 4.35326185702027e-16) - 1.04675459929744e-15) - 4.66166061483529e-28) + fs*(fs*(fs*(fs*(2.78713041660513e-23*fs + 4.07815755246092e-19) - 2.50545390323223e-17) - 6.26275732096724e-16) + 2.85370934030959e-15) + 1.16306066588602e-14;
a3 = Gain*(fs*(fs*(fs*(fs*(2.40788246727257e-23*fs - 3.66674178379961e-19) - 2.17680757602621e-17) + 4.35326185702027e-16) + 1.04675459929744e-15) - 4.66166061483529e-28) + fs*(fs*(fs*(fs*(-2.78713041660513e-23*fs + 4.07815755246092e-19) + 2.50545390323223e-17) - 6.26275732096724e-16) - 2.85370934030959e-15) + 1.16306066588602e-14;
a4 = Gain*(fs*(fs*(fs*(fs*(-1.20394123363628e-23*fs + 5.50011267569942e-19) - 1.0884037880131e-17) - 2.17663092851014e-16) + 1.57013189894617e-15) - 2.33083030741764e-28) + fs*(fs*(fs*(fs*(1.39356520830257e-23*fs - 6.11723632869138e-19) + 1.25272695161612e-17) + 3.13137866048362e-16) - 4.28056401046438e-15) + 5.81530332943008e-15;
a5 = Gain*(fs*(fs*(fs*(fs*(2.40788246727257e-24*fs - 1.83337089189981e-19) + 1.0884037880131e-17) - 2.17663092851014e-16) + 5.23377299648722e-16) - 4.66166061483529e-29) + fs*(fs*(fs*(fs*(-2.78713041660513e-24*fs + 2.03907877623046e-19) - 1.25272695161612e-17) + 3.13137866048362e-16) - 1.42685467015479e-15) + 1.16306066588601e-15;
};
p2 = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
Bass = vslider("Bass[name:Bass]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Treble = vslider("Treble[name:Treble]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Bass*(Bass*pow(fs,2)*(fs*(fs*(-2.08000946656956e-27*fs + 3.29838842203039e-21) + 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(3.70058120006252e-25*fs + 3.84955928653808e-22) + 1.66273197458755e-18) + 7.0086493617754e-17) + 1.76992271032142e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(6.58813040006868e-24*fs + 2.80345974471016e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(1.91438372832372e-27*fs - 9.28894735127254e-24) - 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-24*fs - 2.80345974471016e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(6.88899571441955e-24*fs + 2.95929420463955e-22) + 1.1408541599688e-23)) + pow(fs,3)*(fs*(-1.0025039931634e-23*fs - 4.24692905313867e-22) - 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(-3.8335982187148e-25*fs - 5.42251622369686e-21) - 1.95786469833648e-18) - 7.39993880685971e-17) - 2.85213539992201e-18);
b1 = Bass*(Bass*pow(fs,2)*(fs*(fs*(1.04000473328478e-26*fs - 9.89516526609117e-21) - 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(-1.85029060003126e-24*fs - 1.15486778596142e-21) - 1.66273197458755e-18) + 7.0086493617754e-17) + 5.30976813096426e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(-3.29406520003434e-23*fs - 8.41037923413049e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(-9.57191864161859e-27*fs + 2.78668420538176e-23) + 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(3.29406520003434e-23*fs + 8.41037923413049e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(-3.44449785720978e-23*fs - 8.87788261391865e-22) - 1.1408541599688e-23)) + pow(fs,3)*(fs*(5.012519965817e-23*fs + 1.2740787159416e-21) + 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(1.9167991093574e-24*fs + 1.62675486710906e-20) + 1.95786469833648e-18) - 7.39993880685971e-17) - 8.55640619976602e-18);
b2 = Bass*(Bass*pow(fs,2)*(fs*(fs*(-2.08000946656956e-26*fs + 6.59677684406078e-21) - 2.80368791554216e-19) - 7.07969084128568e-34) + fs*(fs*(fs*(fs*(3.70058120006252e-24*fs + 7.69911857307616e-22) - 3.32546394917509e-18) - 1.40172987235508e-16) + 3.53984542064284e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(6.58813040006868e-23*fs + 5.60691948942032e-22) - 1.41593816825714e-36) + pow(fs,3)*(fs*(1.91438372832372e-26*fs - 1.85778947025451e-23) + 4.56341663987291e-23)) + Treble*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-23*fs - 5.60691948942032e-22) + 1.41593816825714e-36) + pow(fs,3)*(fs*(6.88899571441955e-23*fs + 5.9185884092791e-22) - 2.28170831993761e-23)) + pow(fs,3)*(fs*(-1.0025039931634e-22*fs - 8.49385810627733e-22) + 1.21673278785264e-35)) + fs*(fs*(fs*(fs*(-3.8335982187148e-24*fs - 1.08450324473937e-20) + 3.91572939667295e-18) + 1.47998776137194e-16) - 5.70427079984401e-18);
b3 = Bass*(Bass*pow(fs,2)*(fs*(fs*(2.08000946656956e-26*fs + 6.59677684406078e-21) + 2.80368791554216e-19) - 7.07969084128568e-34) + fs*(fs*(fs*(fs*(-3.70058120006252e-24*fs + 7.69911857307616e-22) + 3.32546394917509e-18) - 1.40172987235508e-16) - 3.53984542064284e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-23*fs + 5.60691948942032e-22) + 1.41593816825714e-36) + pow(fs,3)*(fs*(-1.91438372832372e-26*fs - 1.85778947025451e-23) - 4.56341663987291e-23)) + Treble*(Bass*pow(fs,3)*(fs*(6.58813040006868e-23*fs - 5.60691948942032e-22) - 1.41593816825714e-36) + pow(fs,3)*(fs*(-6.88899571441955e-23*fs + 5.9185884092791e-22) + 2.28170831993761e-23)) + pow(fs,3)*(fs*(1.0025039931634e-22*fs - 8.49385810627733e-22) - 1.21673278785264e-35)) + fs*(fs*(fs*(fs*(3.8335982187148e-24*fs - 1.08450324473937e-20) - 3.91572939667295e-18) + 1.47998776137194e-16) + 5.70427079984401e-18);
b4 = Bass*(Bass*pow(fs,2)*(fs*(fs*(-1.04000473328478e-26*fs - 9.89516526609117e-21) + 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(1.85029060003126e-24*fs - 1.15486778596142e-21) + 1.66273197458755e-18) + 7.0086493617754e-17) - 5.30976813096426e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(3.29406520003434e-23*fs - 8.41037923413049e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(9.57191864161859e-27*fs + 2.78668420538176e-23) - 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(-3.29406520003434e-23*fs + 8.41037923413049e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(3.44449785720978e-23*fs - 8.87788261391865e-22) + 1.1408541599688e-23)) + pow(fs,3)*(fs*(-5.012519965817e-23*fs + 1.2740787159416e-21) - 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(-1.9167991093574e-24*fs + 1.62675486710906e-20) - 1.95786469833648e-18) - 7.39993880685971e-17) + 8.55640619976602e-18);
b5 = Bass*(Bass*pow(fs,2)*(fs*(fs*(2.08000946656956e-27*fs + 3.29838842203039e-21) - 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(-3.70058120006252e-25*fs + 3.84955928653808e-22) - 1.66273197458755e-18) + 7.0086493617754e-17) - 1.76992271032142e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-24*fs + 2.80345974471016e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(-1.91438372832372e-27*fs - 9.28894735127254e-24) + 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(6.58813040006868e-24*fs - 2.80345974471016e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(-6.88899571441955e-24*fs + 2.95929420463955e-22) - 1.1408541599688e-23)) + pow(fs,3)*(fs*(1.0025039931634e-23*fs - 4.24692905313867e-22) + 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(3.8335982187148e-25*fs - 5.42251622369686e-21) + 1.95786469833648e-18) - 7.39993880685971e-17) + 2.85213539992201e-18);
a0 = Bass*(Bass*(fs*(fs*(fs*(fs*(-6.72581680534004e-24*fs - 4.41586600140972e-21) - 7.47371530788388e-19) - 9.57970935359556e-17) + 1.78867236680673e-28) + 4.51350125457133e-43) + fs*(fs*(fs*(fs*(7.09491773348213e-24*fs + 8.1036807179337e-21) + 2.55872993315156e-18) + 1.677855547693e-16) + 8.47611869896916e-17) - 1.90136609408475e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(5.49427436280305e-24*fs - 3.14344447184204e-23) + 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(1.11582073532266e-24*fs + 3.23543557700559e-22) + 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(1.11390635159433e-24*fs + 3.18702063081927e-22) - 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(-7.72208706599171e-24*fs - 6.05969681445433e-22) - 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(-9.07610804066639e-25*fs - 3.13971543026984e-22) - 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(-2.23797473617709e-24*fs + 1.74849041434644e-22) + 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(3.22318393238815e-24*fs + 2.32489770791907e-21) + 5.44196016387214e-19) + 9.66029729825488e-17) + 4.5272406798381e-15) + 4.23805934949371e-15;
a1 = Bass*(Bass*(fs*(fs*(fs*(fs*(3.36290840267002e-23*fs + 1.32475980042292e-20) + 7.47371530788388e-19) - 9.57970935359556e-17) + 5.3660171004202e-28) + 2.25675062728566e-42) + fs*(fs*(fs*(fs*(-3.54745886674106e-23*fs - 2.43110421538011e-20) - 2.55872993315156e-18) + 1.677855547693e-16) + 2.54283560969075e-16) - 9.50683047042375e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-2.74713718140152e-23*fs + 9.43033341552612e-23) - 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(-5.57910367661329e-24*fs - 9.70630673101678e-22) - 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-5.56953175797167e-24*fs - 9.5610618924578e-22) + 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(3.86104353299586e-23*fs + 1.8179090443363e-21) + 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(4.53805402033319e-24*fs + 9.41914629080951e-22) + 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(1.11898736808855e-23*fs - 5.24547124303932e-22) - 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(-1.61159196619408e-23*fs - 6.9746931237572e-21) - 5.44196016387214e-19) + 9.66029729825488e-17) + 1.35817220395143e-14) + 2.11902967474685e-14;
a2 = Bass*(Bass*(fs*(fs*(fs*(fs*(-6.72581680534004e-23*fs - 8.83173200281944e-21) + 1.49474306157678e-18) + 1.91594187071911e-16) + 3.57734473361347e-28) + 4.51350125457133e-42) + fs*(fs*(fs*(fs*(7.09491773348213e-23*fs + 1.62073614358674e-20) - 5.11745986630311e-18) - 3.35571109538599e-16) + 1.69522373979383e-16) - 1.90136609408475e-27) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(5.49427436280305e-23*fs - 6.28688894368408e-23) - 6.78089495920395e-22) + 1.52109287526779e-33) + pow(fs,2)*(fs*(fs*(1.11582073532266e-23*fs + 6.47087115401119e-22) - 1.70623420868666e-21) - 6.78089495919005e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(1.11390635159433e-23*fs + 6.37404126163853e-22) + 1.42821764020433e-33) + 3.61080100365706e-48) + pow(fs,2)*(fs*(fs*(-7.72208706599171e-23*fs - 1.21193936289087e-21) + 6.78089495917539e-22) - 1.5210928752678e-33)) + pow(fs,2)*(fs*(fs*(-9.07610804066639e-24*fs - 6.27943086053967e-22) + 3.60154479152234e-20) + 3.39044747959497e-20)) + pow(fs,2)*(fs*(fs*(-2.23797473617709e-23*fs + 3.49698082869288e-22) - 3.48396490405458e-20) - 1.39493895550264e-34)) + fs*(fs*(fs*(fs*(3.22318393238815e-23*fs + 4.64979541583813e-21) - 1.08839203277443e-18) - 1.93205945965098e-16) + 9.05448135967619e-15) + 4.23805934949371e-14;
a3 = Bass*(Bass*(fs*(fs*(fs*(fs*(6.72581680534004e-23*fs - 8.83173200281944e-21) - 1.49474306157678e-18) + 1.91594187071911e-16) - 3.57734473361347e-28) + 4.51350125457133e-42) + fs*(fs*(fs*(fs*(-7.09491773348213e-23*fs + 1.62073614358674e-20) + 5.11745986630311e-18) - 3.35571109538599e-16) - 1.69522373979383e-16) - 1.90136609408475e-27) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-5.49427436280305e-23*fs - 6.28688894368408e-23) + 6.78089495920395e-22) + 1.52109287526779e-33) + pow(fs,2)*(fs*(fs*(-1.11582073532266e-23*fs + 6.47087115401119e-22) + 1.70623420868666e-21) - 6.78089495919005e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-1.11390635159433e-23*fs + 6.37404126163853e-22) - 1.42821764020433e-33) + 3.61080100365706e-48) + pow(fs,2)*(fs*(fs*(7.72208706599171e-23*fs - 1.21193936289087e-21) - 6.78089495917539e-22) - 1.5210928752678e-33)) + pow(fs,2)*(fs*(fs*(9.07610804066639e-24*fs - 6.27943086053967e-22) - 3.60154479152234e-20) + 3.39044747959497e-20)) + pow(fs,2)*(fs*(fs*(2.23797473617709e-23*fs + 3.49698082869288e-22) + 3.48396490405458e-20) - 1.39493895550264e-34)) + fs*(fs*(fs*(fs*(-3.22318393238815e-23*fs + 4.64979541583813e-21) + 1.08839203277443e-18) - 1.93205945965098e-16) - 9.05448135967619e-15) + 4.23805934949371e-14;
a4 = Bass*(Bass*(fs*(fs*(fs*(fs*(-3.36290840267002e-23*fs + 1.32475980042292e-20) - 7.47371530788388e-19) - 9.57970935359556e-17) - 5.3660171004202e-28) + 2.25675062728566e-42) + fs*(fs*(fs*(fs*(3.54745886674106e-23*fs - 2.43110421538011e-20) + 2.55872993315156e-18) + 1.677855547693e-16) - 2.54283560969075e-16) - 9.50683047042375e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(2.74713718140152e-23*fs + 9.43033341552612e-23) + 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(5.57910367661329e-24*fs - 9.70630673101678e-22) + 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(5.56953175797167e-24*fs - 9.5610618924578e-22) - 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(-3.86104353299586e-23*fs + 1.8179090443363e-21) - 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(-4.53805402033319e-24*fs + 9.41914629080951e-22) - 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(-1.11898736808855e-23*fs - 5.24547124303932e-22) + 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(1.61159196619408e-23*fs - 6.9746931237572e-21) + 5.44196016387214e-19) + 9.66029729825488e-17) - 1.35817220395143e-14) + 2.11902967474685e-14;
a5 = Bass*(Bass*(fs*(fs*(fs*(fs*(6.72581680534004e-24*fs - 4.41586600140972e-21) + 7.47371530788388e-19) - 9.57970935359556e-17) - 1.78867236680673e-28) + 4.51350125457133e-43) + fs*(fs*(fs*(fs*(-7.09491773348213e-24*fs + 8.1036807179337e-21) - 2.55872993315156e-18) + 1.677855547693e-16) - 8.47611869896916e-17) - 1.90136609408475e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-5.49427436280305e-24*fs - 3.14344447184204e-23) - 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(-1.11582073532266e-24*fs + 3.23543557700559e-22) - 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-1.11390635159433e-24*fs + 3.18702063081927e-22) + 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(7.72208706599171e-24*fs - 6.05969681445433e-22) + 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(9.07610804066639e-25*fs - 3.13971543026984e-22) + 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(2.23797473617709e-24*fs + 1.74849041434644e-22) - 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(-3.22318393238815e-24*fs + 2.32489770791907e-21) - 5.44196016387214e-19) + 9.66029729825488e-17) - 4.5272406798381e-15) + 4.23805934949371e-15;
};
process = _<:*(dry),(*(wet) :p1:p2):>_;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/plugins/coverd.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "coverd";
declare name "C Overdrive";
declare category "Distortion";
declare shortname "C Overdrive";
declare description "Colorsound Overdrive";
import("stdfaust.lib");
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
wet = vslider("wet_dry[name:Wet/Dry][tooltip:percentage of processed signal in output signal]", 100, 0, 100, 1) : /(100);
dry = 1 - wet;
p1 = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : overdrive with {
Gain = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
overdrive(x) = (x*(abs(x) + 0.5)/(x*x + (0.5-1)*abs(x) + 1)) * Gain;
b0 = Gain*fs*(fs*(fs*(fs*(3.97647190322603e-27*fs - 4.95880631786145e-19) - 2.12282875792926e-17) - 2.95727845714664e-18) - 2.63401345836477e-31) + fs*(fs*(fs*(fs*(-7.42702058644117e-27*fs + 7.89889133199585e-19) + 3.48875412150739e-17) + 5.04598373508118e-17) + 6.57172990476634e-18);
b1 = Gain*fs*(fs*(fs*(fs*(-1.98823595161302e-26*fs + 1.48764189535843e-18) + 2.12282875792926e-17) - 2.95727845714664e-18) - 7.9020403750943e-31) + fs*(fs*(fs*(fs*(3.71351029322059e-26*fs - 2.36966739959876e-18) - 3.48875412150739e-17) + 5.04598373508118e-17) + 1.9715189714299e-17);
b2 = Gain*fs*(fs*(fs*(fs*(3.97647190322603e-26*fs - 9.91761263572289e-19) + 4.24565751585853e-17) + 5.91455691429328e-18) - 5.26802691672954e-31) + fs*(fs*(fs*(fs*(-7.42702058644117e-26*fs + 1.57977826639917e-18) - 6.97750824301479e-17) - 1.00919674701624e-16) + 1.31434598095327e-17);
b3 = Gain*fs*(fs*(fs*(fs*(-3.97647190322603e-26*fs - 9.91761263572289e-19) - 4.24565751585853e-17) + 5.91455691429328e-18) + 5.26802691672954e-31) + fs*(fs*(fs*(fs*(7.42702058644117e-26*fs + 1.57977826639917e-18) + 6.97750824301479e-17) - 1.00919674701624e-16) - 1.31434598095327e-17);
b4 = Gain*fs*(fs*(fs*(fs*(1.98823595161302e-26*fs + 1.48764189535843e-18) - 2.12282875792926e-17) - 2.95727845714664e-18) + 7.9020403750943e-31) + fs*(fs*(fs*(fs*(-3.71351029322059e-26*fs - 2.36966739959876e-18) + 3.48875412150739e-17) + 5.04598373508118e-17) - 1.9715189714299e-17);
b5 = Gain*fs*(fs*(fs*(fs*(-3.97647190322603e-27*fs - 4.95880631786145e-19) + 2.12282875792926e-17) - 2.95727845714664e-18) + 2.63401345836477e-31) + fs*(fs*(fs*(fs*(7.42702058644117e-27*fs + 7.89889133199585e-19) - 3.48875412150739e-17) + 5.04598373508118e-17) - 6.57172990476634e-18);
a0 = Gain*(fs*(fs*(fs*(fs*(-2.40788246727257e-24*fs - 1.83337089189981e-19) - 1.0884037880131e-17) - 2.17663092851014e-16) - 5.23377299648722e-16) - 4.66166061483529e-29) + fs*(fs*(fs*(fs*(2.78713041660513e-24*fs + 2.03907877623046e-19) + 1.25272695161612e-17) + 3.13137866048362e-16) + 1.42685467015479e-15) + 1.16306066588601e-15;
a1 = Gain*(fs*(fs*(fs*(fs*(1.20394123363628e-23*fs + 5.50011267569942e-19) + 1.0884037880131e-17) - 2.17663092851014e-16) - 1.57013189894617e-15) - 2.33083030741764e-28) + fs*(fs*(fs*(fs*(-1.39356520830257e-23*fs - 6.11723632869138e-19) - 1.25272695161612e-17) + 3.13137866048362e-16) + 4.28056401046438e-15) + 5.81530332943008e-15;
a2 = Gain*(fs*(fs*(fs*(fs*(-2.40788246727257e-23*fs - 3.66674178379961e-19) + 2.17680757602621e-17) + 4.35326185702027e-16) - 1.04675459929744e-15) - 4.66166061483529e-28) + fs*(fs*(fs*(fs*(2.78713041660513e-23*fs + 4.07815755246092e-19) - 2.50545390323223e-17) - 6.26275732096724e-16) + 2.85370934030959e-15) + 1.16306066588602e-14;
a3 = Gain*(fs*(fs*(fs*(fs*(2.40788246727257e-23*fs - 3.66674178379961e-19) - 2.17680757602621e-17) + 4.35326185702027e-16) + 1.04675459929744e-15) - 4.66166061483529e-28) + fs*(fs*(fs*(fs*(-2.78713041660513e-23*fs + 4.07815755246092e-19) + 2.50545390323223e-17) - 6.26275732096724e-16) - 2.85370934030959e-15) + 1.16306066588602e-14;
a4 = Gain*(fs*(fs*(fs*(fs*(-1.20394123363628e-23*fs + 5.50011267569942e-19) - 1.0884037880131e-17) - 2.17663092851014e-16) + 1.57013189894617e-15) - 2.33083030741764e-28) + fs*(fs*(fs*(fs*(1.39356520830257e-23*fs - 6.11723632869138e-19) + 1.25272695161612e-17) + 3.13137866048362e-16) - 4.28056401046438e-15) + 5.81530332943008e-15;
a5 = Gain*(fs*(fs*(fs*(fs*(2.40788246727257e-24*fs - 1.83337089189981e-19) + 1.0884037880131e-17) - 2.17663092851014e-16) + 5.23377299648722e-16) - 4.66166061483529e-29) + fs*(fs*(fs*(fs*(-2.78713041660513e-24*fs + 2.03907877623046e-19) - 1.25272695161612e-17) + 3.13137866048362e-16) - 1.42685467015479e-15) + 1.16306066588601e-15;
};
p2 = fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
Bass = vslider("Bass[name:Bass]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Treble = vslider("Treble[name:Treble]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Bass*(Bass*pow(fs,2)*(fs*(fs*(-2.08000946656956e-27*fs + 3.29838842203039e-21) + 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(3.70058120006252e-25*fs + 3.84955928653808e-22) + 1.66273197458755e-18) + 7.0086493617754e-17) + 1.76992271032142e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(6.58813040006868e-24*fs + 2.80345974471016e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(1.91438372832372e-27*fs - 9.28894735127254e-24) - 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-24*fs - 2.80345974471016e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(6.88899571441955e-24*fs + 2.95929420463955e-22) + 1.1408541599688e-23)) + pow(fs,3)*(fs*(-1.0025039931634e-23*fs - 4.24692905313867e-22) - 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(-3.8335982187148e-25*fs - 5.42251622369686e-21) - 1.95786469833648e-18) - 7.39993880685971e-17) - 2.85213539992201e-18);
b1 = Bass*(Bass*pow(fs,2)*(fs*(fs*(1.04000473328478e-26*fs - 9.89516526609117e-21) - 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(-1.85029060003126e-24*fs - 1.15486778596142e-21) - 1.66273197458755e-18) + 7.0086493617754e-17) + 5.30976813096426e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(-3.29406520003434e-23*fs - 8.41037923413049e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(-9.57191864161859e-27*fs + 2.78668420538176e-23) + 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(3.29406520003434e-23*fs + 8.41037923413049e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(-3.44449785720978e-23*fs - 8.87788261391865e-22) - 1.1408541599688e-23)) + pow(fs,3)*(fs*(5.012519965817e-23*fs + 1.2740787159416e-21) + 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(1.9167991093574e-24*fs + 1.62675486710906e-20) + 1.95786469833648e-18) - 7.39993880685971e-17) - 8.55640619976602e-18);
b2 = Bass*(Bass*pow(fs,2)*(fs*(fs*(-2.08000946656956e-26*fs + 6.59677684406078e-21) - 2.80368791554216e-19) - 7.07969084128568e-34) + fs*(fs*(fs*(fs*(3.70058120006252e-24*fs + 7.69911857307616e-22) - 3.32546394917509e-18) - 1.40172987235508e-16) + 3.53984542064284e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(6.58813040006868e-23*fs + 5.60691948942032e-22) - 1.41593816825714e-36) + pow(fs,3)*(fs*(1.91438372832372e-26*fs - 1.85778947025451e-23) + 4.56341663987291e-23)) + Treble*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-23*fs - 5.60691948942032e-22) + 1.41593816825714e-36) + pow(fs,3)*(fs*(6.88899571441955e-23*fs + 5.9185884092791e-22) - 2.28170831993761e-23)) + pow(fs,3)*(fs*(-1.0025039931634e-22*fs - 8.49385810627733e-22) + 1.21673278785264e-35)) + fs*(fs*(fs*(fs*(-3.8335982187148e-24*fs - 1.08450324473937e-20) + 3.91572939667295e-18) + 1.47998776137194e-16) - 5.70427079984401e-18);
b3 = Bass*(Bass*pow(fs,2)*(fs*(fs*(2.08000946656956e-26*fs + 6.59677684406078e-21) + 2.80368791554216e-19) - 7.07969084128568e-34) + fs*(fs*(fs*(fs*(-3.70058120006252e-24*fs + 7.69911857307616e-22) + 3.32546394917509e-18) - 1.40172987235508e-16) - 3.53984542064284e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-23*fs + 5.60691948942032e-22) + 1.41593816825714e-36) + pow(fs,3)*(fs*(-1.91438372832372e-26*fs - 1.85778947025451e-23) - 4.56341663987291e-23)) + Treble*(Bass*pow(fs,3)*(fs*(6.58813040006868e-23*fs - 5.60691948942032e-22) - 1.41593816825714e-36) + pow(fs,3)*(fs*(-6.88899571441955e-23*fs + 5.9185884092791e-22) + 2.28170831993761e-23)) + pow(fs,3)*(fs*(1.0025039931634e-22*fs - 8.49385810627733e-22) - 1.21673278785264e-35)) + fs*(fs*(fs*(fs*(3.8335982187148e-24*fs - 1.08450324473937e-20) - 3.91572939667295e-18) + 1.47998776137194e-16) + 5.70427079984401e-18);
b4 = Bass*(Bass*pow(fs,2)*(fs*(fs*(-1.04000473328478e-26*fs - 9.89516526609117e-21) + 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(1.85029060003126e-24*fs - 1.15486778596142e-21) + 1.66273197458755e-18) + 7.0086493617754e-17) - 5.30976813096426e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(3.29406520003434e-23*fs - 8.41037923413049e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(9.57191864161859e-27*fs + 2.78668420538176e-23) - 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(-3.29406520003434e-23*fs + 8.41037923413049e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(3.44449785720978e-23*fs - 8.87788261391865e-22) + 1.1408541599688e-23)) + pow(fs,3)*(fs*(-5.012519965817e-23*fs + 1.2740787159416e-21) - 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(-1.9167991093574e-24*fs + 1.62675486710906e-20) - 1.95786469833648e-18) - 7.39993880685971e-17) + 8.55640619976602e-18);
b5 = Bass*(Bass*pow(fs,2)*(fs*(fs*(2.08000946656956e-27*fs + 3.29838842203039e-21) - 1.40184395777108e-19) + 3.53984542064284e-34) + fs*(fs*(fs*(fs*(-3.70058120006252e-25*fs + 3.84955928653808e-22) - 1.66273197458755e-18) + 7.0086493617754e-17) - 1.76992271032142e-31)) + Treble*(Bass*(Bass*pow(fs,3)*(fs*(-6.58813040006868e-24*fs + 2.80345974471016e-22) - 7.07969084128568e-37) + pow(fs,3)*(fs*(-1.91438372832372e-27*fs - 9.28894735127254e-24) + 2.28170831993645e-23)) + Treble*(Bass*pow(fs,3)*(fs*(6.58813040006868e-24*fs - 2.80345974471016e-22) + 7.07969084128568e-37) + pow(fs,3)*(fs*(-6.88899571441955e-24*fs + 2.95929420463955e-22) - 1.1408541599688e-23)) + pow(fs,3)*(fs*(1.0025039931634e-23*fs - 4.24692905313867e-22) + 6.08366393926321e-36)) + fs*(fs*(fs*(fs*(3.8335982187148e-25*fs - 5.42251622369686e-21) + 1.95786469833648e-18) - 7.39993880685971e-17) + 2.85213539992201e-18);
a0 = Bass*(Bass*(fs*(fs*(fs*(fs*(-6.72581680534004e-24*fs - 4.41586600140972e-21) - 7.47371530788388e-19) - 9.57970935359556e-17) + 1.78867236680673e-28) + 4.51350125457133e-43) + fs*(fs*(fs*(fs*(7.09491773348213e-24*fs + 8.1036807179337e-21) + 2.55872993315156e-18) + 1.677855547693e-16) + 8.47611869896916e-17) - 1.90136609408475e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(5.49427436280305e-24*fs - 3.14344447184204e-23) + 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(1.11582073532266e-24*fs + 3.23543557700559e-22) + 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(1.11390635159433e-24*fs + 3.18702063081927e-22) - 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(-7.72208706599171e-24*fs - 6.05969681445433e-22) - 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(-9.07610804066639e-25*fs - 3.13971543026984e-22) - 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(-2.23797473617709e-24*fs + 1.74849041434644e-22) + 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(3.22318393238815e-24*fs + 2.32489770791907e-21) + 5.44196016387214e-19) + 9.66029729825488e-17) + 4.5272406798381e-15) + 4.23805934949371e-15;
a1 = Bass*(Bass*(fs*(fs*(fs*(fs*(3.36290840267002e-23*fs + 1.32475980042292e-20) + 7.47371530788388e-19) - 9.57970935359556e-17) + 5.3660171004202e-28) + 2.25675062728566e-42) + fs*(fs*(fs*(fs*(-3.54745886674106e-23*fs - 2.43110421538011e-20) - 2.55872993315156e-18) + 1.677855547693e-16) + 2.54283560969075e-16) - 9.50683047042375e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-2.74713718140152e-23*fs + 9.43033341552612e-23) - 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(-5.57910367661329e-24*fs - 9.70630673101678e-22) - 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-5.56953175797167e-24*fs - 9.5610618924578e-22) + 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(3.86104353299586e-23*fs + 1.8179090443363e-21) + 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(4.53805402033319e-24*fs + 9.41914629080951e-22) + 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(1.11898736808855e-23*fs - 5.24547124303932e-22) - 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(-1.61159196619408e-23*fs - 6.9746931237572e-21) - 5.44196016387214e-19) + 9.66029729825488e-17) + 1.35817220395143e-14) + 2.11902967474685e-14;
a2 = Bass*(Bass*(fs*(fs*(fs*(fs*(-6.72581680534004e-23*fs - 8.83173200281944e-21) + 1.49474306157678e-18) + 1.91594187071911e-16) + 3.57734473361347e-28) + 4.51350125457133e-42) + fs*(fs*(fs*(fs*(7.09491773348213e-23*fs + 1.62073614358674e-20) - 5.11745986630311e-18) - 3.35571109538599e-16) + 1.69522373979383e-16) - 1.90136609408475e-27) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(5.49427436280305e-23*fs - 6.28688894368408e-23) - 6.78089495920395e-22) + 1.52109287526779e-33) + pow(fs,2)*(fs*(fs*(1.11582073532266e-23*fs + 6.47087115401119e-22) - 1.70623420868666e-21) - 6.78089495919005e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(1.11390635159433e-23*fs + 6.37404126163853e-22) + 1.42821764020433e-33) + 3.61080100365706e-48) + pow(fs,2)*(fs*(fs*(-7.72208706599171e-23*fs - 1.21193936289087e-21) + 6.78089495917539e-22) - 1.5210928752678e-33)) + pow(fs,2)*(fs*(fs*(-9.07610804066639e-24*fs - 6.27943086053967e-22) + 3.60154479152234e-20) + 3.39044747959497e-20)) + pow(fs,2)*(fs*(fs*(-2.23797473617709e-23*fs + 3.49698082869288e-22) - 3.48396490405458e-20) - 1.39493895550264e-34)) + fs*(fs*(fs*(fs*(3.22318393238815e-23*fs + 4.64979541583813e-21) - 1.08839203277443e-18) - 1.93205945965098e-16) + 9.05448135967619e-15) + 4.23805934949371e-14;
a3 = Bass*(Bass*(fs*(fs*(fs*(fs*(6.72581680534004e-23*fs - 8.83173200281944e-21) - 1.49474306157678e-18) + 1.91594187071911e-16) - 3.57734473361347e-28) + 4.51350125457133e-42) + fs*(fs*(fs*(fs*(-7.09491773348213e-23*fs + 1.62073614358674e-20) + 5.11745986630311e-18) - 3.35571109538599e-16) - 1.69522373979383e-16) - 1.90136609408475e-27) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-5.49427436280305e-23*fs - 6.28688894368408e-23) + 6.78089495920395e-22) + 1.52109287526779e-33) + pow(fs,2)*(fs*(fs*(-1.11582073532266e-23*fs + 6.47087115401119e-22) + 1.70623420868666e-21) - 6.78089495919005e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-1.11390635159433e-23*fs + 6.37404126163853e-22) - 1.42821764020433e-33) + 3.61080100365706e-48) + pow(fs,2)*(fs*(fs*(7.72208706599171e-23*fs - 1.21193936289087e-21) - 6.78089495917539e-22) - 1.5210928752678e-33)) + pow(fs,2)*(fs*(fs*(9.07610804066639e-24*fs - 6.27943086053967e-22) - 3.60154479152234e-20) + 3.39044747959497e-20)) + pow(fs,2)*(fs*(fs*(2.23797473617709e-23*fs + 3.49698082869288e-22) + 3.48396490405458e-20) - 1.39493895550264e-34)) + fs*(fs*(fs*(fs*(-3.22318393238815e-23*fs + 4.64979541583813e-21) + 1.08839203277443e-18) - 1.93205945965098e-16) - 9.05448135967619e-15) + 4.23805934949371e-14;
a4 = Bass*(Bass*(fs*(fs*(fs*(fs*(-3.36290840267002e-23*fs + 1.32475980042292e-20) - 7.47371530788388e-19) - 9.57970935359556e-17) - 5.3660171004202e-28) + 2.25675062728566e-42) + fs*(fs*(fs*(fs*(3.54745886674106e-23*fs - 2.43110421538011e-20) + 2.55872993315156e-18) + 1.677855547693e-16) - 2.54283560969075e-16) - 9.50683047042375e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(2.74713718140152e-23*fs + 9.43033341552612e-23) + 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(5.57910367661329e-24*fs - 9.70630673101678e-22) + 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(5.56953175797167e-24*fs - 9.5610618924578e-22) - 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(-3.86104353299586e-23*fs + 1.8179090443363e-21) - 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(-4.53805402033319e-24*fs + 9.41914629080951e-22) - 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(-1.11898736808855e-23*fs - 5.24547124303932e-22) + 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(1.61159196619408e-23*fs - 6.9746931237572e-21) + 5.44196016387214e-19) + 9.66029729825488e-17) - 1.35817220395143e-14) + 2.11902967474685e-14;
a5 = Bass*(Bass*(fs*(fs*(fs*(fs*(6.72581680534004e-24*fs - 4.41586600140972e-21) + 7.47371530788388e-19) - 9.57970935359556e-17) - 1.78867236680673e-28) + 4.51350125457133e-43) + fs*(fs*(fs*(fs*(-7.09491773348213e-24*fs + 8.1036807179337e-21) - 2.55872993315156e-18) + 1.677855547693e-16) - 8.47611869896916e-17) - 1.90136609408475e-28) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-5.49427436280305e-24*fs - 3.14344447184204e-23) - 3.39044747960198e-22) - 7.60546437633897e-34) + pow(fs,2)*(fs*(fs*(-1.11582073532266e-24*fs + 3.23543557700559e-22) - 8.5311710434333e-22) + 3.39044747959503e-20)) + Treble*(Bass*(Bass*pow(fs,2)*(fs*(fs*(-1.11390635159433e-24*fs + 3.18702063081927e-22) + 7.14108820102165e-34) - 1.80540050182853e-48) + pow(fs,2)*(fs*(fs*(7.72208706599171e-24*fs - 6.05969681445433e-22) + 3.39044747958769e-22) + 7.605464376339e-34)) + pow(fs,2)*(fs*(fs*(9.07610804066639e-25*fs - 3.13971543026984e-22) + 1.80077239576117e-20) - 1.69522373979748e-20)) + pow(fs,2)*(fs*(fs*(2.23797473617709e-24*fs + 1.74849041434644e-22) - 1.74198245202729e-20) + 6.97469477751319e-35)) + fs*(fs*(fs*(fs*(-3.22318393238815e-24*fs + 2.32489770791907e-21) - 5.44196016387214e-19) + 9.66029729825488e-17) - 4.5272406798381e-15) + 4.23805934949371e-15;
};
process = _<:*(dry),(*(wet) :p1:p2):>_;
|
cc99c2aa7c64d4b0b1a0b34f736f9633fc982104a14729b5d7bec9436a8f5d97 | brummer10/FatFrog.lv2 | FatFrog.dsp |
/*******************************************************************************
**************************** File generated by *********************************
********************************************************************************
./build-plug.py -i FatFrog_p1.sch FatFrog_p2.sch FatFrog_p3.sch PlexiPowerAmpEL34.sch JMP_p1.sch JMP_p2.sch -T --table_neg 2 4 -o 10 -x 15.0 -N --switch 1=Bright --bypass -r 1=0.333 3=0.666 4=0.666 5=0.555 6=0.555 --build --name FatFrog
*******************************************************************************/
// generated automatically
// DO NOT MODIFY!
declare id "fatfrog";
declare name "FatFrog";
declare category "Extern";
declare shortname "FatFrog";
declare description "HighGain Amplifier";
import("stdfaust.lib");
/*******************************************************************************
* 1-dimensional function table for linear interpolation
*******************************************************************************/
rd = library("reducemaps.lib");
//-- Rdtable from waveform
rtable(table, r) = (table, int(r)):rdtable;
//-- Copy the sign of x to f
ccopysign(f, x) = ma.fabs(f) * sign(x);
//-- Get sign of value x
sign(x) = x<0, 1, -1 : select2;
//-- Check if value x is negative
fsignbit(x) = x<0;
//-- Get fractal part of value n
fractal(n) = n - int(n);
//-- Interpolate value between i and i+1 in table with fractal coefficient f.
interpolation(table, size, f, i) = select2(i<0,select2(i>size-2,
rtable(table, i)*(1-f) + rtable(table,i+1)*f, rtable(table, size-1)),
rtable(table, 0)) : table_gate(table);
//-- reduce dc-offset (noise) from table response for very low values
table_gate(table,x) = select2(ma.fabs(x):rd.maxn(4096)<ma.fabs(rtable(table, 1))*(0.12), x, x*x*x);
//-- Linear interpolation for value x in rdtable
circuit_response(table, low, high, step, size, x) =
interpolation(table, size, fractal(linindex(step, x)),
int(linindex(step, x))), x : ccopysign;
//-- Calculate linear table index for value x
linindex(step, x) = ma.fabs(x) * step;
//-- predefined filterbank
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
/*******************************************************************************
* fatfrog_p1 generated by dkbuiler from FatFrog_p1.sch
*******************************************************************************/
p1 = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(4.16735243056623e-10*fs - 1.34532561213629e-5) - 0.00381962735513334;
b1 = -8.33470486113245e-10*pow(fs,2) - 0.00763925471026669;
b2 = fs*(4.16735243056623e-10*fs + 1.34532561213629e-5) - 0.00381962735513334;
a0 = fs*(4.16735243056623e-10*fs + 8.26427569712678e-7) + 0.000173476651332639;
a1 = -8.33470486113245e-10*pow(fs,2) + 0.000346953302665278;
a2 = fs*(4.16735243056623e-10*fs - 8.26427569712678e-7) + 0.000173476651332639;
};
/****************************************************************************************
* fatfrog_p2_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max 15.000000
// --table_div 24.187463
// --table_op 10.000000
fatfrog_p2_clip = circuit_response(fatfrog_p2_table, low, high, step, size) with{
low = 0;
high =-0.833333;
step =132.667;
size =200;
fatfrog_p2_table = waveform {
0.000000000000,-0.010712151353,-0.020788209399,-0.030288758114,-0.039268727972,
-0.047777878957,-0.055861253976,-0.063559601086,-0.070909764322,-0.077945043733,
-0.084695525822,-0.091188385904,-0.097448164100,-0.103497016752,-0.109354945070,
-0.115040002789,-0.120568484534,-0.125955096528,-0.131213111156,-0.136354506821,
-0.141390094406,-0.146329631577,-0.151181926031,-0.155954928737,-0.160655818100,
-0.165291075921,-0.169866555921,-0.174387545552,-0.178858821741,-0.183284701150,
-0.187669085492,-0.192015502374,-0.196327142115,-0.200606890924,-0.204857360800,
-0.209080916478,-0.213279699707,-0.217455651124,-0.221610529963,-0.225745931815,
-0.229863304625,-0.233963963109,-0.238049101740,-0.242119806446,-0.246177065159,
-0.250221777310,-0.254254762385,-0.258276767646,-0.262288475074,-0.266290507633,
-0.270283434918,-0.274267778242,-0.278244015219,-0.282212583903,-0.286173886510,
-0.290128292786,-0.294076143032,-0.298017750841,-0.301953405562,-0.305883374529,
-0.309807905062,-0.313727226289,-0.317641550772,-0.321551075990,-0.325455985674,
-0.329356451010,-0.333252631727,-0.337144677089,-0.341032726776,-0.344916911697,
-0.348797354719,-0.352674171321,-0.356547470200,-0.360417353807,-0.364283918841,
-0.368147256694,-0.372007453859,-0.375864592290,-0.379718749745,-0.383570000084,
-0.387418413547,-0.391264057005,-0.395106994195,-0.398947285921,-0.402784990254,
-0.406620162699,-0.410452856364,-0.414283122097,-0.418111008630,-0.421936562697,
-0.425759829147,-0.429580851053,-0.433399669805,-0.437216325201,-0.441030855527,
-0.444843297634,-0.448653687011,-0.452462057847,-0.456268443094,-0.460072874521,
-0.463875382772,-0.467675997409,-0.471474746966,-0.475271658982,-0.479066760051,
-0.482860075855,-0.486651631202,-0.490441450058,-0.494229555581,-0.498015970149,
-0.501800715391,-0.505583812212,-0.509365280819,-0.513145140748,-0.516923410882,
-0.520700109479,-0.524475254190,-0.528248862079,-0.532020949643,-0.535791532830,
-0.539560627060,-0.543328247235,-0.547094407762,-0.550859122566,-0.554622405105,
-0.558384268384,-0.562144724971,-0.565903787008,-0.569661466225,-0.573417773953,
-0.577172721136,-0.580926318342,-0.584678575774,-0.588429503283,-0.592179110376,
-0.595927406228,-0.599674399689,-0.603420099300,-0.607164513294,-0.610907649610,
-0.614649515903,-0.618390119547,-0.622129467649,-0.625867567053,-0.629604424348,
-0.633340045879,-0.637074437750,-0.640807605833,-0.644539555775,-0.648270293005,
-0.651999822738,-0.655728149984,-0.659455279554,-0.663181216063,-0.666905963940,
-0.670629527429,-0.674351910599,-0.678073117346,-0.681793151398,-0.685512016324,
-0.689229715533,-0.692946252284,-0.696661629687,-0.700375850709,-0.704088918178,
-0.707800834787,-0.711511603098,-0.715221225547,-0.718929704448,-0.722637041994,
-0.726343240263,-0.730048301221,-0.733752226727,-0.737455018533,-0.741156678289,
-0.744857207547,-0.748556607765,-0.752254880305,-0.755952026441,-0.759648047360,
-0.763342944165,-0.767036717877,-0.770729369438,-0.774420899714,-0.778111309497,
-0.781800599506,-0.785488770393,-0.789175822741,-0.792861757070,-0.796546573836,
-0.800230273435,-0.803912856202,-0.807594322420,-0.811274672313,-0.814953906054,
-0.818632023765,-0.822309025516,-0.825984911333,-0.829659681193,-0.833333335030
};
};
/****************************************************************************************
* fatfrog_p2_neg_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max -15.000000
// --table_div 24.187463
// --table_op 10.000000
fatfrog_p2_neg_clip = circuit_response(fatfrog_p2_neg_table, low, high, step, size) with{
low = 0;
high =0.550206;
step =132.667;
size =200;
fatfrog_p2_neg_table = waveform {
0.000000000000,0.010689788950,0.020704100806,0.030110387046,0.038969146539,
0.047334652345,0.055255601546,0.062775696308,0.069934163529,0.076766219616,
0.083303486286,0.089574362602,0.095604357934,0.101416390011,0.107031051779,
0.112466850390,0.117740421276,0.122866719950,0.127859193885,0.132729936577,
0.137489825657,0.142148646743,0.146715204506,0.151197422304,0.155602431561,
0.159936651967,0.164205863459,0.168415270810,0.172569561627,0.176672958401,
0.180729265255,0.184741909912,0.188713981390,0.192648263856,0.196547267032,
0.200413253506,0.204248263277,0.208054135791,0.211832529755,0.215584940928,
0.219312718116,0.223017077541,0.226699115755,0.230359821245,0.234000084864,
0.237620709205,0.241222417027,0.244805858825,0.248371619639,0.251920225171,
0.255452147280,0.258967808926,0.262467588611,0.265951824368,0.269420817349,
0.272874835046,0.276314114187,0.279738863334,0.283149265224,0.286545478856,
0.289927641386,0.293295869804,0.296650262457,0.299990900404,0.303317848633,
0.306631157153,0.309930861966,0.313216985943,0.316489539595,0.319748521778,
0.322993920300,0.326225712477,0.329443865619,0.332648337459,0.335839076535,
0.339016022523,0.342179106530,0.345328251350,0.348463371679,0.351584374310,
0.354691158288,0.357783615049,0.360861628529,0.363925075253,0.366973824408,
0.370007737893,0.373026670354,0.376030469211,0.379018974658,0.381992019666,
0.384949429965,0.387891024015,0.390816612979,0.393726000673,0.396618983521,
0.399495350497,0.402354883062,0.405197355103,0.408022532855,0.410830174836,
0.413620031765,0.416391846489,0.419145353907,0.421880280892,0.424596346217,
0.427293260482,0.429970726049,0.432628436977,0.435266078966,0.437883329304,
0.440479856835,0.443055321921,0.445609376432,0.448141663738,0.450651818724,
0.453139467821,0.455604229059,0.458045712136,0.460463518524,0.462857241591,
0.465226466759,0.467570771697,0.469889726546,0.472182894186,0.474449830551,
0.476690084982,0.478903200634,0.481088714942,0.483246160139,0.485375063837,
0.487474949674,0.489545338033,0.491585746830,0.493595692384,0.495574690361,
0.497522256806,0.499437909259,0.501321167961,0.503171557148,0.504988606437,
0.506771852302,0.508520839644,0.510235123443,0.511914270507,0.513557861287,
0.515165491787,0.516736775524,0.518271345564,0.519768856600,0.521228987068,
0.522651441289,0.524035951619,0.525382280592,0.526690223025,0.527959608090,
0.529190301302,0.530382206421,0.531535267232,0.532649469193,0.533724840907,
0.534761455413,0.535759431267,0.536718933388,0.537640173654,0.538523411235,
0.539368952636,0.540177151460,0.540948407866,0.541683167728,0.542381921495,
0.543045202761,0.543673586549,0.544267687332,0.544828156796,0.545355681386,
0.545850979647,0.546314799384,0.546747914694,0.547151122873,0.547525241250,
0.547871103981,0.548189558816,0.548481463903,0.548747684625,0.548989090523,
0.549206552318,0.549400939057,0.549573115407,0.549723939108,0.549854258601,
0.549964910839,0.550056719295,0.550130492159,0.550187020738,0.550227078049,
0.550251417605,0.550260772389,0.550255854006,0.550237352009,0.550205933387
};
};
/*******************************************************************************
* fatfrog_p2 generated by dkbuiler from FatFrog_p2.sch
*******************************************************************************/
p2 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : fatfrog_p2clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Volume = vslider("Volume[name:Volume][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Volume*(Volume*pow(fs,2)*(1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(-1.12794330933527e-13*fs - 3.11703482654466e-10) - 1.27653158593851e-7));
b1 = Volume*(Volume*pow(fs,2)*(-3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(3.3838299280058e-13*fs + 3.11703482654466e-10) - 1.27653158593851e-7));
b2 = Volume*(Volume*pow(fs,2)*(3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(-3.3838299280058e-13*fs + 3.11703482654466e-10) + 1.27653158593851e-7));
b3 = Volume*(Volume*pow(fs,2)*(-1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(1.12794330933527e-13*fs - 3.11703482654466e-10) + 1.27653158593851e-7));
a0 = Volume*(Volume*fs*(fs*(-3.18232353484157e-14*fs - 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(3.18232353484157e-14*fs + 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs + 5.40406043934383e-8) + 1.16799996131758e-6;
a1 = Volume*(Volume*fs*(fs*(9.54697060452472e-14*fs + 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(-9.54697060452472e-14*fs - 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs + 5.40406043934383e-8) + 3.50399988395273e-6;
a2 = Volume*(Volume*fs*(fs*(-9.54697060452472e-14*fs + 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(9.54697060452472e-14*fs - 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs - 5.40406043934383e-8) + 3.50399988395273e-6;
a3 = Volume*(Volume*fs*(fs*(3.18232353484157e-14*fs - 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(-3.18232353484157e-14*fs + 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs - 5.40406043934383e-8) + 1.16799996131758e-6;
};
fatfrog_p2p = _<: ba.if(fsignbit(_), fatfrog_p2_neg_clip, fatfrog_p2_clip) :>_ ;
fatfrog_p2clip = freq_split: ( fatfrog_p2p , fatfrog_p2p , fatfrog_p2p, fatfrog_p2p, fatfrog_p2p) :>_;
/*******************************************************************************
* fatfrog_p3 generated by dkbuiler from FatFrog_p3.sch
*******************************************************************************/
p3 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master = vslider("Master[name:Master][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Bass = vslider("Bass[name:Bass][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(7) : si.smooth(s);
Treble = vslider("Treble[name:Treble][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Middle = vslider("Middle[name:Middle][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Master*(Bass*(Middle*pow(fs,2)*(-3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(-7.65965608134806e-15*fs - 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(-4.54129807194549e-13*Bass*pow(fs,3) + 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(-9.99085575828008e-15*fs - 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs - 3.39833297621287e-8));
b1 = Master*(Bass*(Middle*pow(fs,2)*(1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(2.29789682440442e-14*fs + 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(1.36238942158365e-12*Bass*pow(fs,3) - 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(2.99725672748402e-14*fs + 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs - 3.39833297621287e-8));
b2 = Master*(Bass*(Middle*pow(fs,2)*(-1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(-2.29789682440442e-14*fs + 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(-1.36238942158365e-12*Bass*pow(fs,3) + 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(-2.99725672748402e-14*fs + 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs + 3.39833297621287e-8));
b3 = Master*(Bass*(Middle*pow(fs,2)*(3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(7.65965608134806e-15*fs - 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(4.54129807194549e-13*Bass*pow(fs,3) - 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(9.99085575828008e-15*fs - 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs + 3.39833297621287e-8));
a0 = Bass*(Middle*fs*(fs*(8.4448446570892e-15*fs + 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(1.08432864509182e-14*fs + 6.24344932141459e-11) + 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(-1.85786582455962e-16*fs - 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(-5.27657194642384e-17*fs - 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(2.38552301920201e-15*fs + 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(-2.31243875101266e-17*fs - 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(-1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(-2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(-5.23934856412778e-17*fs - 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(5.24815064224442e-17*fs + 3.86701328713641e-13) + 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(2.38552301920201e-16*fs + 1.86643550757113e-12) + 3.40420425733631e-9) + 8.27983099470864e-7;
a1 = Bass*(Middle*fs*(fs*(-2.53345339712676e-14*fs - 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(-3.25298593527547e-14*fs - 6.24344932141459e-11) + 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(5.57359747367887e-16*fs + 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(1.58297158392715e-16*fs + 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(-7.15656905760603e-15*fs - 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(6.93731625303797e-17*fs + 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(-1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(-5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(1.57180456923833e-16*fs + 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(-1.57444519267333e-16*fs - 3.86701328713641e-13) + 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(-7.15656905760603e-16*fs - 1.86643550757113e-12) + 3.40420425733631e-9) + 2.48394929841259e-6;
a2 = Bass*(Middle*fs*(fs*(2.53345339712676e-14*fs - 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(3.25298593527547e-14*fs - 6.24344932141459e-11) - 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(-5.57359747367887e-16*fs + 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(-1.58297158392715e-16*fs + 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(7.15656905760603e-15*fs - 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(-6.93731625303797e-17*fs + 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(-4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(-7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(-1.57180456923833e-16*fs + 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(1.57444519267333e-16*fs - 3.86701328713641e-13) - 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(7.15656905760603e-16*fs - 1.86643550757113e-12) - 3.40420425733631e-9) + 2.48394929841259e-6;
a3 = Bass*(Middle*fs*(fs*(-8.4448446570892e-15*fs + 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(-1.08432864509182e-14*fs + 6.24344932141459e-11) - 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(1.85786582455962e-16*fs - 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(5.27657194642384e-17*fs - 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(-2.38552301920201e-15*fs + 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(2.31243875101266e-17*fs - 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(-3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(-1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(5.23934856412778e-17*fs - 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(-5.24815064224442e-17*fs + 3.86701328713641e-13) - 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(-2.38552301920201e-16*fs + 1.86643550757113e-12) - 3.40420425733631e-9) + 8.27983099470864e-7;
};
/****************************************************************************************
* fatfrog_poweramp_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max 1.400000
// --table_div 1.684552
// --table_op 1.000000
fatfrog_poweramp_clip = circuit_response(fatfrog_poweramp_table, low, high, step, size) with{
low = 0;
high =0.833333;
step =142.143;
size =200;
fatfrog_poweramp_table = waveform {
0.000000000000,0.008825069056,0.017581566729,0.026269903187,0.034890465555,
0.043443658654,0.051929868850,0.060349505962,0.068702951545,0.076990613410,
0.085212874669,0.093370128103,0.101462771605,0.109491192293,0.117455779277,
0.125356920917,0.133195001455,0.140970418466,0.148683539107,0.156334761409,
0.163924456272,0.171453013208,0.178920811925,0.186328222432,0.193675625016,
0.200963407969,0.208191932778,0.215361567217,0.222472697993,0.229525680172,
0.236520901792,0.243458710457,0.250339474548,0.257163569576,0.263931348881,
0.270643177811,0.277299409324,0.283900407919,0.290446529521,0.296938122771,
0.303375546946,0.309759151256,0.316089285597,0.322366298196,0.328590535608,
0.334762342540,0.340882060475,0.346950036585,0.352966603290,0.358932104243,
0.364846877639,0.370711249622,0.376525560168,0.382290140574,0.388005315775,
0.393671416942,0.399288772025,0.404857702297,0.410378536938,0.415851589047,
0.421277181468,0.426655631817,0.431987254468,0.437272366677,0.442511279324,
0.447704303409,0.452851747777,0.457953921154,0.463011125387,0.468023669161,
0.472991851195,0.477915974277,0.482796332150,0.487633229188,0.492426956125,
0.497177807362,0.501886073846,0.506552046948,0.511176018334,0.515758270335,
0.520299087251,0.524798755416,0.529257556663,0.533675768918,0.538053670789,
0.542391540684,0.546689653613,0.550948279398,0.555167696010,0.559348168034,
0.563489964912,0.567593355127,0.571658603749,0.575685970920,0.579675724258,
0.583628117736,0.587543414507,0.591421871735,0.595263740340,0.599069279141,
0.602838737759,0.606572367383,0.610270417096,0.613933134590,0.617560765687,
0.621153554917,0.624711744403,0.628235577388,0.631725291806,0.635181126584,
0.638603318260,0.641992102801,0.645347712765,0.648670379716,0.651960337348,
0.655217812543,0.658443033155,0.661636227511,0.664797617402,0.667927428210,
0.671025880875,0.674093197740,0.677129595125,0.680135293039,0.683110506168,
0.686055448937,0.688970336972,0.691855380478,0.694710790096,0.697536776369,
0.700333545446,0.703101305038,0.705840260675,0.708550614229,0.711232569274,
0.713886327661,0.716512088070,0.719110049659,0.721680408531,0.724223361618,
0.726739103475,0.729227826292,0.731689723008,0.734124984098,0.736533798639,
0.738916355468,0.741272841367,0.743603441274,0.745908340423,0.748187722027,
0.750441767742,0.752670657655,0.754874572657,0.757053690735,0.759208188412,
0.761338242823,0.763444027128,0.765525716623,0.767583483045,0.769617497350,
0.771627930340,0.773614950578,0.775578726418,0.777519424545,0.779437210341,
0.781332248371,0.783204701796,0.785054734023,0.786882505198,0.788688175562,
0.790471904966,0.792233850299,0.793974169490,0.795693018007,0.797390550199,
0.799066920924,0.800722281709,0.802356785430,0.803970581781,0.805563820995,
0.807136651706,0.808689221322,0.810221676641,0.811734163187,0.813226825850,
0.814699808290,0.816153253063,0.817587302265,0.819002096686,0.820397775366,
0.821774478216,0.823132342882,0.824471506335,0.825792104528,0.827094272846,
0.828378145433,0.829643855964,0.830891536387,0.832121318561,0.833333333339
};
};
/****************************************************************************************
* fatfrog_poweramp_neg_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max -1.400000
// --table_div 1.684552
// --table_op 1.000000
fatfrog_poweramp_neg_clip = circuit_response(fatfrog_poweramp_neg_table, low, high, step, size) with{
low = 0;
high =-0.830434;
step =142.143;
size =200;
fatfrog_poweramp_neg_table = waveform {
0.000000000000,-0.008825166416,-0.017581955846,-0.026270748592,-0.034891927952,
-0.043445895020,-0.051933028482,-0.060353713507,-0.068708344701,-0.076997279049,
-0.085220920211,-0.093379650456,-0.101473847974,-0.109503893701,-0.117470170243,
-0.125373053511,-0.133212915640,-0.140990142782,-0.148705110523,-0.156358185222,
-0.163949749539,-0.171480173168,-0.178949827852,-0.186359083790,-0.193708313082,
-0.200997875893,-0.208228144469,-0.215399491663,-0.222512266704,-0.229566845140,
-0.236563578802,-0.243502835296,-0.250384971175,-0.257210346178,-0.263979312312,
-0.270692226415,-0.277349439820,-0.283951308672,-0.290498183437,-0.296990409097,
-0.303428333067,-0.309812303564,-0.316142669098,-0.322419766753,-0.328643940091,
-0.334815528853,-0.340934871940,-0.347002303943,-0.353018165786,-0.358982786115,
-0.364896496770,-0.370759633766,-0.376572522445,-0.382335485534,-0.388048858784,
-0.393712957996,-0.399328110793,-0.404894638133,-0.410412854580,-0.415883084307,
-0.421305640058,-0.426680833592,-0.432008982476,-0.437290395884,-0.442525383943,
-0.447714254521,-0.452857313789,-0.457954866525,-0.463007216132,-0.468014664763,
-0.472977507652,-0.477896050270,-0.482770585254,-0.487601405460,-0.492388805190,
-0.497133080728,-0.501834519752,-0.506493405025,-0.511110032103,-0.515684679743,
-0.520217632509,-0.524709174236,-0.529159583293,-0.533569140304,-0.537938122341,
-0.542266803832,-0.546555456680,-0.550804357015,-0.555013770934,-0.559183972674,
-0.563315225583,-0.567407798699,-0.571461954073,-0.575477954408,-0.579456063283,
-0.583396537818,-0.587299636289,-0.591165618130,-0.594994733142,-0.598787239769,
-0.602543387137,-0.606263425611,-0.609947605378,-0.613596173718,-0.617209375000,
-0.620787454324,-0.624330653787,-0.627839216646,-0.631313380725,-0.634753384965,
-0.638159466288,-0.641531860042,-0.644870800713,-0.648176518840,-0.651449247993,
-0.654689215377,-0.657896650703,-0.661071779722,-0.664214829073,-0.667326020581,
-0.670405579210,-0.673453722176,-0.676470673651,-0.679456649217,-0.682411864733,
-0.685336538825,-0.688230882515,-0.691095111078,-0.693929432606,-0.696734060342,
-0.699509202616,-0.702255064375,-0.704971855016,-0.707659775910,-0.710319032607,
-0.712949825521,-0.715552356630,-0.718126825518,-0.720673430658,-0.723192367252,
-0.725683832057,-0.728148019865,-0.730585122627,-0.732995333386,-0.735378842133,
-0.737735837986,-0.740066509107,-0.742371043092,-0.744649624698,-0.746902439379,
-0.749129669401,-0.751331497574,-0.753508104803,-0.755659670110,-0.757786372384,
-0.759888389373,-0.761965897374,-0.764019070360,-0.766048083130,-0.768053108124,
-0.770034317048,-0.771991880375,-0.773925967602,-0.775836746544,-0.777724384911,
-0.779589048241,-0.781430901838,-0.783250109603,-0.785046833823,-0.786821236559,
-0.788573478626,-0.790303719548,-0.792012117675,-0.793698830218,-0.795364014068,
-0.797007824406,-0.798630415730,-0.800231941079,-0.801812553473,-0.803372403455,
-0.804911641427,-0.806430417283,-0.807928878875,-0.809407173790,-0.810865448057,
-0.812303847251,-0.813722516074,-0.815121597513,-0.816501234517,-0.817861568263,
-0.819202739722,-0.820524888245,-0.821828152919,-0.823112671327,-0.824378580512,
-0.825626016395,-0.826855114143,-0.828066007852,-0.829258831036,-0.830433715874
};
};
/*******************************************************************************
* fatfrog_poweramp generated by dkbuiler from PlexiPowerAmpEL34.sch
*******************************************************************************/
p4 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : fatfrog_powerampclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(fs*(3.87560926163844e-19*fs + 4.30800903120125e-16) + 3.17509705609174e-17) + 5.3495467261267e-19);
b1 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs - 8.61601806240251e-16) + 1.06990934522534e-18);
b2 = pow(fs,2)*(2.32536555698307e-18*pow(fs,2) - 6.35019411218347e-17);
b3 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs + 8.61601806240251e-16) - 1.06990934522534e-18);
b4 = fs*(fs*(fs*(3.87560926163844e-19*fs - 4.30800903120125e-16) + 3.17509705609174e-17) - 5.3495467261267e-19);
a0 = fs*(fs*(fs*(1.82693733893894e-19*fs + 2.71243523616587e-16) + 8.16290535602033e-14) + 4.64147298174261e-12) + 4.00158102875003e-12;
a1 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs - 5.42487047233173e-16) + 9.28294596348523e-12) + 1.60063241150001e-11;
a2 = pow(fs,2)*(1.09616240336336e-18*pow(fs,2) - 1.63258107120407e-13) + 2.40094861725002e-11;
a3 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs + 5.42487047233173e-16) - 9.28294596348523e-12) + 1.60063241150001e-11;
a4 = fs*(fs*(fs*(1.82693733893894e-19*fs - 2.71243523616587e-16) + 8.16290535602033e-14) - 4.64147298174261e-12) + 4.00158102875003e-12;
};
fatfrog_powerampp = _<: ba.if(fsignbit(_), fatfrog_poweramp_neg_clip, fatfrog_poweramp_clip) :>_ ;
fatfrog_powerampclip = freq_split: ( fatfrog_powerampp , fatfrog_powerampp , fatfrog_powerampp, fatfrog_powerampp, fatfrog_powerampp) :>_;
/*******************************************************************************
* fatfrog_cab_p1 generated by dkbuiler from JMP_p1.sch
*******************************************************************************/
p5 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = pow(fs,3)*(fs*(fs*(fs*(5.41478926354201e-34*fs + 9.89823968225517e-29) + 2.21389820371069e-25) + 8.2706263330292e-23) + 3.05852920983453e-20);
b1 = pow(fs,3)*(fs*(fs*(fs*(-3.79035248447941e-33*fs - 4.94911984112759e-28) - 6.64169461113208e-25) - 8.2706263330292e-23) + 3.05852920983453e-20);
b2 = pow(fs,3)*(fs*(fs*(fs*(1.13710574534382e-32*fs + 8.90841571402966e-28) + 2.21389820371069e-25) - 2.48118789990876e-22) - 9.1755876295036e-20);
b3 = pow(fs,3)*(fs*(fs*(fs*(-1.8951762422397e-32*fs - 4.94911984112759e-28) + 1.10694910185535e-24) + 2.48118789990876e-22) - 9.1755876295036e-20);
b4 = pow(fs,3)*(fs*(fs*(fs*(1.8951762422397e-32*fs - 4.94911984112759e-28) - 1.10694910185535e-24) + 2.48118789990876e-22) + 9.1755876295036e-20);
b5 = pow(fs,3)*(fs*(fs*(fs*(-1.13710574534382e-32*fs + 8.90841571402966e-28) - 2.21389820371069e-25) - 2.48118789990876e-22) + 9.1755876295036e-20);
b6 = pow(fs,3)*(fs*(fs*(fs*(3.79035248447941e-33*fs - 4.94911984112759e-28) + 6.64169461113208e-25) - 8.2706263330292e-23) - 3.05852920983453e-20);
b7 = pow(fs,3)*(fs*(fs*(fs*(-5.41478926354201e-34*fs + 9.89823968225517e-29) - 2.21389820371069e-25) + 8.2706263330292e-23) - 3.05852920983453e-20);
a0 = fs*(fs*(fs*(fs*(fs*(fs*(5.41489755986876e-34*fs + 5.09078733178756e-29) + 2.30252226046762e-25) + 1.50190005873638e-22) + 7.82551343611017e-20) + 2.17831661090841e-17) + 4.23378644784192e-15) + 1.61880500310045e-13;
a1 = fs*(fs*(fs*(fs*(fs*(fs*(-3.79042829190813e-33*fs - 2.54539366589378e-28) - 6.90756678140285e-25) - 1.50190005873638e-22) + 7.82551343611017e-20) + 6.53494983272524e-17) + 2.11689322392096e-14) + 1.13316350217031e-12;
a2 = fs*(fs*(fs*(fs*(fs*(fs*(1.13712848757244e-32*fs + 4.58170859860881e-28) + 2.30252226046762e-25) - 4.50570017620913e-22) - 2.34765403083305e-19) + 2.17831661090841e-17) + 3.81040780305773e-14) + 3.39949050651094e-12;
a3 = fs*(fs*(fs*(fs*(fs*(fs*(-1.89521414595407e-32*fs - 2.54539366589378e-28) + 1.15126113023381e-24) + 4.50570017620913e-22) - 2.34765403083305e-19) - 1.08915830545421e-16) + 2.11689322392096e-14) + 5.66581751085156e-12;
a4 = fs*(fs*(fs*(fs*(fs*(fs*(1.89521414595407e-32*fs - 2.54539366589378e-28) - 1.15126113023381e-24) + 4.50570017620913e-22) + 2.34765403083305e-19) - 1.08915830545421e-16) - 2.11689322392096e-14) + 5.66581751085156e-12;
a5 = fs*(fs*(fs*(fs*(fs*(fs*(-1.13712848757244e-32*fs + 4.58170859860881e-28) - 2.30252226046762e-25) - 4.50570017620913e-22) + 2.34765403083305e-19) + 2.17831661090841e-17) - 3.81040780305773e-14) + 3.39949050651094e-12;
a6 = fs*(fs*(fs*(fs*(fs*(fs*(3.79042829190813e-33*fs - 2.54539366589378e-28) + 6.90756678140285e-25) - 1.50190005873638e-22) - 7.82551343611017e-20) + 6.53494983272524e-17) - 2.11689322392096e-14) + 1.13316350217031e-12;
a7 = fs*(fs*(fs*(fs*(fs*(fs*(-5.41489755986876e-34*fs + 5.09078733178756e-29) - 2.30252226046762e-25) + 1.50190005873638e-22) - 7.82551343611017e-20) + 2.17831661090841e-17) - 4.23378644784192e-15) + 1.61880500310045e-13;
};
/*******************************************************************************
* fatfrog_cab_p2 generated by dkbuiler from JMP_p2.sch
*******************************************************************************/
p6 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 0.00504891959951124;
b1 = 0.0201956783980450;
b2 = 0.0302935175970674;
b3 = 0.0201956783980450;
b4 = 0.00504891959951124;
a0 = fs*(fs*(fs*(7.69566058426545e-20*fs + 3.51033127781783e-15) + 6.87327741113863e-11) + 8.30384029826822e-7) + 0.00504902057840812;
a1 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs - 7.02066255563566e-15) + 1.66076805965364e-6) + 0.0201960823136325;
a2 = pow(fs,2)*(4.61739635055927e-19*pow(fs,2) - 1.37465548222773e-10) + 0.0302941234704487;
a3 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs + 7.02066255563566e-15) - 1.66076805965364e-6) + 0.0201960823136325;
a4 = fs*(fs*(fs*(7.69566058426545e-20*fs - 3.51033127781783e-15) + 6.87327741113863e-11) - 8.30384029826822e-7) + 0.00504902057840812;
};
b1 = checkbox("Bright[name:Bright");
process = ba.bypass_fade(ma.SR/10, b1, p1 : *(0.333)) : p2 : p3 : *(0.666) : p4 : *(0.666) : p5 : *(0.555) : p6 : *(0.555) ;
| https://raw.githubusercontent.com/brummer10/FatFrog.lv2/5da0ec72ca1ddb2baaf70fdbfa7fd7692c25e8b3/FatFrog/dsp/FatFrog.dsp | faust | ******************************************************************************
**************************** File generated by *********************************
********************************************************************************
./build-plug.py -i FatFrog_p1.sch FatFrog_p2.sch FatFrog_p3.sch PlexiPowerAmpEL34.sch JMP_p1.sch JMP_p2.sch -T --table_neg 2 4 -o 10 -x 15.0 -N --switch 1=Bright --bypass -r 1=0.333 3=0.666 4=0.666 5=0.555 6=0.555 --build --name FatFrog
******************************************************************************
generated automatically
DO NOT MODIFY!
******************************************************************************
* 1-dimensional function table for linear interpolation
******************************************************************************
-- Rdtable from waveform
-- Copy the sign of x to f
-- Get sign of value x
-- Check if value x is negative
-- Get fractal part of value n
-- Interpolate value between i and i+1 in table with fractal coefficient f.
-- reduce dc-offset (noise) from table response for very low values
-- Linear interpolation for value x in rdtable
-- Calculate linear table index for value x
-- predefined filterbank
******************************************************************************
* fatfrog_p1 generated by dkbuiler from FatFrog_p1.sch
******************************************************************************
***************************************************************************************
* fatfrog_p2_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max 15.000000
--table_div 24.187463
--table_op 10.000000
***************************************************************************************
* fatfrog_p2_neg_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max -15.000000
--table_div 24.187463
--table_op 10.000000
******************************************************************************
* fatfrog_p2 generated by dkbuiler from FatFrog_p2.sch
******************************************************************************
******************************************************************************
* fatfrog_p3 generated by dkbuiler from FatFrog_p3.sch
******************************************************************************
***************************************************************************************
* fatfrog_poweramp_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max 1.400000
--table_div 1.684552
--table_op 1.000000
***************************************************************************************
* fatfrog_poweramp_neg_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max -1.400000
--table_div 1.684552
--table_op 1.000000
******************************************************************************
* fatfrog_poweramp generated by dkbuiler from PlexiPowerAmpEL34.sch
******************************************************************************
******************************************************************************
* fatfrog_cab_p1 generated by dkbuiler from JMP_p1.sch
******************************************************************************
******************************************************************************
* fatfrog_cab_p2 generated by dkbuiler from JMP_p2.sch
****************************************************************************** |
declare id "fatfrog";
declare name "FatFrog";
declare category "Extern";
declare shortname "FatFrog";
declare description "HighGain Amplifier";
import("stdfaust.lib");
rd = library("reducemaps.lib");
rtable(table, r) = (table, int(r)):rdtable;
ccopysign(f, x) = ma.fabs(f) * sign(x);
sign(x) = x<0, 1, -1 : select2;
fsignbit(x) = x<0;
fractal(n) = n - int(n);
interpolation(table, size, f, i) = select2(i<0,select2(i>size-2,
rtable(table, i)*(1-f) + rtable(table,i+1)*f, rtable(table, size-1)),
rtable(table, 0)) : table_gate(table);
table_gate(table,x) = select2(ma.fabs(x):rd.maxn(4096)<ma.fabs(rtable(table, 1))*(0.12), x, x*x*x);
circuit_response(table, low, high, step, size, x) =
interpolation(table, size, fractal(linindex(step, x)),
int(linindex(step, x))), x : ccopysign;
linindex(step, x) = ma.fabs(x) * step;
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
p1 = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(4.16735243056623e-10*fs - 1.34532561213629e-5) - 0.00381962735513334;
b1 = -8.33470486113245e-10*pow(fs,2) - 0.00763925471026669;
b2 = fs*(4.16735243056623e-10*fs + 1.34532561213629e-5) - 0.00381962735513334;
a0 = fs*(4.16735243056623e-10*fs + 8.26427569712678e-7) + 0.000173476651332639;
a1 = -8.33470486113245e-10*pow(fs,2) + 0.000346953302665278;
a2 = fs*(4.16735243056623e-10*fs - 8.26427569712678e-7) + 0.000173476651332639;
};
fatfrog_p2_clip = circuit_response(fatfrog_p2_table, low, high, step, size) with{
low = 0;
high =-0.833333;
step =132.667;
size =200;
fatfrog_p2_table = waveform {
0.000000000000,-0.010712151353,-0.020788209399,-0.030288758114,-0.039268727972,
-0.047777878957,-0.055861253976,-0.063559601086,-0.070909764322,-0.077945043733,
-0.084695525822,-0.091188385904,-0.097448164100,-0.103497016752,-0.109354945070,
-0.115040002789,-0.120568484534,-0.125955096528,-0.131213111156,-0.136354506821,
-0.141390094406,-0.146329631577,-0.151181926031,-0.155954928737,-0.160655818100,
-0.165291075921,-0.169866555921,-0.174387545552,-0.178858821741,-0.183284701150,
-0.187669085492,-0.192015502374,-0.196327142115,-0.200606890924,-0.204857360800,
-0.209080916478,-0.213279699707,-0.217455651124,-0.221610529963,-0.225745931815,
-0.229863304625,-0.233963963109,-0.238049101740,-0.242119806446,-0.246177065159,
-0.250221777310,-0.254254762385,-0.258276767646,-0.262288475074,-0.266290507633,
-0.270283434918,-0.274267778242,-0.278244015219,-0.282212583903,-0.286173886510,
-0.290128292786,-0.294076143032,-0.298017750841,-0.301953405562,-0.305883374529,
-0.309807905062,-0.313727226289,-0.317641550772,-0.321551075990,-0.325455985674,
-0.329356451010,-0.333252631727,-0.337144677089,-0.341032726776,-0.344916911697,
-0.348797354719,-0.352674171321,-0.356547470200,-0.360417353807,-0.364283918841,
-0.368147256694,-0.372007453859,-0.375864592290,-0.379718749745,-0.383570000084,
-0.387418413547,-0.391264057005,-0.395106994195,-0.398947285921,-0.402784990254,
-0.406620162699,-0.410452856364,-0.414283122097,-0.418111008630,-0.421936562697,
-0.425759829147,-0.429580851053,-0.433399669805,-0.437216325201,-0.441030855527,
-0.444843297634,-0.448653687011,-0.452462057847,-0.456268443094,-0.460072874521,
-0.463875382772,-0.467675997409,-0.471474746966,-0.475271658982,-0.479066760051,
-0.482860075855,-0.486651631202,-0.490441450058,-0.494229555581,-0.498015970149,
-0.501800715391,-0.505583812212,-0.509365280819,-0.513145140748,-0.516923410882,
-0.520700109479,-0.524475254190,-0.528248862079,-0.532020949643,-0.535791532830,
-0.539560627060,-0.543328247235,-0.547094407762,-0.550859122566,-0.554622405105,
-0.558384268384,-0.562144724971,-0.565903787008,-0.569661466225,-0.573417773953,
-0.577172721136,-0.580926318342,-0.584678575774,-0.588429503283,-0.592179110376,
-0.595927406228,-0.599674399689,-0.603420099300,-0.607164513294,-0.610907649610,
-0.614649515903,-0.618390119547,-0.622129467649,-0.625867567053,-0.629604424348,
-0.633340045879,-0.637074437750,-0.640807605833,-0.644539555775,-0.648270293005,
-0.651999822738,-0.655728149984,-0.659455279554,-0.663181216063,-0.666905963940,
-0.670629527429,-0.674351910599,-0.678073117346,-0.681793151398,-0.685512016324,
-0.689229715533,-0.692946252284,-0.696661629687,-0.700375850709,-0.704088918178,
-0.707800834787,-0.711511603098,-0.715221225547,-0.718929704448,-0.722637041994,
-0.726343240263,-0.730048301221,-0.733752226727,-0.737455018533,-0.741156678289,
-0.744857207547,-0.748556607765,-0.752254880305,-0.755952026441,-0.759648047360,
-0.763342944165,-0.767036717877,-0.770729369438,-0.774420899714,-0.778111309497,
-0.781800599506,-0.785488770393,-0.789175822741,-0.792861757070,-0.796546573836,
-0.800230273435,-0.803912856202,-0.807594322420,-0.811274672313,-0.814953906054,
-0.818632023765,-0.822309025516,-0.825984911333,-0.829659681193,-0.833333335030
};
};
fatfrog_p2_neg_clip = circuit_response(fatfrog_p2_neg_table, low, high, step, size) with{
low = 0;
high =0.550206;
step =132.667;
size =200;
fatfrog_p2_neg_table = waveform {
0.000000000000,0.010689788950,0.020704100806,0.030110387046,0.038969146539,
0.047334652345,0.055255601546,0.062775696308,0.069934163529,0.076766219616,
0.083303486286,0.089574362602,0.095604357934,0.101416390011,0.107031051779,
0.112466850390,0.117740421276,0.122866719950,0.127859193885,0.132729936577,
0.137489825657,0.142148646743,0.146715204506,0.151197422304,0.155602431561,
0.159936651967,0.164205863459,0.168415270810,0.172569561627,0.176672958401,
0.180729265255,0.184741909912,0.188713981390,0.192648263856,0.196547267032,
0.200413253506,0.204248263277,0.208054135791,0.211832529755,0.215584940928,
0.219312718116,0.223017077541,0.226699115755,0.230359821245,0.234000084864,
0.237620709205,0.241222417027,0.244805858825,0.248371619639,0.251920225171,
0.255452147280,0.258967808926,0.262467588611,0.265951824368,0.269420817349,
0.272874835046,0.276314114187,0.279738863334,0.283149265224,0.286545478856,
0.289927641386,0.293295869804,0.296650262457,0.299990900404,0.303317848633,
0.306631157153,0.309930861966,0.313216985943,0.316489539595,0.319748521778,
0.322993920300,0.326225712477,0.329443865619,0.332648337459,0.335839076535,
0.339016022523,0.342179106530,0.345328251350,0.348463371679,0.351584374310,
0.354691158288,0.357783615049,0.360861628529,0.363925075253,0.366973824408,
0.370007737893,0.373026670354,0.376030469211,0.379018974658,0.381992019666,
0.384949429965,0.387891024015,0.390816612979,0.393726000673,0.396618983521,
0.399495350497,0.402354883062,0.405197355103,0.408022532855,0.410830174836,
0.413620031765,0.416391846489,0.419145353907,0.421880280892,0.424596346217,
0.427293260482,0.429970726049,0.432628436977,0.435266078966,0.437883329304,
0.440479856835,0.443055321921,0.445609376432,0.448141663738,0.450651818724,
0.453139467821,0.455604229059,0.458045712136,0.460463518524,0.462857241591,
0.465226466759,0.467570771697,0.469889726546,0.472182894186,0.474449830551,
0.476690084982,0.478903200634,0.481088714942,0.483246160139,0.485375063837,
0.487474949674,0.489545338033,0.491585746830,0.493595692384,0.495574690361,
0.497522256806,0.499437909259,0.501321167961,0.503171557148,0.504988606437,
0.506771852302,0.508520839644,0.510235123443,0.511914270507,0.513557861287,
0.515165491787,0.516736775524,0.518271345564,0.519768856600,0.521228987068,
0.522651441289,0.524035951619,0.525382280592,0.526690223025,0.527959608090,
0.529190301302,0.530382206421,0.531535267232,0.532649469193,0.533724840907,
0.534761455413,0.535759431267,0.536718933388,0.537640173654,0.538523411235,
0.539368952636,0.540177151460,0.540948407866,0.541683167728,0.542381921495,
0.543045202761,0.543673586549,0.544267687332,0.544828156796,0.545355681386,
0.545850979647,0.546314799384,0.546747914694,0.547151122873,0.547525241250,
0.547871103981,0.548189558816,0.548481463903,0.548747684625,0.548989090523,
0.549206552318,0.549400939057,0.549573115407,0.549723939108,0.549854258601,
0.549964910839,0.550056719295,0.550130492159,0.550187020738,0.550227078049,
0.550251417605,0.550260772389,0.550255854006,0.550237352009,0.550205933387
};
};
p2 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : fatfrog_p2clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Volume = vslider("Volume[name:Volume][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Volume*(Volume*pow(fs,2)*(1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(-1.12794330933527e-13*fs - 3.11703482654466e-10) - 1.27653158593851e-7));
b1 = Volume*(Volume*pow(fs,2)*(-3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(3.3838299280058e-13*fs + 3.11703482654466e-10) - 1.27653158593851e-7));
b2 = Volume*(Volume*pow(fs,2)*(3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(-3.3838299280058e-13*fs + 3.11703482654466e-10) + 1.27653158593851e-7));
b3 = Volume*(Volume*pow(fs,2)*(-1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(1.12794330933527e-13*fs - 3.11703482654466e-10) + 1.27653158593851e-7));
a0 = Volume*(Volume*fs*(fs*(-3.18232353484157e-14*fs - 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(3.18232353484157e-14*fs + 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs + 5.40406043934383e-8) + 1.16799996131758e-6;
a1 = Volume*(Volume*fs*(fs*(9.54697060452472e-14*fs + 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(-9.54697060452472e-14*fs - 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs + 5.40406043934383e-8) + 3.50399988395273e-6;
a2 = Volume*(Volume*fs*(fs*(-9.54697060452472e-14*fs + 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(9.54697060452472e-14*fs - 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs - 5.40406043934383e-8) + 3.50399988395273e-6;
a3 = Volume*(Volume*fs*(fs*(3.18232353484157e-14*fs - 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(-3.18232353484157e-14*fs + 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs - 5.40406043934383e-8) + 1.16799996131758e-6;
};
fatfrog_p2p = _<: ba.if(fsignbit(_), fatfrog_p2_neg_clip, fatfrog_p2_clip) :>_ ;
fatfrog_p2clip = freq_split: ( fatfrog_p2p , fatfrog_p2p , fatfrog_p2p, fatfrog_p2p, fatfrog_p2p) :>_;
p3 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master = vslider("Master[name:Master][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Bass = vslider("Bass[name:Bass][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(7) : si.smooth(s);
Treble = vslider("Treble[name:Treble][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Middle = vslider("Middle[name:Middle][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Master*(Bass*(Middle*pow(fs,2)*(-3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(-7.65965608134806e-15*fs - 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(-4.54129807194549e-13*Bass*pow(fs,3) + 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(-9.99085575828008e-15*fs - 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs - 3.39833297621287e-8));
b1 = Master*(Bass*(Middle*pow(fs,2)*(1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(2.29789682440442e-14*fs + 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(1.36238942158365e-12*Bass*pow(fs,3) - 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(2.99725672748402e-14*fs + 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs - 3.39833297621287e-8));
b2 = Master*(Bass*(Middle*pow(fs,2)*(-1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(-2.29789682440442e-14*fs + 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(-1.36238942158365e-12*Bass*pow(fs,3) + 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(-2.99725672748402e-14*fs + 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs + 3.39833297621287e-8));
b3 = Master*(Bass*(Middle*pow(fs,2)*(3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(7.65965608134806e-15*fs - 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(4.54129807194549e-13*Bass*pow(fs,3) - 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(9.99085575828008e-15*fs - 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs + 3.39833297621287e-8));
a0 = Bass*(Middle*fs*(fs*(8.4448446570892e-15*fs + 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(1.08432864509182e-14*fs + 6.24344932141459e-11) + 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(-1.85786582455962e-16*fs - 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(-5.27657194642384e-17*fs - 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(2.38552301920201e-15*fs + 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(-2.31243875101266e-17*fs - 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(-1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(-2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(-5.23934856412778e-17*fs - 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(5.24815064224442e-17*fs + 3.86701328713641e-13) + 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(2.38552301920201e-16*fs + 1.86643550757113e-12) + 3.40420425733631e-9) + 8.27983099470864e-7;
a1 = Bass*(Middle*fs*(fs*(-2.53345339712676e-14*fs - 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(-3.25298593527547e-14*fs - 6.24344932141459e-11) + 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(5.57359747367887e-16*fs + 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(1.58297158392715e-16*fs + 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(-7.15656905760603e-15*fs - 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(6.93731625303797e-17*fs + 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(-1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(-5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(1.57180456923833e-16*fs + 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(-1.57444519267333e-16*fs - 3.86701328713641e-13) + 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(-7.15656905760603e-16*fs - 1.86643550757113e-12) + 3.40420425733631e-9) + 2.48394929841259e-6;
a2 = Bass*(Middle*fs*(fs*(2.53345339712676e-14*fs - 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(3.25298593527547e-14*fs - 6.24344932141459e-11) - 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(-5.57359747367887e-16*fs + 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(-1.58297158392715e-16*fs + 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(7.15656905760603e-15*fs - 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(-6.93731625303797e-17*fs + 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(-4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(-7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(-1.57180456923833e-16*fs + 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(1.57444519267333e-16*fs - 3.86701328713641e-13) - 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(7.15656905760603e-16*fs - 1.86643550757113e-12) - 3.40420425733631e-9) + 2.48394929841259e-6;
a3 = Bass*(Middle*fs*(fs*(-8.4448446570892e-15*fs + 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(-1.08432864509182e-14*fs + 6.24344932141459e-11) - 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(1.85786582455962e-16*fs - 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(5.27657194642384e-17*fs - 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(-2.38552301920201e-15*fs + 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(2.31243875101266e-17*fs - 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(-3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(-1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(5.23934856412778e-17*fs - 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(-5.24815064224442e-17*fs + 3.86701328713641e-13) - 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(-2.38552301920201e-16*fs + 1.86643550757113e-12) - 3.40420425733631e-9) + 8.27983099470864e-7;
};
fatfrog_poweramp_clip = circuit_response(fatfrog_poweramp_table, low, high, step, size) with{
low = 0;
high =0.833333;
step =142.143;
size =200;
fatfrog_poweramp_table = waveform {
0.000000000000,0.008825069056,0.017581566729,0.026269903187,0.034890465555,
0.043443658654,0.051929868850,0.060349505962,0.068702951545,0.076990613410,
0.085212874669,0.093370128103,0.101462771605,0.109491192293,0.117455779277,
0.125356920917,0.133195001455,0.140970418466,0.148683539107,0.156334761409,
0.163924456272,0.171453013208,0.178920811925,0.186328222432,0.193675625016,
0.200963407969,0.208191932778,0.215361567217,0.222472697993,0.229525680172,
0.236520901792,0.243458710457,0.250339474548,0.257163569576,0.263931348881,
0.270643177811,0.277299409324,0.283900407919,0.290446529521,0.296938122771,
0.303375546946,0.309759151256,0.316089285597,0.322366298196,0.328590535608,
0.334762342540,0.340882060475,0.346950036585,0.352966603290,0.358932104243,
0.364846877639,0.370711249622,0.376525560168,0.382290140574,0.388005315775,
0.393671416942,0.399288772025,0.404857702297,0.410378536938,0.415851589047,
0.421277181468,0.426655631817,0.431987254468,0.437272366677,0.442511279324,
0.447704303409,0.452851747777,0.457953921154,0.463011125387,0.468023669161,
0.472991851195,0.477915974277,0.482796332150,0.487633229188,0.492426956125,
0.497177807362,0.501886073846,0.506552046948,0.511176018334,0.515758270335,
0.520299087251,0.524798755416,0.529257556663,0.533675768918,0.538053670789,
0.542391540684,0.546689653613,0.550948279398,0.555167696010,0.559348168034,
0.563489964912,0.567593355127,0.571658603749,0.575685970920,0.579675724258,
0.583628117736,0.587543414507,0.591421871735,0.595263740340,0.599069279141,
0.602838737759,0.606572367383,0.610270417096,0.613933134590,0.617560765687,
0.621153554917,0.624711744403,0.628235577388,0.631725291806,0.635181126584,
0.638603318260,0.641992102801,0.645347712765,0.648670379716,0.651960337348,
0.655217812543,0.658443033155,0.661636227511,0.664797617402,0.667927428210,
0.671025880875,0.674093197740,0.677129595125,0.680135293039,0.683110506168,
0.686055448937,0.688970336972,0.691855380478,0.694710790096,0.697536776369,
0.700333545446,0.703101305038,0.705840260675,0.708550614229,0.711232569274,
0.713886327661,0.716512088070,0.719110049659,0.721680408531,0.724223361618,
0.726739103475,0.729227826292,0.731689723008,0.734124984098,0.736533798639,
0.738916355468,0.741272841367,0.743603441274,0.745908340423,0.748187722027,
0.750441767742,0.752670657655,0.754874572657,0.757053690735,0.759208188412,
0.761338242823,0.763444027128,0.765525716623,0.767583483045,0.769617497350,
0.771627930340,0.773614950578,0.775578726418,0.777519424545,0.779437210341,
0.781332248371,0.783204701796,0.785054734023,0.786882505198,0.788688175562,
0.790471904966,0.792233850299,0.793974169490,0.795693018007,0.797390550199,
0.799066920924,0.800722281709,0.802356785430,0.803970581781,0.805563820995,
0.807136651706,0.808689221322,0.810221676641,0.811734163187,0.813226825850,
0.814699808290,0.816153253063,0.817587302265,0.819002096686,0.820397775366,
0.821774478216,0.823132342882,0.824471506335,0.825792104528,0.827094272846,
0.828378145433,0.829643855964,0.830891536387,0.832121318561,0.833333333339
};
};
fatfrog_poweramp_neg_clip = circuit_response(fatfrog_poweramp_neg_table, low, high, step, size) with{
low = 0;
high =-0.830434;
step =142.143;
size =200;
fatfrog_poweramp_neg_table = waveform {
0.000000000000,-0.008825166416,-0.017581955846,-0.026270748592,-0.034891927952,
-0.043445895020,-0.051933028482,-0.060353713507,-0.068708344701,-0.076997279049,
-0.085220920211,-0.093379650456,-0.101473847974,-0.109503893701,-0.117470170243,
-0.125373053511,-0.133212915640,-0.140990142782,-0.148705110523,-0.156358185222,
-0.163949749539,-0.171480173168,-0.178949827852,-0.186359083790,-0.193708313082,
-0.200997875893,-0.208228144469,-0.215399491663,-0.222512266704,-0.229566845140,
-0.236563578802,-0.243502835296,-0.250384971175,-0.257210346178,-0.263979312312,
-0.270692226415,-0.277349439820,-0.283951308672,-0.290498183437,-0.296990409097,
-0.303428333067,-0.309812303564,-0.316142669098,-0.322419766753,-0.328643940091,
-0.334815528853,-0.340934871940,-0.347002303943,-0.353018165786,-0.358982786115,
-0.364896496770,-0.370759633766,-0.376572522445,-0.382335485534,-0.388048858784,
-0.393712957996,-0.399328110793,-0.404894638133,-0.410412854580,-0.415883084307,
-0.421305640058,-0.426680833592,-0.432008982476,-0.437290395884,-0.442525383943,
-0.447714254521,-0.452857313789,-0.457954866525,-0.463007216132,-0.468014664763,
-0.472977507652,-0.477896050270,-0.482770585254,-0.487601405460,-0.492388805190,
-0.497133080728,-0.501834519752,-0.506493405025,-0.511110032103,-0.515684679743,
-0.520217632509,-0.524709174236,-0.529159583293,-0.533569140304,-0.537938122341,
-0.542266803832,-0.546555456680,-0.550804357015,-0.555013770934,-0.559183972674,
-0.563315225583,-0.567407798699,-0.571461954073,-0.575477954408,-0.579456063283,
-0.583396537818,-0.587299636289,-0.591165618130,-0.594994733142,-0.598787239769,
-0.602543387137,-0.606263425611,-0.609947605378,-0.613596173718,-0.617209375000,
-0.620787454324,-0.624330653787,-0.627839216646,-0.631313380725,-0.634753384965,
-0.638159466288,-0.641531860042,-0.644870800713,-0.648176518840,-0.651449247993,
-0.654689215377,-0.657896650703,-0.661071779722,-0.664214829073,-0.667326020581,
-0.670405579210,-0.673453722176,-0.676470673651,-0.679456649217,-0.682411864733,
-0.685336538825,-0.688230882515,-0.691095111078,-0.693929432606,-0.696734060342,
-0.699509202616,-0.702255064375,-0.704971855016,-0.707659775910,-0.710319032607,
-0.712949825521,-0.715552356630,-0.718126825518,-0.720673430658,-0.723192367252,
-0.725683832057,-0.728148019865,-0.730585122627,-0.732995333386,-0.735378842133,
-0.737735837986,-0.740066509107,-0.742371043092,-0.744649624698,-0.746902439379,
-0.749129669401,-0.751331497574,-0.753508104803,-0.755659670110,-0.757786372384,
-0.759888389373,-0.761965897374,-0.764019070360,-0.766048083130,-0.768053108124,
-0.770034317048,-0.771991880375,-0.773925967602,-0.775836746544,-0.777724384911,
-0.779589048241,-0.781430901838,-0.783250109603,-0.785046833823,-0.786821236559,
-0.788573478626,-0.790303719548,-0.792012117675,-0.793698830218,-0.795364014068,
-0.797007824406,-0.798630415730,-0.800231941079,-0.801812553473,-0.803372403455,
-0.804911641427,-0.806430417283,-0.807928878875,-0.809407173790,-0.810865448057,
-0.812303847251,-0.813722516074,-0.815121597513,-0.816501234517,-0.817861568263,
-0.819202739722,-0.820524888245,-0.821828152919,-0.823112671327,-0.824378580512,
-0.825626016395,-0.826855114143,-0.828066007852,-0.829258831036,-0.830433715874
};
};
p4 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : fatfrog_powerampclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(fs*(3.87560926163844e-19*fs + 4.30800903120125e-16) + 3.17509705609174e-17) + 5.3495467261267e-19);
b1 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs - 8.61601806240251e-16) + 1.06990934522534e-18);
b2 = pow(fs,2)*(2.32536555698307e-18*pow(fs,2) - 6.35019411218347e-17);
b3 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs + 8.61601806240251e-16) - 1.06990934522534e-18);
b4 = fs*(fs*(fs*(3.87560926163844e-19*fs - 4.30800903120125e-16) + 3.17509705609174e-17) - 5.3495467261267e-19);
a0 = fs*(fs*(fs*(1.82693733893894e-19*fs + 2.71243523616587e-16) + 8.16290535602033e-14) + 4.64147298174261e-12) + 4.00158102875003e-12;
a1 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs - 5.42487047233173e-16) + 9.28294596348523e-12) + 1.60063241150001e-11;
a2 = pow(fs,2)*(1.09616240336336e-18*pow(fs,2) - 1.63258107120407e-13) + 2.40094861725002e-11;
a3 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs + 5.42487047233173e-16) - 9.28294596348523e-12) + 1.60063241150001e-11;
a4 = fs*(fs*(fs*(1.82693733893894e-19*fs - 2.71243523616587e-16) + 8.16290535602033e-14) - 4.64147298174261e-12) + 4.00158102875003e-12;
};
fatfrog_powerampp = _<: ba.if(fsignbit(_), fatfrog_poweramp_neg_clip, fatfrog_poweramp_clip) :>_ ;
fatfrog_powerampclip = freq_split: ( fatfrog_powerampp , fatfrog_powerampp , fatfrog_powerampp, fatfrog_powerampp, fatfrog_powerampp) :>_;
p5 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = pow(fs,3)*(fs*(fs*(fs*(5.41478926354201e-34*fs + 9.89823968225517e-29) + 2.21389820371069e-25) + 8.2706263330292e-23) + 3.05852920983453e-20);
b1 = pow(fs,3)*(fs*(fs*(fs*(-3.79035248447941e-33*fs - 4.94911984112759e-28) - 6.64169461113208e-25) - 8.2706263330292e-23) + 3.05852920983453e-20);
b2 = pow(fs,3)*(fs*(fs*(fs*(1.13710574534382e-32*fs + 8.90841571402966e-28) + 2.21389820371069e-25) - 2.48118789990876e-22) - 9.1755876295036e-20);
b3 = pow(fs,3)*(fs*(fs*(fs*(-1.8951762422397e-32*fs - 4.94911984112759e-28) + 1.10694910185535e-24) + 2.48118789990876e-22) - 9.1755876295036e-20);
b4 = pow(fs,3)*(fs*(fs*(fs*(1.8951762422397e-32*fs - 4.94911984112759e-28) - 1.10694910185535e-24) + 2.48118789990876e-22) + 9.1755876295036e-20);
b5 = pow(fs,3)*(fs*(fs*(fs*(-1.13710574534382e-32*fs + 8.90841571402966e-28) - 2.21389820371069e-25) - 2.48118789990876e-22) + 9.1755876295036e-20);
b6 = pow(fs,3)*(fs*(fs*(fs*(3.79035248447941e-33*fs - 4.94911984112759e-28) + 6.64169461113208e-25) - 8.2706263330292e-23) - 3.05852920983453e-20);
b7 = pow(fs,3)*(fs*(fs*(fs*(-5.41478926354201e-34*fs + 9.89823968225517e-29) - 2.21389820371069e-25) + 8.2706263330292e-23) - 3.05852920983453e-20);
a0 = fs*(fs*(fs*(fs*(fs*(fs*(5.41489755986876e-34*fs + 5.09078733178756e-29) + 2.30252226046762e-25) + 1.50190005873638e-22) + 7.82551343611017e-20) + 2.17831661090841e-17) + 4.23378644784192e-15) + 1.61880500310045e-13;
a1 = fs*(fs*(fs*(fs*(fs*(fs*(-3.79042829190813e-33*fs - 2.54539366589378e-28) - 6.90756678140285e-25) - 1.50190005873638e-22) + 7.82551343611017e-20) + 6.53494983272524e-17) + 2.11689322392096e-14) + 1.13316350217031e-12;
a2 = fs*(fs*(fs*(fs*(fs*(fs*(1.13712848757244e-32*fs + 4.58170859860881e-28) + 2.30252226046762e-25) - 4.50570017620913e-22) - 2.34765403083305e-19) + 2.17831661090841e-17) + 3.81040780305773e-14) + 3.39949050651094e-12;
a3 = fs*(fs*(fs*(fs*(fs*(fs*(-1.89521414595407e-32*fs - 2.54539366589378e-28) + 1.15126113023381e-24) + 4.50570017620913e-22) - 2.34765403083305e-19) - 1.08915830545421e-16) + 2.11689322392096e-14) + 5.66581751085156e-12;
a4 = fs*(fs*(fs*(fs*(fs*(fs*(1.89521414595407e-32*fs - 2.54539366589378e-28) - 1.15126113023381e-24) + 4.50570017620913e-22) + 2.34765403083305e-19) - 1.08915830545421e-16) - 2.11689322392096e-14) + 5.66581751085156e-12;
a5 = fs*(fs*(fs*(fs*(fs*(fs*(-1.13712848757244e-32*fs + 4.58170859860881e-28) - 2.30252226046762e-25) - 4.50570017620913e-22) + 2.34765403083305e-19) + 2.17831661090841e-17) - 3.81040780305773e-14) + 3.39949050651094e-12;
a6 = fs*(fs*(fs*(fs*(fs*(fs*(3.79042829190813e-33*fs - 2.54539366589378e-28) + 6.90756678140285e-25) - 1.50190005873638e-22) - 7.82551343611017e-20) + 6.53494983272524e-17) - 2.11689322392096e-14) + 1.13316350217031e-12;
a7 = fs*(fs*(fs*(fs*(fs*(fs*(-5.41489755986876e-34*fs + 5.09078733178756e-29) - 2.30252226046762e-25) + 1.50190005873638e-22) - 7.82551343611017e-20) + 2.17831661090841e-17) - 4.23378644784192e-15) + 1.61880500310045e-13;
};
p6 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 0.00504891959951124;
b1 = 0.0201956783980450;
b2 = 0.0302935175970674;
b3 = 0.0201956783980450;
b4 = 0.00504891959951124;
a0 = fs*(fs*(fs*(7.69566058426545e-20*fs + 3.51033127781783e-15) + 6.87327741113863e-11) + 8.30384029826822e-7) + 0.00504902057840812;
a1 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs - 7.02066255563566e-15) + 1.66076805965364e-6) + 0.0201960823136325;
a2 = pow(fs,2)*(4.61739635055927e-19*pow(fs,2) - 1.37465548222773e-10) + 0.0302941234704487;
a3 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs + 7.02066255563566e-15) - 1.66076805965364e-6) + 0.0201960823136325;
a4 = fs*(fs*(fs*(7.69566058426545e-20*fs - 3.51033127781783e-15) + 6.87327741113863e-11) - 8.30384029826822e-7) + 0.00504902057840812;
};
b1 = checkbox("Bright[name:Bright");
process = ba.bypass_fade(ma.SR/10, b1, p1 : *(0.333)) : p2 : p3 : *(0.666) : p4 : *(0.666) : p5 : *(0.555) : p6 : *(0.555) ;
|
dfb561f0fc40f81e056a60f4f86815de5fe38017e528029d94ad51f7ee901586 | brummer10/FatFrog | FatFrog.dsp |
/*******************************************************************************
**************************** File generated by *********************************
********************************************************************************
./build-plug.py -i FatFrog_p1.sch FatFrog_p2.sch FatFrog_p3.sch PlexiPowerAmpEL34.sch JMP_p1.sch JMP_p2.sch -T --table_neg 2 4 -o 10 -x 15.0 -N --switch 1=Bright --bypass -r 1=0.333 3=0.666 4=0.666 5=0.555 6=0.555 --build --name FatFrog
*******************************************************************************/
// generated automatically
// DO NOT MODIFY!
declare id "fatfrog";
declare name "FatFrog";
declare category "Extern";
declare shortname "FatFrog";
declare description "HighGain Amplifier";
import("stdfaust.lib");
/*******************************************************************************
* 1-dimensional function table for linear interpolation
*******************************************************************************/
rd = library("reducemaps.lib");
//-- Rdtable from waveform
rtable(table, r) = (table, int(r)):rdtable;
//-- Copy the sign of x to f
ccopysign(f, x) = ma.fabs(f) * sign(x);
//-- Get sign of value x
sign(x) = x<0, 1, -1 : select2;
//-- Check if value x is negative
fsignbit(x) = x<0;
//-- Get fractal part of value n
fractal(n) = n - int(n);
//-- Interpolate value between i and i+1 in table with fractal coefficient f.
interpolation(table, size, f, i) = select2(i<1,select2(i>size-3,
rtable(table, i)*(1-f) + rtable(table,i+1)*f, rtable(table, size-1)),
rtable(table, 0)) ;
//-- reduce dc-offset (noise) from table response for very low values
table_gate(table,x) = select2(ma.fabs(x):rd.maxn(4096)<ma.fabs(rtable(table, 1))*(0.12), x, x*x*x);
//-- Linear interpolation for value x in rdtable
circuit_response(table, low, high, step, size, x) =
interpolation(table, size, fractal(linindex(step, x)),
int(linindex(step, x))), x : ccopysign;
//-- Calculate linear table index for value x
linindex(step, x) = ma.fabs(x) * step;
//-- predefined filterbank
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
/*******************************************************************************
* noisefilter generated by dkbuiler from NoiseFilter.sch
*******************************************************************************/
p0a = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 0.0137596163999650;
b1 = 0.0412788491998950;
b2 = 0.0412788491998950;
b3 = 0.0137596163999650;
a0 = fs*(fs*(2.41640879369625e-15*fs + 2.15750785151451e-10) + 4.62323111038824e-6) + 0.013759616399965;
a1 = fs*(fs*(-7.24922638108876e-15*fs - 2.15750785151451e-10) + 4.62323111038824e-6) + 0.041278849199895;
a2 = fs*(fs*(7.24922638108876e-15*fs - 2.15750785151451e-10) - 4.62323111038824e-6) + 0.041278849199895;
a3 = fs*(fs*(-2.41640879369625e-15*fs + 2.15750785151451e-10) - 4.62323111038824e-6) + 0.013759616399965;
};
p0aa = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 4.32336116337414e-10*pow(fs,2);
b1 = -8.64672232674828e-10*pow(fs,2);
b2 = 4.32336116337414e-10*pow(fs,2);
a0 = fs*(4.32336116337414e-10*fs + 8.11644774100277e-8) + 1.69304291635435e-6;
a1 = -8.64672232674828e-10*pow(fs,2) + 3.38608583270871e-6;
a2 = fs*(4.32336116337414e-10*fs - 8.11644774100277e-8) + 1.69304291635435e-6;
};
/*******************************************************************************
* fatfrog_p1 generated by dkbuiler from FatFrog_p1.sch
*******************************************************************************/
p1 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(8.35674584831007e-15*fs - 3.30068264442636e-10) - 5.00801478265492e-9);
b1 = fs*(fs*(-2.50702375449302e-14*fs + 3.30068264442636e-10) - 5.00801478265492e-9);
b2 = fs*(fs*(2.50702375449302e-14*fs + 3.30068264442636e-10) + 5.00801478265492e-9);
b3 = fs*(fs*(-8.35674584831007e-15*fs - 3.30068264442636e-10) + 5.00801478265492e-9);
a0 = fs*(fs*(8.35674584831007e-15*fs + 3.27716463529377e-11) + 6.34962194887572e-9) + 1.08092978787959e-7;
a1 = fs*(fs*(-2.50702375449302e-14*fs - 3.27716463529377e-11) + 6.34962194887572e-9) + 3.24278936363877e-7;
a2 = fs*(fs*(2.50702375449302e-14*fs - 3.27716463529377e-11) - 6.34962194887572e-9) + 3.24278936363877e-7;
a3 = fs*(fs*(-8.35674584831007e-15*fs + 3.27716463529377e-11) - 6.34962194887572e-9) + 1.08092978787959e-7;
};
/****************************************************************************************
* fatfrog_p2_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max 15.000000
// --table_div 24.187463
// --table_op 10.000000
fatfrog_p2_clip = circuit_response(fatfrog_p2_table, low, high, step, size) with{
low = 0;
high =-0.833333;
step =132.667;
size =200;
fatfrog_p2_table = waveform {
0.000000000000,-0.010712151353,-0.020788209399,-0.030288758114,-0.039268727972,
-0.047777878957,-0.055861253976,-0.063559601086,-0.070909764322,-0.077945043733,
-0.084695525822,-0.091188385904,-0.097448164100,-0.103497016752,-0.109354945070,
-0.115040002789,-0.120568484534,-0.125955096528,-0.131213111156,-0.136354506821,
-0.141390094406,-0.146329631577,-0.151181926031,-0.155954928737,-0.160655818100,
-0.165291075921,-0.169866555921,-0.174387545552,-0.178858821741,-0.183284701150,
-0.187669085492,-0.192015502374,-0.196327142115,-0.200606890924,-0.204857360800,
-0.209080916478,-0.213279699707,-0.217455651124,-0.221610529963,-0.225745931815,
-0.229863304625,-0.233963963109,-0.238049101740,-0.242119806446,-0.246177065159,
-0.250221777310,-0.254254762385,-0.258276767646,-0.262288475074,-0.266290507633,
-0.270283434918,-0.274267778242,-0.278244015219,-0.282212583903,-0.286173886510,
-0.290128292786,-0.294076143032,-0.298017750841,-0.301953405562,-0.305883374529,
-0.309807905062,-0.313727226289,-0.317641550772,-0.321551075990,-0.325455985674,
-0.329356451010,-0.333252631727,-0.337144677089,-0.341032726776,-0.344916911697,
-0.348797354719,-0.352674171321,-0.356547470200,-0.360417353807,-0.364283918841,
-0.368147256694,-0.372007453859,-0.375864592290,-0.379718749745,-0.383570000084,
-0.387418413547,-0.391264057005,-0.395106994195,-0.398947285921,-0.402784990254,
-0.406620162699,-0.410452856364,-0.414283122097,-0.418111008630,-0.421936562697,
-0.425759829147,-0.429580851053,-0.433399669805,-0.437216325201,-0.441030855527,
-0.444843297634,-0.448653687011,-0.452462057847,-0.456268443094,-0.460072874521,
-0.463875382772,-0.467675997409,-0.471474746966,-0.475271658982,-0.479066760051,
-0.482860075855,-0.486651631202,-0.490441450058,-0.494229555581,-0.498015970149,
-0.501800715391,-0.505583812212,-0.509365280819,-0.513145140748,-0.516923410882,
-0.520700109479,-0.524475254190,-0.528248862079,-0.532020949643,-0.535791532830,
-0.539560627060,-0.543328247235,-0.547094407762,-0.550859122566,-0.554622405105,
-0.558384268384,-0.562144724971,-0.565903787008,-0.569661466225,-0.573417773953,
-0.577172721136,-0.580926318342,-0.584678575774,-0.588429503283,-0.592179110376,
-0.595927406228,-0.599674399689,-0.603420099300,-0.607164513294,-0.610907649610,
-0.614649515903,-0.618390119547,-0.622129467649,-0.625867567053,-0.629604424348,
-0.633340045879,-0.637074437750,-0.640807605833,-0.644539555775,-0.648270293005,
-0.651999822738,-0.655728149984,-0.659455279554,-0.663181216063,-0.666905963940,
-0.670629527429,-0.674351910599,-0.678073117346,-0.681793151398,-0.685512016324,
-0.689229715533,-0.692946252284,-0.696661629687,-0.700375850709,-0.704088918178,
-0.707800834787,-0.711511603098,-0.715221225547,-0.718929704448,-0.722637041994,
-0.726343240263,-0.730048301221,-0.733752226727,-0.737455018533,-0.741156678289,
-0.744857207547,-0.748556607765,-0.752254880305,-0.755952026441,-0.759648047360,
-0.763342944165,-0.767036717877,-0.770729369438,-0.774420899714,-0.778111309497,
-0.781800599506,-0.785488770393,-0.789175822741,-0.792861757070,-0.796546573836,
-0.800230273435,-0.803912856202,-0.807594322420,-0.811274672313,-0.814953906054,
-0.818632023765,-0.822309025516,-0.825984911333,-0.829659681193,-0.833333335030
};
};
/****************************************************************************************
* fatfrog_p2_neg_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max -15.000000
// --table_div 24.187463
// --table_op 10.000000
fatfrog_p2_neg_clip = circuit_response(fatfrog_p2_neg_table, low, high, step, size) with{
low = 0;
high =0.550206;
step =132.667;
size =200;
fatfrog_p2_neg_table = waveform {
0.000000000000,0.010689788950,0.020704100806,0.030110387046,0.038969146539,
0.047334652345,0.055255601546,0.062775696308,0.069934163529,0.076766219616,
0.083303486286,0.089574362602,0.095604357934,0.101416390011,0.107031051779,
0.112466850390,0.117740421276,0.122866719950,0.127859193885,0.132729936577,
0.137489825657,0.142148646743,0.146715204506,0.151197422304,0.155602431561,
0.159936651967,0.164205863459,0.168415270810,0.172569561627,0.176672958401,
0.180729265255,0.184741909912,0.188713981390,0.192648263856,0.196547267032,
0.200413253506,0.204248263277,0.208054135791,0.211832529755,0.215584940928,
0.219312718116,0.223017077541,0.226699115755,0.230359821245,0.234000084864,
0.237620709205,0.241222417027,0.244805858825,0.248371619639,0.251920225171,
0.255452147280,0.258967808926,0.262467588611,0.265951824368,0.269420817349,
0.272874835046,0.276314114187,0.279738863334,0.283149265224,0.286545478856,
0.289927641386,0.293295869804,0.296650262457,0.299990900404,0.303317848633,
0.306631157153,0.309930861966,0.313216985943,0.316489539595,0.319748521778,
0.322993920300,0.326225712477,0.329443865619,0.332648337459,0.335839076535,
0.339016022523,0.342179106530,0.345328251350,0.348463371679,0.351584374310,
0.354691158288,0.357783615049,0.360861628529,0.363925075253,0.366973824408,
0.370007737893,0.373026670354,0.376030469211,0.379018974658,0.381992019666,
0.384949429965,0.387891024015,0.390816612979,0.393726000673,0.396618983521,
0.399495350497,0.402354883062,0.405197355103,0.408022532855,0.410830174836,
0.413620031765,0.416391846489,0.419145353907,0.421880280892,0.424596346217,
0.427293260482,0.429970726049,0.432628436977,0.435266078966,0.437883329304,
0.440479856835,0.443055321921,0.445609376432,0.448141663738,0.450651818724,
0.453139467821,0.455604229059,0.458045712136,0.460463518524,0.462857241591,
0.465226466759,0.467570771697,0.469889726546,0.472182894186,0.474449830551,
0.476690084982,0.478903200634,0.481088714942,0.483246160139,0.485375063837,
0.487474949674,0.489545338033,0.491585746830,0.493595692384,0.495574690361,
0.497522256806,0.499437909259,0.501321167961,0.503171557148,0.504988606437,
0.506771852302,0.508520839644,0.510235123443,0.511914270507,0.513557861287,
0.515165491787,0.516736775524,0.518271345564,0.519768856600,0.521228987068,
0.522651441289,0.524035951619,0.525382280592,0.526690223025,0.527959608090,
0.529190301302,0.530382206421,0.531535267232,0.532649469193,0.533724840907,
0.534761455413,0.535759431267,0.536718933388,0.537640173654,0.538523411235,
0.539368952636,0.540177151460,0.540948407866,0.541683167728,0.542381921495,
0.543045202761,0.543673586549,0.544267687332,0.544828156796,0.545355681386,
0.545850979647,0.546314799384,0.546747914694,0.547151122873,0.547525241250,
0.547871103981,0.548189558816,0.548481463903,0.548747684625,0.548989090523,
0.549206552318,0.549400939057,0.549573115407,0.549723939108,0.549854258601,
0.549964910839,0.550056719295,0.550130492159,0.550187020738,0.550227078049,
0.550251417605,0.550260772389,0.550255854006,0.550237352009,0.550205933387
};
};
/*******************************************************************************
* fatfrog_p2 generated by dkbuiler from FatFrog_p2.sch
*******************************************************************************/
p2 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : fatfrog_clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Volume = vslider("Volume[name:Volume][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Volume*(Volume*pow(fs,2)*(1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(-1.12794330933527e-13*fs - 3.11703482654466e-10) - 1.27653158593851e-7));
b1 = Volume*(Volume*pow(fs,2)*(-3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(3.3838299280058e-13*fs + 3.11703482654466e-10) - 1.27653158593851e-7));
b2 = Volume*(Volume*pow(fs,2)*(3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(-3.3838299280058e-13*fs + 3.11703482654466e-10) + 1.27653158593851e-7));
b3 = Volume*(Volume*pow(fs,2)*(-1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(1.12794330933527e-13*fs - 3.11703482654466e-10) + 1.27653158593851e-7));
a0 = Volume*(Volume*fs*(fs*(-3.18232353484157e-14*fs - 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(3.18232353484157e-14*fs + 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs + 5.40406043934383e-8) + 1.16799996131758e-6;
a1 = Volume*(Volume*fs*(fs*(9.54697060452472e-14*fs + 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(-9.54697060452472e-14*fs - 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs + 5.40406043934383e-8) + 3.50399988395273e-6;
a2 = Volume*(Volume*fs*(fs*(-9.54697060452472e-14*fs + 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(9.54697060452472e-14*fs - 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs - 5.40406043934383e-8) + 3.50399988395273e-6;
a3 = Volume*(Volume*fs*(fs*(3.18232353484157e-14*fs - 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(-3.18232353484157e-14*fs + 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs - 5.40406043934383e-8) + 1.16799996131758e-6;
};
fatfrog_clip = ffunction(float fatfrogclip(float), "fatfrog_p1_table.h", "");
fatfrog_neg_clip = ffunction(float fatfrog_negclip(float), "fatfrog_p1_neg_table.h", "");
p2a = _<:_-fatfrog_clip(p2-_) :>_;
fatfrog_p2p = _<: ba.if(fsignbit(_), fatfrog_neg_clip, fatfrog_clip) :>_ ;
fatfrog_p2clip = freq_split: ( fatfrog_p2p , fatfrog_p2p , fatfrog_p2p, fatfrog_p2p, fatfrog_p2p) :>_;
/*******************************************************************************
* fatfrog_p3 generated by dkbuiler from FatFrog_p3.sch
*******************************************************************************/
p3 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master = vslider("Master[name:Master][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Bass = vslider("Bass[name:Bass][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(7) : si.smooth(s);
Treble = vslider("Treble[name:Treble][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Middle = vslider("Middle[name:Middle][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Master*(Bass*(Middle*pow(fs,2)*(-3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(-7.65965608134806e-15*fs - 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(-4.54129807194549e-13*Bass*pow(fs,3) + 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(-9.99085575828008e-15*fs - 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs - 3.39833297621287e-8));
b1 = Master*(Bass*(Middle*pow(fs,2)*(1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(2.29789682440442e-14*fs + 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(1.36238942158365e-12*Bass*pow(fs,3) - 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(2.99725672748402e-14*fs + 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs - 3.39833297621287e-8));
b2 = Master*(Bass*(Middle*pow(fs,2)*(-1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(-2.29789682440442e-14*fs + 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(-1.36238942158365e-12*Bass*pow(fs,3) + 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(-2.99725672748402e-14*fs + 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs + 3.39833297621287e-8));
b3 = Master*(Bass*(Middle*pow(fs,2)*(3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(7.65965608134806e-15*fs - 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(4.54129807194549e-13*Bass*pow(fs,3) - 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(9.99085575828008e-15*fs - 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs + 3.39833297621287e-8));
a0 = Bass*(Middle*fs*(fs*(8.4448446570892e-15*fs + 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(1.08432864509182e-14*fs + 6.24344932141459e-11) + 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(-1.85786582455962e-16*fs - 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(-5.27657194642384e-17*fs - 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(2.38552301920201e-15*fs + 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(-2.31243875101266e-17*fs - 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(-1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(-2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(-5.23934856412778e-17*fs - 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(5.24815064224442e-17*fs + 3.86701328713641e-13) + 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(2.38552301920201e-16*fs + 1.86643550757113e-12) + 3.40420425733631e-9) + 8.27983099470864e-7;
a1 = Bass*(Middle*fs*(fs*(-2.53345339712676e-14*fs - 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(-3.25298593527547e-14*fs - 6.24344932141459e-11) + 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(5.57359747367887e-16*fs + 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(1.58297158392715e-16*fs + 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(-7.15656905760603e-15*fs - 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(6.93731625303797e-17*fs + 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(-1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(-5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(1.57180456923833e-16*fs + 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(-1.57444519267333e-16*fs - 3.86701328713641e-13) + 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(-7.15656905760603e-16*fs - 1.86643550757113e-12) + 3.40420425733631e-9) + 2.48394929841259e-6;
a2 = Bass*(Middle*fs*(fs*(2.53345339712676e-14*fs - 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(3.25298593527547e-14*fs - 6.24344932141459e-11) - 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(-5.57359747367887e-16*fs + 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(-1.58297158392715e-16*fs + 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(7.15656905760603e-15*fs - 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(-6.93731625303797e-17*fs + 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(-4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(-7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(-1.57180456923833e-16*fs + 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(1.57444519267333e-16*fs - 3.86701328713641e-13) - 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(7.15656905760603e-16*fs - 1.86643550757113e-12) - 3.40420425733631e-9) + 2.48394929841259e-6;
a3 = Bass*(Middle*fs*(fs*(-8.4448446570892e-15*fs + 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(-1.08432864509182e-14*fs + 6.24344932141459e-11) - 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(1.85786582455962e-16*fs - 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(5.27657194642384e-17*fs - 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(-2.38552301920201e-15*fs + 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(2.31243875101266e-17*fs - 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(-3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(-1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(5.23934856412778e-17*fs - 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(-5.24815064224442e-17*fs + 3.86701328713641e-13) - 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(-2.38552301920201e-16*fs + 1.86643550757113e-12) - 3.40420425733631e-9) + 8.27983099470864e-7;
};
/****************************************************************************************
* fatfrog_poweramp_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max 1.400000
// --table_div 1.684552
// --table_op 1.000000
fatfrog_poweramp_clip = circuit_response(fatfrog_poweramp_table, low, high, step, size) with{
low = 0;
high =0.833333;
step =142.143;
size =200;
fatfrog_poweramp_table = waveform {
0.000000000000,0.008825069056,0.017581566729,0.026269903187,0.034890465555,
0.043443658654,0.051929868850,0.060349505962,0.068702951545,0.076990613410,
0.085212874669,0.093370128103,0.101462771605,0.109491192293,0.117455779277,
0.125356920917,0.133195001455,0.140970418466,0.148683539107,0.156334761409,
0.163924456272,0.171453013208,0.178920811925,0.186328222432,0.193675625016,
0.200963407969,0.208191932778,0.215361567217,0.222472697993,0.229525680172,
0.236520901792,0.243458710457,0.250339474548,0.257163569576,0.263931348881,
0.270643177811,0.277299409324,0.283900407919,0.290446529521,0.296938122771,
0.303375546946,0.309759151256,0.316089285597,0.322366298196,0.328590535608,
0.334762342540,0.340882060475,0.346950036585,0.352966603290,0.358932104243,
0.364846877639,0.370711249622,0.376525560168,0.382290140574,0.388005315775,
0.393671416942,0.399288772025,0.404857702297,0.410378536938,0.415851589047,
0.421277181468,0.426655631817,0.431987254468,0.437272366677,0.442511279324,
0.447704303409,0.452851747777,0.457953921154,0.463011125387,0.468023669161,
0.472991851195,0.477915974277,0.482796332150,0.487633229188,0.492426956125,
0.497177807362,0.501886073846,0.506552046948,0.511176018334,0.515758270335,
0.520299087251,0.524798755416,0.529257556663,0.533675768918,0.538053670789,
0.542391540684,0.546689653613,0.550948279398,0.555167696010,0.559348168034,
0.563489964912,0.567593355127,0.571658603749,0.575685970920,0.579675724258,
0.583628117736,0.587543414507,0.591421871735,0.595263740340,0.599069279141,
0.602838737759,0.606572367383,0.610270417096,0.613933134590,0.617560765687,
0.621153554917,0.624711744403,0.628235577388,0.631725291806,0.635181126584,
0.638603318260,0.641992102801,0.645347712765,0.648670379716,0.651960337348,
0.655217812543,0.658443033155,0.661636227511,0.664797617402,0.667927428210,
0.671025880875,0.674093197740,0.677129595125,0.680135293039,0.683110506168,
0.686055448937,0.688970336972,0.691855380478,0.694710790096,0.697536776369,
0.700333545446,0.703101305038,0.705840260675,0.708550614229,0.711232569274,
0.713886327661,0.716512088070,0.719110049659,0.721680408531,0.724223361618,
0.726739103475,0.729227826292,0.731689723008,0.734124984098,0.736533798639,
0.738916355468,0.741272841367,0.743603441274,0.745908340423,0.748187722027,
0.750441767742,0.752670657655,0.754874572657,0.757053690735,0.759208188412,
0.761338242823,0.763444027128,0.765525716623,0.767583483045,0.769617497350,
0.771627930340,0.773614950578,0.775578726418,0.777519424545,0.779437210341,
0.781332248371,0.783204701796,0.785054734023,0.786882505198,0.788688175562,
0.790471904966,0.792233850299,0.793974169490,0.795693018007,0.797390550199,
0.799066920924,0.800722281709,0.802356785430,0.803970581781,0.805563820995,
0.807136651706,0.808689221322,0.810221676641,0.811734163187,0.813226825850,
0.814699808290,0.816153253063,0.817587302265,0.819002096686,0.820397775366,
0.821774478216,0.823132342882,0.824471506335,0.825792104528,0.827094272846,
0.828378145433,0.829643855964,0.830891536387,0.832121318561,0.833333333339
};
};
/****************************************************************************************
* fatfrog_poweramp_neg_table generated by DK/circ_table_gen.py -- do not modify manually
****************************************************************************************/
// variables used
// --sig_max -1.400000
// --table_div 1.684552
// --table_op 1.000000
fatfrog_poweramp_neg_clip = circuit_response(fatfrog_poweramp_neg_table, low, high, step, size) with{
low = 0;
high =-0.830434;
step =142.143;
size =200;
fatfrog_poweramp_neg_table = waveform {
0.000000000000,-0.008825166416,-0.017581955846,-0.026270748592,-0.034891927952,
-0.043445895020,-0.051933028482,-0.060353713507,-0.068708344701,-0.076997279049,
-0.085220920211,-0.093379650456,-0.101473847974,-0.109503893701,-0.117470170243,
-0.125373053511,-0.133212915640,-0.140990142782,-0.148705110523,-0.156358185222,
-0.163949749539,-0.171480173168,-0.178949827852,-0.186359083790,-0.193708313082,
-0.200997875893,-0.208228144469,-0.215399491663,-0.222512266704,-0.229566845140,
-0.236563578802,-0.243502835296,-0.250384971175,-0.257210346178,-0.263979312312,
-0.270692226415,-0.277349439820,-0.283951308672,-0.290498183437,-0.296990409097,
-0.303428333067,-0.309812303564,-0.316142669098,-0.322419766753,-0.328643940091,
-0.334815528853,-0.340934871940,-0.347002303943,-0.353018165786,-0.358982786115,
-0.364896496770,-0.370759633766,-0.376572522445,-0.382335485534,-0.388048858784,
-0.393712957996,-0.399328110793,-0.404894638133,-0.410412854580,-0.415883084307,
-0.421305640058,-0.426680833592,-0.432008982476,-0.437290395884,-0.442525383943,
-0.447714254521,-0.452857313789,-0.457954866525,-0.463007216132,-0.468014664763,
-0.472977507652,-0.477896050270,-0.482770585254,-0.487601405460,-0.492388805190,
-0.497133080728,-0.501834519752,-0.506493405025,-0.511110032103,-0.515684679743,
-0.520217632509,-0.524709174236,-0.529159583293,-0.533569140304,-0.537938122341,
-0.542266803832,-0.546555456680,-0.550804357015,-0.555013770934,-0.559183972674,
-0.563315225583,-0.567407798699,-0.571461954073,-0.575477954408,-0.579456063283,
-0.583396537818,-0.587299636289,-0.591165618130,-0.594994733142,-0.598787239769,
-0.602543387137,-0.606263425611,-0.609947605378,-0.613596173718,-0.617209375000,
-0.620787454324,-0.624330653787,-0.627839216646,-0.631313380725,-0.634753384965,
-0.638159466288,-0.641531860042,-0.644870800713,-0.648176518840,-0.651449247993,
-0.654689215377,-0.657896650703,-0.661071779722,-0.664214829073,-0.667326020581,
-0.670405579210,-0.673453722176,-0.676470673651,-0.679456649217,-0.682411864733,
-0.685336538825,-0.688230882515,-0.691095111078,-0.693929432606,-0.696734060342,
-0.699509202616,-0.702255064375,-0.704971855016,-0.707659775910,-0.710319032607,
-0.712949825521,-0.715552356630,-0.718126825518,-0.720673430658,-0.723192367252,
-0.725683832057,-0.728148019865,-0.730585122627,-0.732995333386,-0.735378842133,
-0.737735837986,-0.740066509107,-0.742371043092,-0.744649624698,-0.746902439379,
-0.749129669401,-0.751331497574,-0.753508104803,-0.755659670110,-0.757786372384,
-0.759888389373,-0.761965897374,-0.764019070360,-0.766048083130,-0.768053108124,
-0.770034317048,-0.771991880375,-0.773925967602,-0.775836746544,-0.777724384911,
-0.779589048241,-0.781430901838,-0.783250109603,-0.785046833823,-0.786821236559,
-0.788573478626,-0.790303719548,-0.792012117675,-0.793698830218,-0.795364014068,
-0.797007824406,-0.798630415730,-0.800231941079,-0.801812553473,-0.803372403455,
-0.804911641427,-0.806430417283,-0.807928878875,-0.809407173790,-0.810865448057,
-0.812303847251,-0.813722516074,-0.815121597513,-0.816501234517,-0.817861568263,
-0.819202739722,-0.820524888245,-0.821828152919,-0.823112671327,-0.824378580512,
-0.825626016395,-0.826855114143,-0.828066007852,-0.829258831036,-0.830433715874
};
};
/*******************************************************************************
* fatfrog_poweramp generated by dkbuiler from PlexiPowerAmpEL34.sch
*******************************************************************************/
p4 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : fatfrog_powerampp with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(fs*(3.87560926163844e-19*fs + 4.30800903120125e-16) + 3.17509705609174e-17) + 5.3495467261267e-19);
b1 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs - 8.61601806240251e-16) + 1.06990934522534e-18);
b2 = pow(fs,2)*(2.32536555698307e-18*pow(fs,2) - 6.35019411218347e-17);
b3 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs + 8.61601806240251e-16) - 1.06990934522534e-18);
b4 = fs*(fs*(fs*(3.87560926163844e-19*fs - 4.30800903120125e-16) + 3.17509705609174e-17) - 5.3495467261267e-19);
a0 = fs*(fs*(fs*(1.82693733893894e-19*fs + 2.71243523616587e-16) + 8.16290535602033e-14) + 4.64147298174261e-12) + 4.00158102875003e-12;
a1 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs - 5.42487047233173e-16) + 9.28294596348523e-12) + 1.60063241150001e-11;
a2 = pow(fs,2)*(1.09616240336336e-18*pow(fs,2) - 1.63258107120407e-13) + 2.40094861725002e-11;
a3 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs + 5.42487047233173e-16) - 9.28294596348523e-12) + 1.60063241150001e-11;
a4 = fs*(fs*(fs*(1.82693733893894e-19*fs - 2.71243523616587e-16) + 8.16290535602033e-14) - 4.64147298174261e-12) + 4.00158102875003e-12;
};
fatfrog_power_neg_clip = ffunction(float fatfrog_power_negclip(float), "fatfrog_power_neg_table.h", "");
fatfrog_power_clip = ffunction(float fatfrog_powerclip(float), "fatfrog_power_table.h", "");
fatfrog_powerampp = _<: ba.if(fsignbit(_), fatfrog_power_neg_clip, fatfrog_power_clip) :>_ ;
fatfrog_powerampclip = freq_split: ( fatfrog_powerampp , fatfrog_powerampp , fatfrog_powerampp, fatfrog_powerampp, fatfrog_powerampp) :>_;
/*******************************************************************************
* fatfrog_cab_p1 generated by dkbuiler from JMP_p1.sch
*******************************************************************************/
p5 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = pow(fs,3)*(fs*(fs*(fs*(5.41478926354201e-34*fs + 9.89823968225517e-29) + 2.21389820371069e-25) + 8.2706263330292e-23) + 3.05852920983453e-20);
b1 = pow(fs,3)*(fs*(fs*(fs*(-3.79035248447941e-33*fs - 4.94911984112759e-28) - 6.64169461113208e-25) - 8.2706263330292e-23) + 3.05852920983453e-20);
b2 = pow(fs,3)*(fs*(fs*(fs*(1.13710574534382e-32*fs + 8.90841571402966e-28) + 2.21389820371069e-25) - 2.48118789990876e-22) - 9.1755876295036e-20);
b3 = pow(fs,3)*(fs*(fs*(fs*(-1.8951762422397e-32*fs - 4.94911984112759e-28) + 1.10694910185535e-24) + 2.48118789990876e-22) - 9.1755876295036e-20);
b4 = pow(fs,3)*(fs*(fs*(fs*(1.8951762422397e-32*fs - 4.94911984112759e-28) - 1.10694910185535e-24) + 2.48118789990876e-22) + 9.1755876295036e-20);
b5 = pow(fs,3)*(fs*(fs*(fs*(-1.13710574534382e-32*fs + 8.90841571402966e-28) - 2.21389820371069e-25) - 2.48118789990876e-22) + 9.1755876295036e-20);
b6 = pow(fs,3)*(fs*(fs*(fs*(3.79035248447941e-33*fs - 4.94911984112759e-28) + 6.64169461113208e-25) - 8.2706263330292e-23) - 3.05852920983453e-20);
b7 = pow(fs,3)*(fs*(fs*(fs*(-5.41478926354201e-34*fs + 9.89823968225517e-29) - 2.21389820371069e-25) + 8.2706263330292e-23) - 3.05852920983453e-20);
a0 = fs*(fs*(fs*(fs*(fs*(fs*(5.41489755986876e-34*fs + 5.09078733178756e-29) + 2.30252226046762e-25) + 1.50190005873638e-22) + 7.82551343611017e-20) + 2.17831661090841e-17) + 4.23378644784192e-15) + 1.61880500310045e-13;
a1 = fs*(fs*(fs*(fs*(fs*(fs*(-3.79042829190813e-33*fs - 2.54539366589378e-28) - 6.90756678140285e-25) - 1.50190005873638e-22) + 7.82551343611017e-20) + 6.53494983272524e-17) + 2.11689322392096e-14) + 1.13316350217031e-12;
a2 = fs*(fs*(fs*(fs*(fs*(fs*(1.13712848757244e-32*fs + 4.58170859860881e-28) + 2.30252226046762e-25) - 4.50570017620913e-22) - 2.34765403083305e-19) + 2.17831661090841e-17) + 3.81040780305773e-14) + 3.39949050651094e-12;
a3 = fs*(fs*(fs*(fs*(fs*(fs*(-1.89521414595407e-32*fs - 2.54539366589378e-28) + 1.15126113023381e-24) + 4.50570017620913e-22) - 2.34765403083305e-19) - 1.08915830545421e-16) + 2.11689322392096e-14) + 5.66581751085156e-12;
a4 = fs*(fs*(fs*(fs*(fs*(fs*(1.89521414595407e-32*fs - 2.54539366589378e-28) - 1.15126113023381e-24) + 4.50570017620913e-22) + 2.34765403083305e-19) - 1.08915830545421e-16) - 2.11689322392096e-14) + 5.66581751085156e-12;
a5 = fs*(fs*(fs*(fs*(fs*(fs*(-1.13712848757244e-32*fs + 4.58170859860881e-28) - 2.30252226046762e-25) - 4.50570017620913e-22) + 2.34765403083305e-19) + 2.17831661090841e-17) - 3.81040780305773e-14) + 3.39949050651094e-12;
a6 = fs*(fs*(fs*(fs*(fs*(fs*(3.79042829190813e-33*fs - 2.54539366589378e-28) + 6.90756678140285e-25) - 1.50190005873638e-22) - 7.82551343611017e-20) + 6.53494983272524e-17) - 2.11689322392096e-14) + 1.13316350217031e-12;
a7 = fs*(fs*(fs*(fs*(fs*(fs*(-5.41489755986876e-34*fs + 5.09078733178756e-29) - 2.30252226046762e-25) + 1.50190005873638e-22) - 7.82551343611017e-20) + 2.17831661090841e-17) - 4.23378644784192e-15) + 1.61880500310045e-13;
};
/*******************************************************************************
* fatfrog_cab_p2 generated by dkbuiler from JMP_p2.sch
*******************************************************************************/
p6 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 0.00504891959951124;
b1 = 0.0201956783980450;
b2 = 0.0302935175970674;
b3 = 0.0201956783980450;
b4 = 0.00504891959951124;
a0 = fs*(fs*(fs*(7.69566058426545e-20*fs + 3.51033127781783e-15) + 6.87327741113863e-11) + 8.30384029826822e-7) + 0.00504902057840812;
a1 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs - 7.02066255563566e-15) + 1.66076805965364e-6) + 0.0201960823136325;
a2 = pow(fs,2)*(4.61739635055927e-19*pow(fs,2) - 1.37465548222773e-10) + 0.0302941234704487;
a3 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs + 7.02066255563566e-15) - 1.66076805965364e-6) + 0.0201960823136325;
a4 = fs*(fs*(fs*(7.69566058426545e-20*fs - 3.51033127781783e-15) + 6.87327741113863e-11) - 8.30384029826822e-7) + 0.00504902057840812;
};
b1 = checkbox("Bright[name:Bright");
b2 = checkbox("NoiseFilter[name:NoiseFilter");
process = ba.bypass_fade(ma.SR/10, 1-b2, p0a : p0aa : *(2.0)) : *(1.5) : ba.bypass_fade(ma.SR/10, b1, p1 ) : ba.bypass_fade(ma.SR/10, 1 - b1, *(4.0)) : p2 : p3 : p4 : *(0.666) : p5 : *(0.555) : p6 : *(0.555) ;
| https://raw.githubusercontent.com/brummer10/FatFrog/3361dd312f0933c69397f156a62388ed2c411fe6/FatFrog/dsp/FatFrog.dsp | faust | ******************************************************************************
**************************** File generated by *********************************
********************************************************************************
./build-plug.py -i FatFrog_p1.sch FatFrog_p2.sch FatFrog_p3.sch PlexiPowerAmpEL34.sch JMP_p1.sch JMP_p2.sch -T --table_neg 2 4 -o 10 -x 15.0 -N --switch 1=Bright --bypass -r 1=0.333 3=0.666 4=0.666 5=0.555 6=0.555 --build --name FatFrog
******************************************************************************
generated automatically
DO NOT MODIFY!
******************************************************************************
* 1-dimensional function table for linear interpolation
******************************************************************************
-- Rdtable from waveform
-- Copy the sign of x to f
-- Get sign of value x
-- Check if value x is negative
-- Get fractal part of value n
-- Interpolate value between i and i+1 in table with fractal coefficient f.
-- reduce dc-offset (noise) from table response for very low values
-- Linear interpolation for value x in rdtable
-- Calculate linear table index for value x
-- predefined filterbank
******************************************************************************
* noisefilter generated by dkbuiler from NoiseFilter.sch
******************************************************************************
******************************************************************************
* fatfrog_p1 generated by dkbuiler from FatFrog_p1.sch
******************************************************************************
***************************************************************************************
* fatfrog_p2_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max 15.000000
--table_div 24.187463
--table_op 10.000000
***************************************************************************************
* fatfrog_p2_neg_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max -15.000000
--table_div 24.187463
--table_op 10.000000
******************************************************************************
* fatfrog_p2 generated by dkbuiler from FatFrog_p2.sch
******************************************************************************
******************************************************************************
* fatfrog_p3 generated by dkbuiler from FatFrog_p3.sch
******************************************************************************
***************************************************************************************
* fatfrog_poweramp_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max 1.400000
--table_div 1.684552
--table_op 1.000000
***************************************************************************************
* fatfrog_poweramp_neg_table generated by DK/circ_table_gen.py -- do not modify manually
***************************************************************************************
variables used
--sig_max -1.400000
--table_div 1.684552
--table_op 1.000000
******************************************************************************
* fatfrog_poweramp generated by dkbuiler from PlexiPowerAmpEL34.sch
******************************************************************************
******************************************************************************
* fatfrog_cab_p1 generated by dkbuiler from JMP_p1.sch
******************************************************************************
******************************************************************************
* fatfrog_cab_p2 generated by dkbuiler from JMP_p2.sch
****************************************************************************** |
declare id "fatfrog";
declare name "FatFrog";
declare category "Extern";
declare shortname "FatFrog";
declare description "HighGain Amplifier";
import("stdfaust.lib");
rd = library("reducemaps.lib");
rtable(table, r) = (table, int(r)):rdtable;
ccopysign(f, x) = ma.fabs(f) * sign(x);
sign(x) = x<0, 1, -1 : select2;
fsignbit(x) = x<0;
fractal(n) = n - int(n);
interpolation(table, size, f, i) = select2(i<1,select2(i>size-3,
rtable(table, i)*(1-f) + rtable(table,i+1)*f, rtable(table, size-1)),
rtable(table, 0)) ;
table_gate(table,x) = select2(ma.fabs(x):rd.maxn(4096)<ma.fabs(rtable(table, 1))*(0.12), x, x*x*x);
circuit_response(table, low, high, step, size, x) =
interpolation(table, size, fractal(linindex(step, x)),
int(linindex(step, x))), x : ccopysign;
linindex(step, x) = ma.fabs(x) * step;
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
p0a = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 0.0137596163999650;
b1 = 0.0412788491998950;
b2 = 0.0412788491998950;
b3 = 0.0137596163999650;
a0 = fs*(fs*(2.41640879369625e-15*fs + 2.15750785151451e-10) + 4.62323111038824e-6) + 0.013759616399965;
a1 = fs*(fs*(-7.24922638108876e-15*fs - 2.15750785151451e-10) + 4.62323111038824e-6) + 0.041278849199895;
a2 = fs*(fs*(7.24922638108876e-15*fs - 2.15750785151451e-10) - 4.62323111038824e-6) + 0.041278849199895;
a3 = fs*(fs*(-2.41640879369625e-15*fs + 2.15750785151451e-10) - 4.62323111038824e-6) + 0.013759616399965;
};
p0aa = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 4.32336116337414e-10*pow(fs,2);
b1 = -8.64672232674828e-10*pow(fs,2);
b2 = 4.32336116337414e-10*pow(fs,2);
a0 = fs*(4.32336116337414e-10*fs + 8.11644774100277e-8) + 1.69304291635435e-6;
a1 = -8.64672232674828e-10*pow(fs,2) + 3.38608583270871e-6;
a2 = fs*(4.32336116337414e-10*fs - 8.11644774100277e-8) + 1.69304291635435e-6;
};
p1 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(8.35674584831007e-15*fs - 3.30068264442636e-10) - 5.00801478265492e-9);
b1 = fs*(fs*(-2.50702375449302e-14*fs + 3.30068264442636e-10) - 5.00801478265492e-9);
b2 = fs*(fs*(2.50702375449302e-14*fs + 3.30068264442636e-10) + 5.00801478265492e-9);
b3 = fs*(fs*(-8.35674584831007e-15*fs - 3.30068264442636e-10) + 5.00801478265492e-9);
a0 = fs*(fs*(8.35674584831007e-15*fs + 3.27716463529377e-11) + 6.34962194887572e-9) + 1.08092978787959e-7;
a1 = fs*(fs*(-2.50702375449302e-14*fs - 3.27716463529377e-11) + 6.34962194887572e-9) + 3.24278936363877e-7;
a2 = fs*(fs*(2.50702375449302e-14*fs - 3.27716463529377e-11) - 6.34962194887572e-9) + 3.24278936363877e-7;
a3 = fs*(fs*(-8.35674584831007e-15*fs + 3.27716463529377e-11) - 6.34962194887572e-9) + 1.08092978787959e-7;
};
fatfrog_p2_clip = circuit_response(fatfrog_p2_table, low, high, step, size) with{
low = 0;
high =-0.833333;
step =132.667;
size =200;
fatfrog_p2_table = waveform {
0.000000000000,-0.010712151353,-0.020788209399,-0.030288758114,-0.039268727972,
-0.047777878957,-0.055861253976,-0.063559601086,-0.070909764322,-0.077945043733,
-0.084695525822,-0.091188385904,-0.097448164100,-0.103497016752,-0.109354945070,
-0.115040002789,-0.120568484534,-0.125955096528,-0.131213111156,-0.136354506821,
-0.141390094406,-0.146329631577,-0.151181926031,-0.155954928737,-0.160655818100,
-0.165291075921,-0.169866555921,-0.174387545552,-0.178858821741,-0.183284701150,
-0.187669085492,-0.192015502374,-0.196327142115,-0.200606890924,-0.204857360800,
-0.209080916478,-0.213279699707,-0.217455651124,-0.221610529963,-0.225745931815,
-0.229863304625,-0.233963963109,-0.238049101740,-0.242119806446,-0.246177065159,
-0.250221777310,-0.254254762385,-0.258276767646,-0.262288475074,-0.266290507633,
-0.270283434918,-0.274267778242,-0.278244015219,-0.282212583903,-0.286173886510,
-0.290128292786,-0.294076143032,-0.298017750841,-0.301953405562,-0.305883374529,
-0.309807905062,-0.313727226289,-0.317641550772,-0.321551075990,-0.325455985674,
-0.329356451010,-0.333252631727,-0.337144677089,-0.341032726776,-0.344916911697,
-0.348797354719,-0.352674171321,-0.356547470200,-0.360417353807,-0.364283918841,
-0.368147256694,-0.372007453859,-0.375864592290,-0.379718749745,-0.383570000084,
-0.387418413547,-0.391264057005,-0.395106994195,-0.398947285921,-0.402784990254,
-0.406620162699,-0.410452856364,-0.414283122097,-0.418111008630,-0.421936562697,
-0.425759829147,-0.429580851053,-0.433399669805,-0.437216325201,-0.441030855527,
-0.444843297634,-0.448653687011,-0.452462057847,-0.456268443094,-0.460072874521,
-0.463875382772,-0.467675997409,-0.471474746966,-0.475271658982,-0.479066760051,
-0.482860075855,-0.486651631202,-0.490441450058,-0.494229555581,-0.498015970149,
-0.501800715391,-0.505583812212,-0.509365280819,-0.513145140748,-0.516923410882,
-0.520700109479,-0.524475254190,-0.528248862079,-0.532020949643,-0.535791532830,
-0.539560627060,-0.543328247235,-0.547094407762,-0.550859122566,-0.554622405105,
-0.558384268384,-0.562144724971,-0.565903787008,-0.569661466225,-0.573417773953,
-0.577172721136,-0.580926318342,-0.584678575774,-0.588429503283,-0.592179110376,
-0.595927406228,-0.599674399689,-0.603420099300,-0.607164513294,-0.610907649610,
-0.614649515903,-0.618390119547,-0.622129467649,-0.625867567053,-0.629604424348,
-0.633340045879,-0.637074437750,-0.640807605833,-0.644539555775,-0.648270293005,
-0.651999822738,-0.655728149984,-0.659455279554,-0.663181216063,-0.666905963940,
-0.670629527429,-0.674351910599,-0.678073117346,-0.681793151398,-0.685512016324,
-0.689229715533,-0.692946252284,-0.696661629687,-0.700375850709,-0.704088918178,
-0.707800834787,-0.711511603098,-0.715221225547,-0.718929704448,-0.722637041994,
-0.726343240263,-0.730048301221,-0.733752226727,-0.737455018533,-0.741156678289,
-0.744857207547,-0.748556607765,-0.752254880305,-0.755952026441,-0.759648047360,
-0.763342944165,-0.767036717877,-0.770729369438,-0.774420899714,-0.778111309497,
-0.781800599506,-0.785488770393,-0.789175822741,-0.792861757070,-0.796546573836,
-0.800230273435,-0.803912856202,-0.807594322420,-0.811274672313,-0.814953906054,
-0.818632023765,-0.822309025516,-0.825984911333,-0.829659681193,-0.833333335030
};
};
fatfrog_p2_neg_clip = circuit_response(fatfrog_p2_neg_table, low, high, step, size) with{
low = 0;
high =0.550206;
step =132.667;
size =200;
fatfrog_p2_neg_table = waveform {
0.000000000000,0.010689788950,0.020704100806,0.030110387046,0.038969146539,
0.047334652345,0.055255601546,0.062775696308,0.069934163529,0.076766219616,
0.083303486286,0.089574362602,0.095604357934,0.101416390011,0.107031051779,
0.112466850390,0.117740421276,0.122866719950,0.127859193885,0.132729936577,
0.137489825657,0.142148646743,0.146715204506,0.151197422304,0.155602431561,
0.159936651967,0.164205863459,0.168415270810,0.172569561627,0.176672958401,
0.180729265255,0.184741909912,0.188713981390,0.192648263856,0.196547267032,
0.200413253506,0.204248263277,0.208054135791,0.211832529755,0.215584940928,
0.219312718116,0.223017077541,0.226699115755,0.230359821245,0.234000084864,
0.237620709205,0.241222417027,0.244805858825,0.248371619639,0.251920225171,
0.255452147280,0.258967808926,0.262467588611,0.265951824368,0.269420817349,
0.272874835046,0.276314114187,0.279738863334,0.283149265224,0.286545478856,
0.289927641386,0.293295869804,0.296650262457,0.299990900404,0.303317848633,
0.306631157153,0.309930861966,0.313216985943,0.316489539595,0.319748521778,
0.322993920300,0.326225712477,0.329443865619,0.332648337459,0.335839076535,
0.339016022523,0.342179106530,0.345328251350,0.348463371679,0.351584374310,
0.354691158288,0.357783615049,0.360861628529,0.363925075253,0.366973824408,
0.370007737893,0.373026670354,0.376030469211,0.379018974658,0.381992019666,
0.384949429965,0.387891024015,0.390816612979,0.393726000673,0.396618983521,
0.399495350497,0.402354883062,0.405197355103,0.408022532855,0.410830174836,
0.413620031765,0.416391846489,0.419145353907,0.421880280892,0.424596346217,
0.427293260482,0.429970726049,0.432628436977,0.435266078966,0.437883329304,
0.440479856835,0.443055321921,0.445609376432,0.448141663738,0.450651818724,
0.453139467821,0.455604229059,0.458045712136,0.460463518524,0.462857241591,
0.465226466759,0.467570771697,0.469889726546,0.472182894186,0.474449830551,
0.476690084982,0.478903200634,0.481088714942,0.483246160139,0.485375063837,
0.487474949674,0.489545338033,0.491585746830,0.493595692384,0.495574690361,
0.497522256806,0.499437909259,0.501321167961,0.503171557148,0.504988606437,
0.506771852302,0.508520839644,0.510235123443,0.511914270507,0.513557861287,
0.515165491787,0.516736775524,0.518271345564,0.519768856600,0.521228987068,
0.522651441289,0.524035951619,0.525382280592,0.526690223025,0.527959608090,
0.529190301302,0.530382206421,0.531535267232,0.532649469193,0.533724840907,
0.534761455413,0.535759431267,0.536718933388,0.537640173654,0.538523411235,
0.539368952636,0.540177151460,0.540948407866,0.541683167728,0.542381921495,
0.543045202761,0.543673586549,0.544267687332,0.544828156796,0.545355681386,
0.545850979647,0.546314799384,0.546747914694,0.547151122873,0.547525241250,
0.547871103981,0.548189558816,0.548481463903,0.548747684625,0.548989090523,
0.549206552318,0.549400939057,0.549573115407,0.549723939108,0.549854258601,
0.549964910839,0.550056719295,0.550130492159,0.550187020738,0.550227078049,
0.550251417605,0.550260772389,0.550255854006,0.550237352009,0.550205933387
};
};
p2 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) : fatfrog_clip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Volume = vslider("Volume[name:Volume][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Volume*(Volume*pow(fs,2)*(1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(-1.12794330933527e-13*fs - 3.11703482654466e-10) - 1.27653158593851e-7));
b1 = Volume*(Volume*pow(fs,2)*(-3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(3.3838299280058e-13*fs + 3.11703482654466e-10) - 1.27653158593851e-7));
b2 = Volume*(Volume*pow(fs,2)*(3.3838299280058e-13*fs - 2.55306317187702e-10) + fs*(fs*(-3.3838299280058e-13*fs + 3.11703482654466e-10) + 1.27653158593851e-7));
b3 = Volume*(Volume*pow(fs,2)*(-1.12794330933527e-13*fs + 2.55306317187702e-10) + fs*(fs*(1.12794330933527e-13*fs - 3.11703482654466e-10) + 1.27653158593851e-7));
a0 = Volume*(Volume*fs*(fs*(-3.18232353484157e-14*fs - 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(3.18232353484157e-14*fs + 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs + 5.40406043934383e-8) + 1.16799996131758e-6;
a1 = Volume*(Volume*fs*(fs*(9.54697060452472e-14*fs + 7.27329344390611e-11) - 1.58911559362935e-9) + fs*(fs*(-9.54697060452472e-14*fs - 3.88784287492572e-11) + 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs + 5.40406043934383e-8) + 3.50399988395273e-6;
a2 = Volume*(Volume*fs*(fs*(-9.54697060452472e-14*fs + 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(9.54697060452472e-14*fs - 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(-4.97661233640118e-11*fs - 5.40406043934383e-8) + 3.50399988395273e-6;
a3 = Volume*(Volume*fs*(fs*(3.18232353484157e-14*fs - 7.27329344390611e-11) + 1.58911559362935e-9) + fs*(fs*(-3.18232353484157e-14*fs + 3.88784287492572e-11) - 8.42231264623558e-10)) + fs*(4.97661233640118e-11*fs - 5.40406043934383e-8) + 1.16799996131758e-6;
};
fatfrog_clip = ffunction(float fatfrogclip(float), "fatfrog_p1_table.h", "");
fatfrog_neg_clip = ffunction(float fatfrog_negclip(float), "fatfrog_p1_neg_table.h", "");
p2a = _<:_-fatfrog_clip(p2-_) :>_;
fatfrog_p2p = _<: ba.if(fsignbit(_), fatfrog_neg_clip, fatfrog_clip) :>_ ;
fatfrog_p2clip = freq_split: ( fatfrog_p2p , fatfrog_p2p , fatfrog_p2p, fatfrog_p2p, fatfrog_p2p) :>_;
p3 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master = vslider("Master[name:Master][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Bass = vslider("Bass[name:Bass][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(7) : si.smooth(s);
Treble = vslider("Treble[name:Treble][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Middle = vslider("Middle[name:Middle][style:knob]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = Master*(Bass*(Middle*pow(fs,2)*(-3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(-7.65965608134806e-15*fs - 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(-4.54129807194549e-13*Bass*pow(fs,3) + 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(-9.99085575828008e-15*fs - 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs - 3.39833297621287e-8));
b1 = Master*(Bass*(Middle*pow(fs,2)*(1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs - 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(2.29789682440442e-14*fs + 3.97766178642034e-11) - 3.3272508000304e-8)) + Treble*(1.36238942158365e-12*Bass*pow(fs,3) - 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(2.99725672748402e-14*fs + 2.06422639633886e-11) - 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs - 3.39833297621287e-8));
b2 = Master*(Bass*(Middle*pow(fs,2)*(-1.04449855654746e-12*fs + 1.49526650953366e-9) + fs*(4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(2.29789682440442e-14*fs - 3.28958632097406e-11) + fs*(fs*(-2.29789682440442e-14*fs + 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(-1.36238942158365e-12*Bass*pow(fs,3) + 2.99725672748402e-14*Middle*pow(fs,3) + fs*(fs*(-2.99725672748402e-14*fs + 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(8.94498105080173e-12*fs + 3.39833297621287e-8));
b3 = Master*(Bass*(Middle*pow(fs,2)*(3.48166185515821e-13*fs - 1.49526650953366e-9) + fs*(-4.06590047763715e-10*fs + 1.54469680736949e-6)) + Middle*(Middle*pow(fs,2)*(-7.65965608134806e-15*fs + 3.28958632097406e-11) + fs*(fs*(7.65965608134806e-15*fs - 3.97766178642034e-11) + 3.3272508000304e-8)) + Treble*(4.54129807194549e-13*Bass*pow(fs,3) - 9.99085575828008e-15*Middle*pow(fs,3) + fs*(fs*(9.99085575828008e-15*fs - 2.06422639633886e-11) + 7.10821761824676e-9)) + fs*(-8.94498105080173e-12*fs + 3.39833297621287e-8));
a0 = Bass*(Middle*fs*(fs*(8.4448446570892e-15*fs + 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(1.08432864509182e-14*fs + 6.24344932141459e-11) + 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(-1.85786582455962e-16*fs - 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(-5.27657194642384e-17*fs - 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(2.38552301920201e-15*fs + 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(-2.31243875101266e-17*fs - 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(-1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(-2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(-5.23934856412778e-17*fs - 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(5.24815064224442e-17*fs + 3.86701328713641e-13) + 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(2.38552301920201e-16*fs + 1.86643550757113e-12) + 3.40420425733631e-9) + 8.27983099470864e-7;
a1 = Bass*(Middle*fs*(fs*(-2.53345339712676e-14*fs - 3.65575592641919e-11) + 7.84234481690603e-10) + fs*(fs*(-3.25298593527547e-14*fs - 6.24344932141459e-11) + 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(5.57359747367887e-16*fs + 8.04266303812222e-13) - 1.72531585971933e-11) + fs*(fs*(1.58297158392715e-16*fs + 1.85435971576751e-13) + 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(-7.15656905760603e-15*fs - 1.26485665547481e-11) + 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(6.93731625303797e-17*fs + 5.41706378172345e-14) + 1.72531585971933e-10)) + Treble*(Bass*(4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(-1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(-5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(1.57180456923833e-16*fs + 1.43930535370065e-13) - 3.68590206394583e-11)) + fs*(fs*(-1.57444519267333e-16*fs - 3.86701328713641e-13) + 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(-7.15656905760603e-16*fs - 1.86643550757113e-12) + 3.40420425733631e-9) + 2.48394929841259e-6;
a2 = Bass*(Middle*fs*(fs*(2.53345339712676e-14*fs - 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(3.25298593527547e-14*fs - 6.24344932141459e-11) - 3.89557496727746e-8) + 2.43047876557005e-6) + Middle*(Middle*fs*(fs*(-5.57359747367887e-16*fs + 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(-1.58297158392715e-16*fs + 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(4.00324348804331e-15*fs - 7.42921009195142e-12) + fs*(fs*(7.15656905760603e-15*fs - 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(-8.80713567369529e-17*fs + 1.63442622022931e-13) + fs*(fs*(-6.93731625303797e-17*fs + 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(-4.70969822122743e-15*Middle*pow(fs,3) + pow(fs,2)*(-7.14456622381061e-15*fs + 1.62179690813617e-12)) + Middle*(1.03613360867003e-16*Middle*pow(fs,3) + pow(fs,2)*(5.35670960568299e-17*fs + 3.56795319789957e-14)) + fs*(fs*(-1.57180456923833e-16*fs + 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(1.57444519267333e-16*fs - 3.86701328713641e-13) - 7.29224792105746e-10) + 5.34705328425411e-7) + fs*(fs*(7.15656905760603e-16*fs - 1.86643550757113e-12) - 3.40420425733631e-9) + 2.48394929841259e-6;
a3 = Bass*(Middle*fs*(fs*(-8.4448446570892e-15*fs + 3.65575592641919e-11) - 7.84234481690603e-10) + fs*(fs*(-1.08432864509182e-14*fs + 6.24344932141459e-11) - 3.89557496727746e-8) + 8.1015958852335e-7) + Middle*(Middle*fs*(fs*(1.85786582455962e-16*fs - 8.04266303812222e-13) + 1.72531585971933e-11) + fs*(fs*(5.27657194642384e-17*fs - 1.85435971576751e-13) - 8.01487640287796e-10)) + Treble*(Bass*(Middle*pow(fs,2)*(-1.33441449601444e-15*fs + 7.42921009195142e-12) + fs*(fs*(-2.38552301920201e-15*fs + 1.26485665547481e-11) - 7.6748038139994e-9)) + Middle*(Middle*pow(fs,2)*(2.93571189123176e-17*fs - 1.63442622022931e-13) + fs*(fs*(2.31243875101266e-17*fs - 5.41706378172345e-14) - 1.72531585971933e-10)) + Treble*(Bass*(1.56989940707581e-15*Middle*pow(fs,3) + pow(fs,2)*(2.38152207460354e-15*fs - 1.62179690813617e-12)) + Middle*(-3.45377869556678e-17*Middle*pow(fs,3) + pow(fs,2)*(-1.785569868561e-17*fs - 3.56795319789957e-14)) + fs*(fs*(5.23934856412778e-17*fs - 1.43930535370065e-13) + 3.68590206394583e-11)) + fs*(fs*(-5.24815064224442e-17*fs + 3.86701328713641e-13) - 7.29224792105746e-10) + 1.78235109475137e-7) + fs*(fs*(-2.38552301920201e-16*fs + 1.86643550757113e-12) - 3.40420425733631e-9) + 8.27983099470864e-7;
};
fatfrog_poweramp_clip = circuit_response(fatfrog_poweramp_table, low, high, step, size) with{
low = 0;
high =0.833333;
step =142.143;
size =200;
fatfrog_poweramp_table = waveform {
0.000000000000,0.008825069056,0.017581566729,0.026269903187,0.034890465555,
0.043443658654,0.051929868850,0.060349505962,0.068702951545,0.076990613410,
0.085212874669,0.093370128103,0.101462771605,0.109491192293,0.117455779277,
0.125356920917,0.133195001455,0.140970418466,0.148683539107,0.156334761409,
0.163924456272,0.171453013208,0.178920811925,0.186328222432,0.193675625016,
0.200963407969,0.208191932778,0.215361567217,0.222472697993,0.229525680172,
0.236520901792,0.243458710457,0.250339474548,0.257163569576,0.263931348881,
0.270643177811,0.277299409324,0.283900407919,0.290446529521,0.296938122771,
0.303375546946,0.309759151256,0.316089285597,0.322366298196,0.328590535608,
0.334762342540,0.340882060475,0.346950036585,0.352966603290,0.358932104243,
0.364846877639,0.370711249622,0.376525560168,0.382290140574,0.388005315775,
0.393671416942,0.399288772025,0.404857702297,0.410378536938,0.415851589047,
0.421277181468,0.426655631817,0.431987254468,0.437272366677,0.442511279324,
0.447704303409,0.452851747777,0.457953921154,0.463011125387,0.468023669161,
0.472991851195,0.477915974277,0.482796332150,0.487633229188,0.492426956125,
0.497177807362,0.501886073846,0.506552046948,0.511176018334,0.515758270335,
0.520299087251,0.524798755416,0.529257556663,0.533675768918,0.538053670789,
0.542391540684,0.546689653613,0.550948279398,0.555167696010,0.559348168034,
0.563489964912,0.567593355127,0.571658603749,0.575685970920,0.579675724258,
0.583628117736,0.587543414507,0.591421871735,0.595263740340,0.599069279141,
0.602838737759,0.606572367383,0.610270417096,0.613933134590,0.617560765687,
0.621153554917,0.624711744403,0.628235577388,0.631725291806,0.635181126584,
0.638603318260,0.641992102801,0.645347712765,0.648670379716,0.651960337348,
0.655217812543,0.658443033155,0.661636227511,0.664797617402,0.667927428210,
0.671025880875,0.674093197740,0.677129595125,0.680135293039,0.683110506168,
0.686055448937,0.688970336972,0.691855380478,0.694710790096,0.697536776369,
0.700333545446,0.703101305038,0.705840260675,0.708550614229,0.711232569274,
0.713886327661,0.716512088070,0.719110049659,0.721680408531,0.724223361618,
0.726739103475,0.729227826292,0.731689723008,0.734124984098,0.736533798639,
0.738916355468,0.741272841367,0.743603441274,0.745908340423,0.748187722027,
0.750441767742,0.752670657655,0.754874572657,0.757053690735,0.759208188412,
0.761338242823,0.763444027128,0.765525716623,0.767583483045,0.769617497350,
0.771627930340,0.773614950578,0.775578726418,0.777519424545,0.779437210341,
0.781332248371,0.783204701796,0.785054734023,0.786882505198,0.788688175562,
0.790471904966,0.792233850299,0.793974169490,0.795693018007,0.797390550199,
0.799066920924,0.800722281709,0.802356785430,0.803970581781,0.805563820995,
0.807136651706,0.808689221322,0.810221676641,0.811734163187,0.813226825850,
0.814699808290,0.816153253063,0.817587302265,0.819002096686,0.820397775366,
0.821774478216,0.823132342882,0.824471506335,0.825792104528,0.827094272846,
0.828378145433,0.829643855964,0.830891536387,0.832121318561,0.833333333339
};
};
fatfrog_poweramp_neg_clip = circuit_response(fatfrog_poweramp_neg_table, low, high, step, size) with{
low = 0;
high =-0.830434;
step =142.143;
size =200;
fatfrog_poweramp_neg_table = waveform {
0.000000000000,-0.008825166416,-0.017581955846,-0.026270748592,-0.034891927952,
-0.043445895020,-0.051933028482,-0.060353713507,-0.068708344701,-0.076997279049,
-0.085220920211,-0.093379650456,-0.101473847974,-0.109503893701,-0.117470170243,
-0.125373053511,-0.133212915640,-0.140990142782,-0.148705110523,-0.156358185222,
-0.163949749539,-0.171480173168,-0.178949827852,-0.186359083790,-0.193708313082,
-0.200997875893,-0.208228144469,-0.215399491663,-0.222512266704,-0.229566845140,
-0.236563578802,-0.243502835296,-0.250384971175,-0.257210346178,-0.263979312312,
-0.270692226415,-0.277349439820,-0.283951308672,-0.290498183437,-0.296990409097,
-0.303428333067,-0.309812303564,-0.316142669098,-0.322419766753,-0.328643940091,
-0.334815528853,-0.340934871940,-0.347002303943,-0.353018165786,-0.358982786115,
-0.364896496770,-0.370759633766,-0.376572522445,-0.382335485534,-0.388048858784,
-0.393712957996,-0.399328110793,-0.404894638133,-0.410412854580,-0.415883084307,
-0.421305640058,-0.426680833592,-0.432008982476,-0.437290395884,-0.442525383943,
-0.447714254521,-0.452857313789,-0.457954866525,-0.463007216132,-0.468014664763,
-0.472977507652,-0.477896050270,-0.482770585254,-0.487601405460,-0.492388805190,
-0.497133080728,-0.501834519752,-0.506493405025,-0.511110032103,-0.515684679743,
-0.520217632509,-0.524709174236,-0.529159583293,-0.533569140304,-0.537938122341,
-0.542266803832,-0.546555456680,-0.550804357015,-0.555013770934,-0.559183972674,
-0.563315225583,-0.567407798699,-0.571461954073,-0.575477954408,-0.579456063283,
-0.583396537818,-0.587299636289,-0.591165618130,-0.594994733142,-0.598787239769,
-0.602543387137,-0.606263425611,-0.609947605378,-0.613596173718,-0.617209375000,
-0.620787454324,-0.624330653787,-0.627839216646,-0.631313380725,-0.634753384965,
-0.638159466288,-0.641531860042,-0.644870800713,-0.648176518840,-0.651449247993,
-0.654689215377,-0.657896650703,-0.661071779722,-0.664214829073,-0.667326020581,
-0.670405579210,-0.673453722176,-0.676470673651,-0.679456649217,-0.682411864733,
-0.685336538825,-0.688230882515,-0.691095111078,-0.693929432606,-0.696734060342,
-0.699509202616,-0.702255064375,-0.704971855016,-0.707659775910,-0.710319032607,
-0.712949825521,-0.715552356630,-0.718126825518,-0.720673430658,-0.723192367252,
-0.725683832057,-0.728148019865,-0.730585122627,-0.732995333386,-0.735378842133,
-0.737735837986,-0.740066509107,-0.742371043092,-0.744649624698,-0.746902439379,
-0.749129669401,-0.751331497574,-0.753508104803,-0.755659670110,-0.757786372384,
-0.759888389373,-0.761965897374,-0.764019070360,-0.766048083130,-0.768053108124,
-0.770034317048,-0.771991880375,-0.773925967602,-0.775836746544,-0.777724384911,
-0.779589048241,-0.781430901838,-0.783250109603,-0.785046833823,-0.786821236559,
-0.788573478626,-0.790303719548,-0.792012117675,-0.793698830218,-0.795364014068,
-0.797007824406,-0.798630415730,-0.800231941079,-0.801812553473,-0.803372403455,
-0.804911641427,-0.806430417283,-0.807928878875,-0.809407173790,-0.810865448057,
-0.812303847251,-0.813722516074,-0.815121597513,-0.816501234517,-0.817861568263,
-0.819202739722,-0.820524888245,-0.821828152919,-0.823112671327,-0.824378580512,
-0.825626016395,-0.826855114143,-0.828066007852,-0.829258831036,-0.830433715874
};
};
p4 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : fatfrog_powerampp with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(fs*(3.87560926163844e-19*fs + 4.30800903120125e-16) + 3.17509705609174e-17) + 5.3495467261267e-19);
b1 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs - 8.61601806240251e-16) + 1.06990934522534e-18);
b2 = pow(fs,2)*(2.32536555698307e-18*pow(fs,2) - 6.35019411218347e-17);
b3 = fs*(pow(fs,2)*(-1.55024370465538e-18*fs + 8.61601806240251e-16) - 1.06990934522534e-18);
b4 = fs*(fs*(fs*(3.87560926163844e-19*fs - 4.30800903120125e-16) + 3.17509705609174e-17) - 5.3495467261267e-19);
a0 = fs*(fs*(fs*(1.82693733893894e-19*fs + 2.71243523616587e-16) + 8.16290535602033e-14) + 4.64147298174261e-12) + 4.00158102875003e-12;
a1 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs - 5.42487047233173e-16) + 9.28294596348523e-12) + 1.60063241150001e-11;
a2 = pow(fs,2)*(1.09616240336336e-18*pow(fs,2) - 1.63258107120407e-13) + 2.40094861725002e-11;
a3 = fs*(pow(fs,2)*(-7.30774935575574e-19*fs + 5.42487047233173e-16) - 9.28294596348523e-12) + 1.60063241150001e-11;
a4 = fs*(fs*(fs*(1.82693733893894e-19*fs - 2.71243523616587e-16) + 8.16290535602033e-14) - 4.64147298174261e-12) + 4.00158102875003e-12;
};
fatfrog_power_neg_clip = ffunction(float fatfrog_power_negclip(float), "fatfrog_power_neg_table.h", "");
fatfrog_power_clip = ffunction(float fatfrog_powerclip(float), "fatfrog_power_table.h", "");
fatfrog_powerampp = _<: ba.if(fsignbit(_), fatfrog_power_neg_clip, fatfrog_power_clip) :>_ ;
fatfrog_powerampclip = freq_split: ( fatfrog_powerampp , fatfrog_powerampp , fatfrog_powerampp, fatfrog_powerampp, fatfrog_powerampp) :>_;
p5 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = pow(fs,3)*(fs*(fs*(fs*(5.41478926354201e-34*fs + 9.89823968225517e-29) + 2.21389820371069e-25) + 8.2706263330292e-23) + 3.05852920983453e-20);
b1 = pow(fs,3)*(fs*(fs*(fs*(-3.79035248447941e-33*fs - 4.94911984112759e-28) - 6.64169461113208e-25) - 8.2706263330292e-23) + 3.05852920983453e-20);
b2 = pow(fs,3)*(fs*(fs*(fs*(1.13710574534382e-32*fs + 8.90841571402966e-28) + 2.21389820371069e-25) - 2.48118789990876e-22) - 9.1755876295036e-20);
b3 = pow(fs,3)*(fs*(fs*(fs*(-1.8951762422397e-32*fs - 4.94911984112759e-28) + 1.10694910185535e-24) + 2.48118789990876e-22) - 9.1755876295036e-20);
b4 = pow(fs,3)*(fs*(fs*(fs*(1.8951762422397e-32*fs - 4.94911984112759e-28) - 1.10694910185535e-24) + 2.48118789990876e-22) + 9.1755876295036e-20);
b5 = pow(fs,3)*(fs*(fs*(fs*(-1.13710574534382e-32*fs + 8.90841571402966e-28) - 2.21389820371069e-25) - 2.48118789990876e-22) + 9.1755876295036e-20);
b6 = pow(fs,3)*(fs*(fs*(fs*(3.79035248447941e-33*fs - 4.94911984112759e-28) + 6.64169461113208e-25) - 8.2706263330292e-23) - 3.05852920983453e-20);
b7 = pow(fs,3)*(fs*(fs*(fs*(-5.41478926354201e-34*fs + 9.89823968225517e-29) - 2.21389820371069e-25) + 8.2706263330292e-23) - 3.05852920983453e-20);
a0 = fs*(fs*(fs*(fs*(fs*(fs*(5.41489755986876e-34*fs + 5.09078733178756e-29) + 2.30252226046762e-25) + 1.50190005873638e-22) + 7.82551343611017e-20) + 2.17831661090841e-17) + 4.23378644784192e-15) + 1.61880500310045e-13;
a1 = fs*(fs*(fs*(fs*(fs*(fs*(-3.79042829190813e-33*fs - 2.54539366589378e-28) - 6.90756678140285e-25) - 1.50190005873638e-22) + 7.82551343611017e-20) + 6.53494983272524e-17) + 2.11689322392096e-14) + 1.13316350217031e-12;
a2 = fs*(fs*(fs*(fs*(fs*(fs*(1.13712848757244e-32*fs + 4.58170859860881e-28) + 2.30252226046762e-25) - 4.50570017620913e-22) - 2.34765403083305e-19) + 2.17831661090841e-17) + 3.81040780305773e-14) + 3.39949050651094e-12;
a3 = fs*(fs*(fs*(fs*(fs*(fs*(-1.89521414595407e-32*fs - 2.54539366589378e-28) + 1.15126113023381e-24) + 4.50570017620913e-22) - 2.34765403083305e-19) - 1.08915830545421e-16) + 2.11689322392096e-14) + 5.66581751085156e-12;
a4 = fs*(fs*(fs*(fs*(fs*(fs*(1.89521414595407e-32*fs - 2.54539366589378e-28) - 1.15126113023381e-24) + 4.50570017620913e-22) + 2.34765403083305e-19) - 1.08915830545421e-16) - 2.11689322392096e-14) + 5.66581751085156e-12;
a5 = fs*(fs*(fs*(fs*(fs*(fs*(-1.13712848757244e-32*fs + 4.58170859860881e-28) - 2.30252226046762e-25) - 4.50570017620913e-22) + 2.34765403083305e-19) + 2.17831661090841e-17) - 3.81040780305773e-14) + 3.39949050651094e-12;
a6 = fs*(fs*(fs*(fs*(fs*(fs*(3.79042829190813e-33*fs - 2.54539366589378e-28) + 6.90756678140285e-25) - 1.50190005873638e-22) - 7.82551343611017e-20) + 6.53494983272524e-17) - 2.11689322392096e-14) + 1.13316350217031e-12;
a7 = fs*(fs*(fs*(fs*(fs*(fs*(-5.41489755986876e-34*fs + 5.09078733178756e-29) - 2.30252226046762e-25) + 1.50190005873638e-22) - 7.82551343611017e-20) + 2.17831661090841e-17) - 4.23378644784192e-15) + 1.61880500310045e-13;
};
p6 = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = 0.00504891959951124;
b1 = 0.0201956783980450;
b2 = 0.0302935175970674;
b3 = 0.0201956783980450;
b4 = 0.00504891959951124;
a0 = fs*(fs*(fs*(7.69566058426545e-20*fs + 3.51033127781783e-15) + 6.87327741113863e-11) + 8.30384029826822e-7) + 0.00504902057840812;
a1 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs - 7.02066255563566e-15) + 1.66076805965364e-6) + 0.0201960823136325;
a2 = pow(fs,2)*(4.61739635055927e-19*pow(fs,2) - 1.37465548222773e-10) + 0.0302941234704487;
a3 = fs*(pow(fs,2)*(-3.07826423370618e-19*fs + 7.02066255563566e-15) - 1.66076805965364e-6) + 0.0201960823136325;
a4 = fs*(fs*(fs*(7.69566058426545e-20*fs - 3.51033127781783e-15) + 6.87327741113863e-11) - 8.30384029826822e-7) + 0.00504902057840812;
};
b1 = checkbox("Bright[name:Bright");
b2 = checkbox("NoiseFilter[name:NoiseFilter");
process = ba.bypass_fade(ma.SR/10, 1-b2, p0a : p0aa : *(2.0)) : *(1.5) : ba.bypass_fade(ma.SR/10, b1, p1 ) : ba.bypass_fade(ma.SR/10, 1 - b1, *(4.0)) : p2 : p3 : p4 : *(0.666) : p5 : *(0.555) : p6 : *(0.555) ;
|
0000668925b3f117f7ec90a0b152e048d5daa6acba034d4b41392feb43c7d2b9 | brummer10/guitarix | gx_alembic.dsp | declare id "alembic";
declare name "Alembic Preamp";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)):*(0.05) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Input = vslider("AUDIO_IN[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Bass = vslider("Bass[name:Bass]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Middle = vslider("Middle[name:Middle]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Treble = vslider("Treble[name:Treble]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
b0 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-21*fs + 9.98505002369502e-19) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-22*fs + 4.56560363232067e-18) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b1 = Volume*(Bass*(Input*Treble*pow(fs,4)*(2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(-2.84307765214256e-20*fs - 2.99551500710851e-18) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-3.98030871299959e-21*fs - 1.3696810896962e-17) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
b2 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-20*fs + 1.997010004739e-18) - 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs + 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs - 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-21*fs + 9.13120726464134e-18) - 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs - 5.70731264129818e-16) - 3.80044876507682e-15)));
b3 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-20*fs + 1.997010004739e-18) + 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs - 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs + 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-21*fs + 9.13120726464134e-18) + 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs + 5.70731264129818e-16) - 3.80044876507682e-15)));
b4 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(2.84307765214256e-20*fs - 2.99551500710851e-18) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(3.98030871299959e-21*fs - 1.3696810896962e-17) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b5 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-21*fs + 9.98505002369502e-19) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-22*fs + 4.56560363232067e-18) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
a0 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs - 4.21107717183568e-20) - 4.69643971510767e-18) - 8.52210149990995e-17) - 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(4.66400408138021e-24*fs + 4.21107717183568e-20) + 4.69643971510767e-18) + 8.52210149990995e-17) + 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs + 8.13465102081422e-21) + 8.27894207186978e-19) + 1.21893473917967e-17) + 3.98098141170247e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-25*fs - 8.13465102081422e-21) - 8.27894207186978e-19) - 1.21893473917967e-17) - 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs + 1.0400884417695e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs - 1.0400884417695e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-24*fs - 1.11081445580983e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(9.95692057510089e-25*fs - 8.68780729022958e-21) - 8.84191013275692e-19) - 1.30182230144389e-17) - 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-24*fs + 4.49743041952051e-20) + 5.01579761573499e-18) + 9.10160440190383e-17) + 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) - 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) + 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs - 3.45203422865533e-21) - 7.39641502461285e-20) - 4.31004728634658e-19) - 7.50300256040165e-19) + fs*(fs*(fs*(fs*(4.49377473953314e-25*fs + 3.45203422865533e-21) + 7.39641502461285e-20) + 4.31004728634658e-19) + 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs + 6.17731871560931e-22) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs - 6.17731871560931e-22) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-26*fs + 1.36369845222938e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-7.76492543100316e-26*fs - 1.36369845222938e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-26*fs - 1.45642994698098e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-25*fs - 6.59737638827074e-22) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-25*fs + 3.68677255620389e-21) + 7.89937124628652e-20) + 4.60313050181815e-19) + 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) - 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) + 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs + 3.86721597525567e-20) + 6.80858259239558e-19) + 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs - 3.86721597525567e-20) - 6.80858259239558e-19) - 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs - 4.13018666157306e-20) - 7.27156620867848e-19) - 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) + 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs + 5.15947717885593e-19) + 2.3901137548476e-17) + 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs - 5.15947717885593e-19) - 2.3901137548476e-17) - 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs + 2.99095367015295e-21) + 3.38701967358278e-20) + 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs - 2.99095367015295e-21) - 3.38701967358278e-20) - 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs - 3.19433851972335e-21) - 3.61733701138641e-20) - 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs - 5.51032162701814e-19) - 2.55264149017724e-17) - 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) + 1.44750067678226e-15) + 4.26234400771753e-15;
a1 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(2.33200204069011e-23*fs + 1.26332315155071e-19) + 4.69643971510767e-18) - 8.52210149990995e-17) - 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs - 1.26332315155071e-19) - 4.69643971510767e-18) + 8.52210149990995e-17) + 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(4.66147966999105e-24*fs - 2.44039530624426e-20) - 8.27894207186978e-19) + 1.21893473917967e-17) + 1.19429442351074e-16) + fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs + 2.44039530624426e-20) + 8.27894207186978e-19) - 1.21893473917967e-17) - 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs - 3.12026532530851e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs + 3.12026532530851e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(5.53312035914695e-24*fs + 3.33244336742949e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-4.97846028755044e-24*fs + 2.60634218706887e-20) + 8.84191013275692e-19) - 1.30182230144389e-17) - 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(-2.49057817945703e-23*fs - 1.34922912585615e-19) - 5.01579761573499e-18) + 9.10160440190383e-17) + 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) - 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) + 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(2.24688736976657e-24*fs + 1.0356102685966e-20) + 7.39641502461285e-20) - 4.31004728634658e-19) - 2.2509007681205e-18) + fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs - 1.0356102685966e-20) - 7.39641502461285e-20) + 4.31004728634658e-19) + 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs - 1.85319561468279e-21) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs + 1.85319561468279e-21) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-3.88246271550158e-25*fs - 4.09109535668814e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(3.88246271550158e-25*fs + 4.09109535668814e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(4.14647018015568e-25*fs + 4.36928984094294e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-5.80505825221796e-25*fs + 1.97921291648122e-21) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-2.39967571091069e-24*fs - 1.10603176686117e-20) - 7.89937124628652e-20) + 4.60313050181815e-19) + 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) - 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) + 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs - 3.86721597525567e-20) + 6.80858259239558e-19) + 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs + 3.86721597525567e-20) - 6.80858259239558e-19) - 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs + 4.13018666157306e-20) - 7.27156620867848e-19) - 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) + 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs - 5.15947717885593e-19) + 2.3901137548476e-17) + 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs + 5.15947717885593e-19) - 2.3901137548476e-17) - 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs - 2.99095367015295e-21) + 3.38701967358278e-20) + 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs + 2.99095367015295e-21) - 3.38701967358278e-20) - 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs + 3.19433851972335e-21) - 3.61733701138641e-20) - 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs + 5.51032162701814e-19) - 2.55264149017724e-17) - 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) + 4.34250203034679e-15) + 2.13117200385877e-14;
a2 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs - 8.42215434367137e-20) + 9.39287943021533e-18) + 1.70442029998199e-16) - 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(4.66400408138021e-23*fs + 8.42215434367137e-20) - 9.39287943021533e-18) - 1.70442029998199e-16) + 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs + 1.62693020416284e-20) - 1.65578841437396e-18) - 2.43786947835935e-17) + 7.96196282340494e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-24*fs - 1.62693020416284e-20) + 1.65578841437396e-18) + 2.43786947835935e-17) - 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs + 2.08017688353901e-22) - 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs - 2.08017688353901e-22) + 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-23*fs - 2.22162891161966e-22) + 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(9.95692057510089e-24*fs - 1.73756145804592e-20) + 1.76838202655138e-18) + 2.60364460288779e-17) - 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-23*fs + 8.99486083904102e-20) - 1.003159523147e-17) - 1.82032088038077e-16) + 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs + 5.21331434491869e-18) + 2.39621039026005e-16) - 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs - 5.21331434491869e-18) - 2.39621039026005e-16) + 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs - 6.90406845731066e-21) + 1.47928300492257e-19) + 8.62009457269317e-19) - 1.50060051208033e-18) + fs*(fs*(fs*(fs*(4.49377473953314e-24*fs + 6.90406845731066e-21) - 1.47928300492257e-19) - 8.62009457269317e-19) + 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs + 1.23546374312186e-21) - 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs - 1.23546374312186e-21) + 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-25*fs + 2.72739690445876e-24) - 9.37875320050206e-24) + pow(fs,3)*(fs*(-7.76492543100316e-25*fs - 2.72739690445876e-24) + 9.37875320050206e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-25*fs - 2.91285989396196e-24) + 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-24*fs - 1.31947527765415e-21) + 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-24*fs + 7.37354511240778e-21) - 1.5798742492573e-19) - 9.2062610036363e-19) + 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs + 4.31614729137842e-19) + 8.75181972411783e-18) - 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs - 4.31614729137842e-19) - 8.75181972411783e-18) + 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs - 7.73443195051134e-20) - 1.36171651847912e-18) + 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs + 7.73443195051134e-20) + 1.36171651847912e-18) - 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs - 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs + 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs + 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs + 8.26037332314611e-20) + 1.4543132417357e-18) - 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs - 4.60964530719215e-19) - 9.34694346535784e-18) + 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs - 1.03189543577119e-18) - 4.7802275096952e-17) + 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs + 1.03189543577119e-18) + 4.7802275096952e-17) - 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs - 5.98190734030589e-21) - 6.77403934716556e-20) + 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs + 5.98190734030589e-21) + 6.77403934716556e-20) - 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs + 6.38867703944669e-21) + 7.23467402277282e-20) - 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs + 1.10206432540363e-18) + 5.10528298035447e-17) - 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs - 5.56781972037316e-18) - 2.55915269679773e-16) + 2.89500135356453e-15) + 4.26234400771753e-14;
a3 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-23*fs - 8.42215434367137e-20) - 9.39287943021533e-18) + 1.70442029998199e-16) + 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs + 8.42215434367137e-20) + 9.39287943021533e-18) - 1.70442029998199e-16) - 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-24*fs + 1.62693020416284e-20) + 1.65578841437396e-18) - 2.43786947835935e-17) - 7.96196282340494e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs - 1.62693020416284e-20) - 1.65578841437396e-18) + 2.43786947835935e-17) + 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs + 2.08017688353901e-22) + 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs - 2.08017688353901e-22) - 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-23*fs - 2.22162891161966e-22) - 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(-9.95692057510089e-24*fs - 1.73756145804592e-20) - 1.76838202655138e-18) + 2.60364460288779e-17) + 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-23*fs + 8.99486083904102e-20) + 1.003159523147e-17) - 1.82032088038077e-16) - 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs - 5.21331434491869e-18) + 2.39621039026005e-16) + 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs + 5.21331434491869e-18) - 2.39621039026005e-16) - 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-24*fs - 6.90406845731066e-21) - 1.47928300492257e-19) + 8.62009457269317e-19) + 1.50060051208033e-18) + fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs + 6.90406845731066e-21) + 1.47928300492257e-19) - 8.62009457269317e-19) - 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs + 1.23546374312186e-21) + 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs - 1.23546374312186e-21) - 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-25*fs + 2.72739690445876e-24) + 9.37875320050206e-24) + pow(fs,3)*(fs*(7.76492543100316e-25*fs - 2.72739690445876e-24) - 9.37875320050206e-24)) + pow(fs,3)*(fs*(8.29294036031137e-25*fs - 2.91285989396196e-24) - 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-24*fs - 1.31947527765415e-21) - 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-24*fs + 7.37354511240778e-21) + 1.5798742492573e-19) - 9.2062610036363e-19) - 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs - 4.31614729137842e-19) + 8.75181972411783e-18) + 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs + 4.31614729137842e-19) - 8.75181972411783e-18) - 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs + 7.73443195051134e-20) - 1.36171651847912e-18) - 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs - 7.73443195051134e-20) + 1.36171651847912e-18) + 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs + 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs - 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs - 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs - 8.26037332314611e-20) + 1.4543132417357e-18) + 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs + 4.60964530719215e-19) - 9.34694346535784e-18) - 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs + 1.03189543577119e-18) - 4.7802275096952e-17) - 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs - 1.03189543577119e-18) + 4.7802275096952e-17) + 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs + 5.98190734030589e-21) - 6.77403934716556e-20) - 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs - 5.98190734030589e-21) + 6.77403934716556e-20) + 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs - 6.38867703944669e-21) + 7.23467402277282e-20) + 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs - 1.10206432540363e-18) + 5.10528298035447e-17) + 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs + 5.56781972037316e-18) - 2.55915269679773e-16) - 2.89500135356453e-15) + 4.26234400771753e-14;
a4 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs + 1.26332315155071e-19) - 4.69643971510767e-18) - 8.52210149990995e-17) + 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(2.33200204069011e-23*fs - 1.26332315155071e-19) + 4.69643971510767e-18) + 8.52210149990995e-17) - 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs - 2.44039530624426e-20) + 8.27894207186978e-19) + 1.21893473917967e-17) - 1.19429442351074e-16) + fs*(fs*(fs*(fs*(4.66147966999105e-24*fs + 2.44039530624426e-20) - 8.27894207186978e-19) - 1.21893473917967e-17) + 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs - 3.12026532530851e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs + 3.12026532530851e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-5.53312035914695e-24*fs + 3.33244336742949e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(4.97846028755044e-24*fs + 2.60634218706887e-20) - 8.84191013275692e-19) - 1.30182230144389e-17) + 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(2.49057817945703e-23*fs - 1.34922912585615e-19) + 5.01579761573499e-18) + 9.10160440190383e-17) - 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) + 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) - 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs + 1.0356102685966e-20) - 7.39641502461285e-20) - 4.31004728634658e-19) + 2.2509007681205e-18) + fs*(fs*(fs*(fs*(2.24688736976657e-24*fs - 1.0356102685966e-20) + 7.39641502461285e-20) + 4.31004728634658e-19) - 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs - 1.85319561468279e-21) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs + 1.85319561468279e-21) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(3.88246271550158e-25*fs - 4.09109535668814e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-3.88246271550158e-25*fs + 4.09109535668814e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-4.14647018015568e-25*fs + 4.36928984094294e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(5.80505825221796e-25*fs + 1.97921291648122e-21) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(2.39967571091069e-24*fs - 1.10603176686117e-20) + 7.89937124628652e-20) + 4.60313050181815e-19) - 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) + 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) - 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs + 3.86721597525567e-20) + 6.80858259239558e-19) - 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs - 3.86721597525567e-20) - 6.80858259239558e-19) + 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs - 4.13018666157306e-20) - 7.27156620867848e-19) + 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) - 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs + 5.15947717885593e-19) + 2.3901137548476e-17) - 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs - 5.15947717885593e-19) - 2.3901137548476e-17) + 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs + 2.99095367015295e-21) + 3.38701967358278e-20) - 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs - 2.99095367015295e-21) - 3.38701967358278e-20) + 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs - 3.19433851972335e-21) - 3.61733701138641e-20) + 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs - 5.51032162701814e-19) - 2.55264149017724e-17) + 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) - 4.34250203034679e-15) + 2.13117200385877e-14;
a5 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-24*fs - 4.21107717183568e-20) + 4.69643971510767e-18) - 8.52210149990995e-17) + 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs + 4.21107717183568e-20) - 4.69643971510767e-18) + 8.52210149990995e-17) - 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-25*fs + 8.13465102081422e-21) - 8.27894207186978e-19) + 1.21893473917967e-17) - 3.98098141170247e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs - 8.13465102081422e-21) + 8.27894207186978e-19) - 1.21893473917967e-17) + 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs + 1.0400884417695e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs - 1.0400884417695e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-24*fs - 1.11081445580983e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-9.95692057510089e-25*fs - 8.68780729022958e-21) + 8.84191013275692e-19) - 1.30182230144389e-17) + 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-24*fs + 4.49743041952051e-20) - 5.01579761573499e-18) + 9.10160440190383e-17) - 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) + 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) - 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-25*fs - 3.45203422865533e-21) + 7.39641502461285e-20) - 4.31004728634658e-19) + 7.50300256040165e-19) + fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs + 3.45203422865533e-21) - 7.39641502461285e-20) + 4.31004728634658e-19) - 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs + 6.17731871560931e-22) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs - 6.17731871560931e-22) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-26*fs + 1.36369845222938e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(7.76492543100316e-26*fs - 1.36369845222938e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(8.29294036031137e-26*fs - 1.45642994698098e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-25*fs - 6.59737638827074e-22) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-25*fs + 3.68677255620389e-21) - 7.89937124628652e-20) + 4.60313050181815e-19) - 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) + 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) - 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs - 3.86721597525567e-20) + 6.80858259239558e-19) - 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs + 3.86721597525567e-20) - 6.80858259239558e-19) + 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs + 4.13018666157306e-20) - 7.27156620867848e-19) + 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) - 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs - 5.15947717885593e-19) + 2.3901137548476e-17) - 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs + 5.15947717885593e-19) - 2.3901137548476e-17) + 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs - 2.99095367015295e-21) + 3.38701967358278e-20) - 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs + 2.99095367015295e-21) - 3.38701967358278e-20) + 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs + 3.19433851972335e-21) - 3.61733701138641e-20) + 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs + 5.51032162701814e-19) - 2.55264149017724e-17) + 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) - 1.44750067678226e-15) + 4.26234400771753e-15;
};
| https://raw.githubusercontent.com/brummer10/guitarix/9734478d71ac7190dc8814ce250e28ce174ebaf1/trunk/src/LV2/faust/gx_alembic.dsp | faust | declare id "alembic";
declare name "Alembic Preamp";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)):*(0.05) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Input = vslider("AUDIO_IN[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Bass = vslider("Bass[name:Bass]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Middle = vslider("Middle[name:Middle]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Treble = vslider("Treble[name:Treble]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
b0 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-21*fs + 9.98505002369502e-19) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-22*fs + 4.56560363232067e-18) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b1 = Volume*(Bass*(Input*Treble*pow(fs,4)*(2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(-2.84307765214256e-20*fs - 2.99551500710851e-18) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-3.98030871299959e-21*fs - 1.3696810896962e-17) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
b2 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-20*fs + 1.997010004739e-18) - 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs + 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs - 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-21*fs + 9.13120726464134e-18) - 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs - 5.70731264129818e-16) - 3.80044876507682e-15)));
b3 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-20*fs + 1.997010004739e-18) + 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs - 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs + 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-21*fs + 9.13120726464134e-18) + 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs + 5.70731264129818e-16) - 3.80044876507682e-15)));
b4 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(2.84307765214256e-20*fs - 2.99551500710851e-18) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(3.98030871299959e-21*fs - 1.3696810896962e-17) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b5 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-21*fs + 9.98505002369502e-19) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-22*fs + 4.56560363232067e-18) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
a0 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs - 4.21107717183568e-20) - 4.69643971510767e-18) - 8.52210149990995e-17) - 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(4.66400408138021e-24*fs + 4.21107717183568e-20) + 4.69643971510767e-18) + 8.52210149990995e-17) + 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs + 8.13465102081422e-21) + 8.27894207186978e-19) + 1.21893473917967e-17) + 3.98098141170247e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-25*fs - 8.13465102081422e-21) - 8.27894207186978e-19) - 1.21893473917967e-17) - 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs + 1.0400884417695e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs - 1.0400884417695e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-24*fs - 1.11081445580983e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(9.95692057510089e-25*fs - 8.68780729022958e-21) - 8.84191013275692e-19) - 1.30182230144389e-17) - 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-24*fs + 4.49743041952051e-20) + 5.01579761573499e-18) + 9.10160440190383e-17) + 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) - 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) + 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs - 3.45203422865533e-21) - 7.39641502461285e-20) - 4.31004728634658e-19) - 7.50300256040165e-19) + fs*(fs*(fs*(fs*(4.49377473953314e-25*fs + 3.45203422865533e-21) + 7.39641502461285e-20) + 4.31004728634658e-19) + 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs + 6.17731871560931e-22) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs - 6.17731871560931e-22) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-26*fs + 1.36369845222938e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-7.76492543100316e-26*fs - 1.36369845222938e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-26*fs - 1.45642994698098e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-25*fs - 6.59737638827074e-22) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-25*fs + 3.68677255620389e-21) + 7.89937124628652e-20) + 4.60313050181815e-19) + 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) - 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) + 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs + 3.86721597525567e-20) + 6.80858259239558e-19) + 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs - 3.86721597525567e-20) - 6.80858259239558e-19) - 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs - 4.13018666157306e-20) - 7.27156620867848e-19) - 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) + 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs + 5.15947717885593e-19) + 2.3901137548476e-17) + 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs - 5.15947717885593e-19) - 2.3901137548476e-17) - 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs + 2.99095367015295e-21) + 3.38701967358278e-20) + 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs - 2.99095367015295e-21) - 3.38701967358278e-20) - 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs - 3.19433851972335e-21) - 3.61733701138641e-20) - 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs - 5.51032162701814e-19) - 2.55264149017724e-17) - 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) + 1.44750067678226e-15) + 4.26234400771753e-15;
a1 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(2.33200204069011e-23*fs + 1.26332315155071e-19) + 4.69643971510767e-18) - 8.52210149990995e-17) - 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs - 1.26332315155071e-19) - 4.69643971510767e-18) + 8.52210149990995e-17) + 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(4.66147966999105e-24*fs - 2.44039530624426e-20) - 8.27894207186978e-19) + 1.21893473917967e-17) + 1.19429442351074e-16) + fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs + 2.44039530624426e-20) + 8.27894207186978e-19) - 1.21893473917967e-17) - 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs - 3.12026532530851e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs + 3.12026532530851e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(5.53312035914695e-24*fs + 3.33244336742949e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-4.97846028755044e-24*fs + 2.60634218706887e-20) + 8.84191013275692e-19) - 1.30182230144389e-17) - 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(-2.49057817945703e-23*fs - 1.34922912585615e-19) - 5.01579761573499e-18) + 9.10160440190383e-17) + 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) - 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) + 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(2.24688736976657e-24*fs + 1.0356102685966e-20) + 7.39641502461285e-20) - 4.31004728634658e-19) - 2.2509007681205e-18) + fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs - 1.0356102685966e-20) - 7.39641502461285e-20) + 4.31004728634658e-19) + 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs - 1.85319561468279e-21) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs + 1.85319561468279e-21) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-3.88246271550158e-25*fs - 4.09109535668814e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(3.88246271550158e-25*fs + 4.09109535668814e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(4.14647018015568e-25*fs + 4.36928984094294e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-5.80505825221796e-25*fs + 1.97921291648122e-21) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-2.39967571091069e-24*fs - 1.10603176686117e-20) - 7.89937124628652e-20) + 4.60313050181815e-19) + 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) - 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) + 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs - 3.86721597525567e-20) + 6.80858259239558e-19) + 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs + 3.86721597525567e-20) - 6.80858259239558e-19) - 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs + 4.13018666157306e-20) - 7.27156620867848e-19) - 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) + 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs - 5.15947717885593e-19) + 2.3901137548476e-17) + 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs + 5.15947717885593e-19) - 2.3901137548476e-17) - 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs - 2.99095367015295e-21) + 3.38701967358278e-20) + 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs + 2.99095367015295e-21) - 3.38701967358278e-20) - 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs + 3.19433851972335e-21) - 3.61733701138641e-20) - 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs + 5.51032162701814e-19) - 2.55264149017724e-17) - 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) + 4.34250203034679e-15) + 2.13117200385877e-14;
a2 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs - 8.42215434367137e-20) + 9.39287943021533e-18) + 1.70442029998199e-16) - 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(4.66400408138021e-23*fs + 8.42215434367137e-20) - 9.39287943021533e-18) - 1.70442029998199e-16) + 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs + 1.62693020416284e-20) - 1.65578841437396e-18) - 2.43786947835935e-17) + 7.96196282340494e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-24*fs - 1.62693020416284e-20) + 1.65578841437396e-18) + 2.43786947835935e-17) - 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs + 2.08017688353901e-22) - 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs - 2.08017688353901e-22) + 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-23*fs - 2.22162891161966e-22) + 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(9.95692057510089e-24*fs - 1.73756145804592e-20) + 1.76838202655138e-18) + 2.60364460288779e-17) - 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-23*fs + 8.99486083904102e-20) - 1.003159523147e-17) - 1.82032088038077e-16) + 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs + 5.21331434491869e-18) + 2.39621039026005e-16) - 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs - 5.21331434491869e-18) - 2.39621039026005e-16) + 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs - 6.90406845731066e-21) + 1.47928300492257e-19) + 8.62009457269317e-19) - 1.50060051208033e-18) + fs*(fs*(fs*(fs*(4.49377473953314e-24*fs + 6.90406845731066e-21) - 1.47928300492257e-19) - 8.62009457269317e-19) + 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs + 1.23546374312186e-21) - 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs - 1.23546374312186e-21) + 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-25*fs + 2.72739690445876e-24) - 9.37875320050206e-24) + pow(fs,3)*(fs*(-7.76492543100316e-25*fs - 2.72739690445876e-24) + 9.37875320050206e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-25*fs - 2.91285989396196e-24) + 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-24*fs - 1.31947527765415e-21) + 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-24*fs + 7.37354511240778e-21) - 1.5798742492573e-19) - 9.2062610036363e-19) + 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs + 4.31614729137842e-19) + 8.75181972411783e-18) - 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs - 4.31614729137842e-19) - 8.75181972411783e-18) + 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs - 7.73443195051134e-20) - 1.36171651847912e-18) + 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs + 7.73443195051134e-20) + 1.36171651847912e-18) - 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs - 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs + 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs + 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs + 8.26037332314611e-20) + 1.4543132417357e-18) - 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs - 4.60964530719215e-19) - 9.34694346535784e-18) + 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs - 1.03189543577119e-18) - 4.7802275096952e-17) + 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs + 1.03189543577119e-18) + 4.7802275096952e-17) - 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs - 5.98190734030589e-21) - 6.77403934716556e-20) + 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs + 5.98190734030589e-21) + 6.77403934716556e-20) - 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs + 6.38867703944669e-21) + 7.23467402277282e-20) - 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs + 1.10206432540363e-18) + 5.10528298035447e-17) - 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs - 5.56781972037316e-18) - 2.55915269679773e-16) + 2.89500135356453e-15) + 4.26234400771753e-14;
a3 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-23*fs - 8.42215434367137e-20) - 9.39287943021533e-18) + 1.70442029998199e-16) + 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs + 8.42215434367137e-20) + 9.39287943021533e-18) - 1.70442029998199e-16) - 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-24*fs + 1.62693020416284e-20) + 1.65578841437396e-18) - 2.43786947835935e-17) - 7.96196282340494e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs - 1.62693020416284e-20) - 1.65578841437396e-18) + 2.43786947835935e-17) + 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs + 2.08017688353901e-22) + 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs - 2.08017688353901e-22) - 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-23*fs - 2.22162891161966e-22) - 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(-9.95692057510089e-24*fs - 1.73756145804592e-20) - 1.76838202655138e-18) + 2.60364460288779e-17) + 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-23*fs + 8.99486083904102e-20) + 1.003159523147e-17) - 1.82032088038077e-16) - 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs - 5.21331434491869e-18) + 2.39621039026005e-16) + 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs + 5.21331434491869e-18) - 2.39621039026005e-16) - 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-24*fs - 6.90406845731066e-21) - 1.47928300492257e-19) + 8.62009457269317e-19) + 1.50060051208033e-18) + fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs + 6.90406845731066e-21) + 1.47928300492257e-19) - 8.62009457269317e-19) - 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs + 1.23546374312186e-21) + 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs - 1.23546374312186e-21) - 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-25*fs + 2.72739690445876e-24) + 9.37875320050206e-24) + pow(fs,3)*(fs*(7.76492543100316e-25*fs - 2.72739690445876e-24) - 9.37875320050206e-24)) + pow(fs,3)*(fs*(8.29294036031137e-25*fs - 2.91285989396196e-24) - 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-24*fs - 1.31947527765415e-21) - 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-24*fs + 7.37354511240778e-21) + 1.5798742492573e-19) - 9.2062610036363e-19) - 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs - 4.31614729137842e-19) + 8.75181972411783e-18) + 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs + 4.31614729137842e-19) - 8.75181972411783e-18) - 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs + 7.73443195051134e-20) - 1.36171651847912e-18) - 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs - 7.73443195051134e-20) + 1.36171651847912e-18) + 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs + 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs - 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs - 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs - 8.26037332314611e-20) + 1.4543132417357e-18) + 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs + 4.60964530719215e-19) - 9.34694346535784e-18) - 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs + 1.03189543577119e-18) - 4.7802275096952e-17) - 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs - 1.03189543577119e-18) + 4.7802275096952e-17) + 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs + 5.98190734030589e-21) - 6.77403934716556e-20) - 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs - 5.98190734030589e-21) + 6.77403934716556e-20) + 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs - 6.38867703944669e-21) + 7.23467402277282e-20) + 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs - 1.10206432540363e-18) + 5.10528298035447e-17) + 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs + 5.56781972037316e-18) - 2.55915269679773e-16) - 2.89500135356453e-15) + 4.26234400771753e-14;
a4 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs + 1.26332315155071e-19) - 4.69643971510767e-18) - 8.52210149990995e-17) + 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(2.33200204069011e-23*fs - 1.26332315155071e-19) + 4.69643971510767e-18) + 8.52210149990995e-17) - 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs - 2.44039530624426e-20) + 8.27894207186978e-19) + 1.21893473917967e-17) - 1.19429442351074e-16) + fs*(fs*(fs*(fs*(4.66147966999105e-24*fs + 2.44039530624426e-20) - 8.27894207186978e-19) - 1.21893473917967e-17) + 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs - 3.12026532530851e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs + 3.12026532530851e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-5.53312035914695e-24*fs + 3.33244336742949e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(4.97846028755044e-24*fs + 2.60634218706887e-20) - 8.84191013275692e-19) - 1.30182230144389e-17) + 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(2.49057817945703e-23*fs - 1.34922912585615e-19) + 5.01579761573499e-18) + 9.10160440190383e-17) - 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) + 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) - 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs + 1.0356102685966e-20) - 7.39641502461285e-20) - 4.31004728634658e-19) + 2.2509007681205e-18) + fs*(fs*(fs*(fs*(2.24688736976657e-24*fs - 1.0356102685966e-20) + 7.39641502461285e-20) + 4.31004728634658e-19) - 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs - 1.85319561468279e-21) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs + 1.85319561468279e-21) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(3.88246271550158e-25*fs - 4.09109535668814e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-3.88246271550158e-25*fs + 4.09109535668814e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-4.14647018015568e-25*fs + 4.36928984094294e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(5.80505825221796e-25*fs + 1.97921291648122e-21) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(2.39967571091069e-24*fs - 1.10603176686117e-20) + 7.89937124628652e-20) + 4.60313050181815e-19) - 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) + 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) - 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs + 3.86721597525567e-20) + 6.80858259239558e-19) - 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs - 3.86721597525567e-20) - 6.80858259239558e-19) + 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs - 4.13018666157306e-20) - 7.27156620867848e-19) + 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) - 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs + 5.15947717885593e-19) + 2.3901137548476e-17) - 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs - 5.15947717885593e-19) - 2.3901137548476e-17) + 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs + 2.99095367015295e-21) + 3.38701967358278e-20) - 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs - 2.99095367015295e-21) - 3.38701967358278e-20) + 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs - 3.19433851972335e-21) - 3.61733701138641e-20) + 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs - 5.51032162701814e-19) - 2.55264149017724e-17) + 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) - 4.34250203034679e-15) + 2.13117200385877e-14;
a5 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-24*fs - 4.21107717183568e-20) + 4.69643971510767e-18) - 8.52210149990995e-17) + 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs + 4.21107717183568e-20) - 4.69643971510767e-18) + 8.52210149990995e-17) - 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-25*fs + 8.13465102081422e-21) - 8.27894207186978e-19) + 1.21893473917967e-17) - 3.98098141170247e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs - 8.13465102081422e-21) + 8.27894207186978e-19) - 1.21893473917967e-17) + 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs + 1.0400884417695e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs - 1.0400884417695e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-24*fs - 1.11081445580983e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-9.95692057510089e-25*fs - 8.68780729022958e-21) + 8.84191013275692e-19) - 1.30182230144389e-17) + 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-24*fs + 4.49743041952051e-20) - 5.01579761573499e-18) + 9.10160440190383e-17) - 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) + 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) - 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-25*fs - 3.45203422865533e-21) + 7.39641502461285e-20) - 4.31004728634658e-19) + 7.50300256040165e-19) + fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs + 3.45203422865533e-21) - 7.39641502461285e-20) + 4.31004728634658e-19) - 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs + 6.17731871560931e-22) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs - 6.17731871560931e-22) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-26*fs + 1.36369845222938e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(7.76492543100316e-26*fs - 1.36369845222938e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(8.29294036031137e-26*fs - 1.45642994698098e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-25*fs - 6.59737638827074e-22) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-25*fs + 3.68677255620389e-21) - 7.89937124628652e-20) + 4.60313050181815e-19) - 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) + 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) - 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs - 3.86721597525567e-20) + 6.80858259239558e-19) - 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs + 3.86721597525567e-20) - 6.80858259239558e-19) + 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs + 4.13018666157306e-20) - 7.27156620867848e-19) + 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) - 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs - 5.15947717885593e-19) + 2.3901137548476e-17) - 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs + 5.15947717885593e-19) - 2.3901137548476e-17) + 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs - 2.99095367015295e-21) + 3.38701967358278e-20) - 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs + 2.99095367015295e-21) - 3.38701967358278e-20) + 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs + 3.19433851972335e-21) - 3.61733701138641e-20) + 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs + 5.51032162701814e-19) - 2.55264149017724e-17) + 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) - 1.44750067678226e-15) + 4.26234400771753e-15;
};
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339408775b9f29a965909ca00e06c9d2a7673d7ba75fef34f1121bcd59f81219 | brummer10/guitarix | alembic-mono.dsp | declare id "alembic";
declare name "Alembic Preamp";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Input = vslider("Input[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Bass = vslider("Bass[name:Bass]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Middle = vslider("Middle[name:Middle]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Treble = vslider("Treble[name:Treble]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
b0 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-21*fs + 9.98505002369502e-19) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-22*fs + 4.56560363232067e-18) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b1 = Volume*(Bass*(Input*Treble*pow(fs,4)*(2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(-2.84307765214256e-20*fs - 2.99551500710851e-18) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-3.98030871299959e-21*fs - 1.3696810896962e-17) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
b2 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-20*fs + 1.997010004739e-18) - 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs + 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs - 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-21*fs + 9.13120726464134e-18) - 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs - 5.70731264129818e-16) - 3.80044876507682e-15)));
b3 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-20*fs + 1.997010004739e-18) + 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs - 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs + 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-21*fs + 9.13120726464134e-18) + 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs + 5.70731264129818e-16) - 3.80044876507682e-15)));
b4 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(2.84307765214256e-20*fs - 2.99551500710851e-18) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(3.98030871299959e-21*fs - 1.3696810896962e-17) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b5 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-21*fs + 9.98505002369502e-19) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-22*fs + 4.56560363232067e-18) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
a0 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs - 4.21107717183568e-20) - 4.69643971510767e-18) - 8.52210149990995e-17) - 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(4.66400408138021e-24*fs + 4.21107717183568e-20) + 4.69643971510767e-18) + 8.52210149990995e-17) + 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs + 8.13465102081422e-21) + 8.27894207186978e-19) + 1.21893473917967e-17) + 3.98098141170247e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-25*fs - 8.13465102081422e-21) - 8.27894207186978e-19) - 1.21893473917967e-17) - 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs + 1.0400884417695e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs - 1.0400884417695e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-24*fs - 1.11081445580983e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(9.95692057510089e-25*fs - 8.68780729022958e-21) - 8.84191013275692e-19) - 1.30182230144389e-17) - 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-24*fs + 4.49743041952051e-20) + 5.01579761573499e-18) + 9.10160440190383e-17) + 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) - 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) + 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs - 3.45203422865533e-21) - 7.39641502461285e-20) - 4.31004728634658e-19) - 7.50300256040165e-19) + fs*(fs*(fs*(fs*(4.49377473953314e-25*fs + 3.45203422865533e-21) + 7.39641502461285e-20) + 4.31004728634658e-19) + 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs + 6.17731871560931e-22) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs - 6.17731871560931e-22) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-26*fs + 1.36369845222938e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-7.76492543100316e-26*fs - 1.36369845222938e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-26*fs - 1.45642994698098e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-25*fs - 6.59737638827074e-22) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-25*fs + 3.68677255620389e-21) + 7.89937124628652e-20) + 4.60313050181815e-19) + 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) - 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) + 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs + 3.86721597525567e-20) + 6.80858259239558e-19) + 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs - 3.86721597525567e-20) - 6.80858259239558e-19) - 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs - 4.13018666157306e-20) - 7.27156620867848e-19) - 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) + 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs + 5.15947717885593e-19) + 2.3901137548476e-17) + 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs - 5.15947717885593e-19) - 2.3901137548476e-17) - 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs + 2.99095367015295e-21) + 3.38701967358278e-20) + 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs - 2.99095367015295e-21) - 3.38701967358278e-20) - 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs - 3.19433851972335e-21) - 3.61733701138641e-20) - 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs - 5.51032162701814e-19) - 2.55264149017724e-17) - 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) + 1.44750067678226e-15) + 4.26234400771753e-15;
a1 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(2.33200204069011e-23*fs + 1.26332315155071e-19) + 4.69643971510767e-18) - 8.52210149990995e-17) - 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs - 1.26332315155071e-19) - 4.69643971510767e-18) + 8.52210149990995e-17) + 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(4.66147966999105e-24*fs - 2.44039530624426e-20) - 8.27894207186978e-19) + 1.21893473917967e-17) + 1.19429442351074e-16) + fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs + 2.44039530624426e-20) + 8.27894207186978e-19) - 1.21893473917967e-17) - 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs - 3.12026532530851e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs + 3.12026532530851e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(5.53312035914695e-24*fs + 3.33244336742949e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-4.97846028755044e-24*fs + 2.60634218706887e-20) + 8.84191013275692e-19) - 1.30182230144389e-17) - 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(-2.49057817945703e-23*fs - 1.34922912585615e-19) - 5.01579761573499e-18) + 9.10160440190383e-17) + 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) - 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) + 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(2.24688736976657e-24*fs + 1.0356102685966e-20) + 7.39641502461285e-20) - 4.31004728634658e-19) - 2.2509007681205e-18) + fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs - 1.0356102685966e-20) - 7.39641502461285e-20) + 4.31004728634658e-19) + 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs - 1.85319561468279e-21) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs + 1.85319561468279e-21) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-3.88246271550158e-25*fs - 4.09109535668814e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(3.88246271550158e-25*fs + 4.09109535668814e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(4.14647018015568e-25*fs + 4.36928984094294e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-5.80505825221796e-25*fs + 1.97921291648122e-21) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-2.39967571091069e-24*fs - 1.10603176686117e-20) - 7.89937124628652e-20) + 4.60313050181815e-19) + 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) - 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) + 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs - 3.86721597525567e-20) + 6.80858259239558e-19) + 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs + 3.86721597525567e-20) - 6.80858259239558e-19) - 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs + 4.13018666157306e-20) - 7.27156620867848e-19) - 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) + 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs - 5.15947717885593e-19) + 2.3901137548476e-17) + 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs + 5.15947717885593e-19) - 2.3901137548476e-17) - 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs - 2.99095367015295e-21) + 3.38701967358278e-20) + 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs + 2.99095367015295e-21) - 3.38701967358278e-20) - 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs + 3.19433851972335e-21) - 3.61733701138641e-20) - 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs + 5.51032162701814e-19) - 2.55264149017724e-17) - 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) + 4.34250203034679e-15) + 2.13117200385877e-14;
a2 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs - 8.42215434367137e-20) + 9.39287943021533e-18) + 1.70442029998199e-16) - 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(4.66400408138021e-23*fs + 8.42215434367137e-20) - 9.39287943021533e-18) - 1.70442029998199e-16) + 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs + 1.62693020416284e-20) - 1.65578841437396e-18) - 2.43786947835935e-17) + 7.96196282340494e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-24*fs - 1.62693020416284e-20) + 1.65578841437396e-18) + 2.43786947835935e-17) - 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs + 2.08017688353901e-22) - 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs - 2.08017688353901e-22) + 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-23*fs - 2.22162891161966e-22) + 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(9.95692057510089e-24*fs - 1.73756145804592e-20) + 1.76838202655138e-18) + 2.60364460288779e-17) - 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-23*fs + 8.99486083904102e-20) - 1.003159523147e-17) - 1.82032088038077e-16) + 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs + 5.21331434491869e-18) + 2.39621039026005e-16) - 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs - 5.21331434491869e-18) - 2.39621039026005e-16) + 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs - 6.90406845731066e-21) + 1.47928300492257e-19) + 8.62009457269317e-19) - 1.50060051208033e-18) + fs*(fs*(fs*(fs*(4.49377473953314e-24*fs + 6.90406845731066e-21) - 1.47928300492257e-19) - 8.62009457269317e-19) + 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs + 1.23546374312186e-21) - 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs - 1.23546374312186e-21) + 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-25*fs + 2.72739690445876e-24) - 9.37875320050206e-24) + pow(fs,3)*(fs*(-7.76492543100316e-25*fs - 2.72739690445876e-24) + 9.37875320050206e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-25*fs - 2.91285989396196e-24) + 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-24*fs - 1.31947527765415e-21) + 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-24*fs + 7.37354511240778e-21) - 1.5798742492573e-19) - 9.2062610036363e-19) + 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs + 4.31614729137842e-19) + 8.75181972411783e-18) - 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs - 4.31614729137842e-19) - 8.75181972411783e-18) + 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs - 7.73443195051134e-20) - 1.36171651847912e-18) + 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs + 7.73443195051134e-20) + 1.36171651847912e-18) - 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs - 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs + 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs + 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs + 8.26037332314611e-20) + 1.4543132417357e-18) - 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs - 4.60964530719215e-19) - 9.34694346535784e-18) + 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs - 1.03189543577119e-18) - 4.7802275096952e-17) + 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs + 1.03189543577119e-18) + 4.7802275096952e-17) - 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs - 5.98190734030589e-21) - 6.77403934716556e-20) + 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs + 5.98190734030589e-21) + 6.77403934716556e-20) - 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs + 6.38867703944669e-21) + 7.23467402277282e-20) - 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs + 1.10206432540363e-18) + 5.10528298035447e-17) - 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs - 5.56781972037316e-18) - 2.55915269679773e-16) + 2.89500135356453e-15) + 4.26234400771753e-14;
a3 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-23*fs - 8.42215434367137e-20) - 9.39287943021533e-18) + 1.70442029998199e-16) + 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs + 8.42215434367137e-20) + 9.39287943021533e-18) - 1.70442029998199e-16) - 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-24*fs + 1.62693020416284e-20) + 1.65578841437396e-18) - 2.43786947835935e-17) - 7.96196282340494e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs - 1.62693020416284e-20) - 1.65578841437396e-18) + 2.43786947835935e-17) + 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs + 2.08017688353901e-22) + 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs - 2.08017688353901e-22) - 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-23*fs - 2.22162891161966e-22) - 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(-9.95692057510089e-24*fs - 1.73756145804592e-20) - 1.76838202655138e-18) + 2.60364460288779e-17) + 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-23*fs + 8.99486083904102e-20) + 1.003159523147e-17) - 1.82032088038077e-16) - 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs - 5.21331434491869e-18) + 2.39621039026005e-16) + 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs + 5.21331434491869e-18) - 2.39621039026005e-16) - 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-24*fs - 6.90406845731066e-21) - 1.47928300492257e-19) + 8.62009457269317e-19) + 1.50060051208033e-18) + fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs + 6.90406845731066e-21) + 1.47928300492257e-19) - 8.62009457269317e-19) - 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs + 1.23546374312186e-21) + 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs - 1.23546374312186e-21) - 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-25*fs + 2.72739690445876e-24) + 9.37875320050206e-24) + pow(fs,3)*(fs*(7.76492543100316e-25*fs - 2.72739690445876e-24) - 9.37875320050206e-24)) + pow(fs,3)*(fs*(8.29294036031137e-25*fs - 2.91285989396196e-24) - 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-24*fs - 1.31947527765415e-21) - 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-24*fs + 7.37354511240778e-21) + 1.5798742492573e-19) - 9.2062610036363e-19) - 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs - 4.31614729137842e-19) + 8.75181972411783e-18) + 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs + 4.31614729137842e-19) - 8.75181972411783e-18) - 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs + 7.73443195051134e-20) - 1.36171651847912e-18) - 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs - 7.73443195051134e-20) + 1.36171651847912e-18) + 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs + 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs - 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs - 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs - 8.26037332314611e-20) + 1.4543132417357e-18) + 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs + 4.60964530719215e-19) - 9.34694346535784e-18) - 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs + 1.03189543577119e-18) - 4.7802275096952e-17) - 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs - 1.03189543577119e-18) + 4.7802275096952e-17) + 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs + 5.98190734030589e-21) - 6.77403934716556e-20) - 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs - 5.98190734030589e-21) + 6.77403934716556e-20) + 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs - 6.38867703944669e-21) + 7.23467402277282e-20) + 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs - 1.10206432540363e-18) + 5.10528298035447e-17) + 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs + 5.56781972037316e-18) - 2.55915269679773e-16) - 2.89500135356453e-15) + 4.26234400771753e-14;
a4 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs + 1.26332315155071e-19) - 4.69643971510767e-18) - 8.52210149990995e-17) + 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(2.33200204069011e-23*fs - 1.26332315155071e-19) + 4.69643971510767e-18) + 8.52210149990995e-17) - 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs - 2.44039530624426e-20) + 8.27894207186978e-19) + 1.21893473917967e-17) - 1.19429442351074e-16) + fs*(fs*(fs*(fs*(4.66147966999105e-24*fs + 2.44039530624426e-20) - 8.27894207186978e-19) - 1.21893473917967e-17) + 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs - 3.12026532530851e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs + 3.12026532530851e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-5.53312035914695e-24*fs + 3.33244336742949e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(4.97846028755044e-24*fs + 2.60634218706887e-20) - 8.84191013275692e-19) - 1.30182230144389e-17) + 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(2.49057817945703e-23*fs - 1.34922912585615e-19) + 5.01579761573499e-18) + 9.10160440190383e-17) - 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) + 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) - 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs + 1.0356102685966e-20) - 7.39641502461285e-20) - 4.31004728634658e-19) + 2.2509007681205e-18) + fs*(fs*(fs*(fs*(2.24688736976657e-24*fs - 1.0356102685966e-20) + 7.39641502461285e-20) + 4.31004728634658e-19) - 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs - 1.85319561468279e-21) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs + 1.85319561468279e-21) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(3.88246271550158e-25*fs - 4.09109535668814e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-3.88246271550158e-25*fs + 4.09109535668814e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-4.14647018015568e-25*fs + 4.36928984094294e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(5.80505825221796e-25*fs + 1.97921291648122e-21) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(2.39967571091069e-24*fs - 1.10603176686117e-20) + 7.89937124628652e-20) + 4.60313050181815e-19) - 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) + 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) - 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs + 3.86721597525567e-20) + 6.80858259239558e-19) - 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs - 3.86721597525567e-20) - 6.80858259239558e-19) + 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs - 4.13018666157306e-20) - 7.27156620867848e-19) + 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) - 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs + 5.15947717885593e-19) + 2.3901137548476e-17) - 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs - 5.15947717885593e-19) - 2.3901137548476e-17) + 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs + 2.99095367015295e-21) + 3.38701967358278e-20) - 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs - 2.99095367015295e-21) - 3.38701967358278e-20) + 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs - 3.19433851972335e-21) - 3.61733701138641e-20) + 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs - 5.51032162701814e-19) - 2.55264149017724e-17) + 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) - 4.34250203034679e-15) + 2.13117200385877e-14;
a5 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-24*fs - 4.21107717183568e-20) + 4.69643971510767e-18) - 8.52210149990995e-17) + 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs + 4.21107717183568e-20) - 4.69643971510767e-18) + 8.52210149990995e-17) - 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-25*fs + 8.13465102081422e-21) - 8.27894207186978e-19) + 1.21893473917967e-17) - 3.98098141170247e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs - 8.13465102081422e-21) + 8.27894207186978e-19) - 1.21893473917967e-17) + 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs + 1.0400884417695e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs - 1.0400884417695e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-24*fs - 1.11081445580983e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-9.95692057510089e-25*fs - 8.68780729022958e-21) + 8.84191013275692e-19) - 1.30182230144389e-17) + 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-24*fs + 4.49743041952051e-20) - 5.01579761573499e-18) + 9.10160440190383e-17) - 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) + 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) - 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-25*fs - 3.45203422865533e-21) + 7.39641502461285e-20) - 4.31004728634658e-19) + 7.50300256040165e-19) + fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs + 3.45203422865533e-21) - 7.39641502461285e-20) + 4.31004728634658e-19) - 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs + 6.17731871560931e-22) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs - 6.17731871560931e-22) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-26*fs + 1.36369845222938e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(7.76492543100316e-26*fs - 1.36369845222938e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(8.29294036031137e-26*fs - 1.45642994698098e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-25*fs - 6.59737638827074e-22) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-25*fs + 3.68677255620389e-21) - 7.89937124628652e-20) + 4.60313050181815e-19) - 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) + 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) - 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs - 3.86721597525567e-20) + 6.80858259239558e-19) - 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs + 3.86721597525567e-20) - 6.80858259239558e-19) + 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs + 4.13018666157306e-20) - 7.27156620867848e-19) + 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) - 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs - 5.15947717885593e-19) + 2.3901137548476e-17) - 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs + 5.15947717885593e-19) - 2.3901137548476e-17) + 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs - 2.99095367015295e-21) + 3.38701967358278e-20) - 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs + 2.99095367015295e-21) - 3.38701967358278e-20) + 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs + 3.19433851972335e-21) - 3.61733701138641e-20) + 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs + 5.51032162701814e-19) - 2.55264149017724e-17) + 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) - 1.44750067678226e-15) + 4.26234400771753e-15;
};
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/alembic-mono.dsp | faust | declare id "alembic";
declare name "Alembic Preamp";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Input = vslider("Input[name:Input]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Bass = vslider("Bass[name:Bass]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
Middle = vslider("Middle[name:Middle]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Treble = vslider("Treble[name:Treble]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
Volume = vslider("Volume[name:Volume]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(1) : si.smooth(s);
b0 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-21*fs + 9.98505002369502e-19) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-22*fs + 4.56560363232067e-18) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b1 = Volume*(Bass*(Input*Treble*pow(fs,4)*(2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(-2.84307765214256e-20*fs - 2.99551500710851e-18) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-3.98030871299959e-21*fs - 1.3696810896962e-17) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
b2 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(5.68615530428513e-20*fs + 1.997010004739e-18) - 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs + 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs - 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(7.96061742599918e-21*fs + 9.13120726464134e-18) - 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs - 5.70731264129818e-16) - 3.80044876507682e-15)));
b3 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-20*fs - 7.58154040571353e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-20*fs + 1.997010004739e-18) + 9.71556658961449e-15) - 6.46850575040665e-14)) + Input*Treble*pow(fs,2)*(fs*(-7.11374323174395e-19*fs - 2.89389010379788e-17) + 1.6130937033433e-16) + Input*pow(fs,2)*(fs*(7.11374323174395e-19*fs + 2.89389010379788e-17) - 1.6130937033433e-16) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-21*fs + 9.13120726464134e-18) + 6.08039540538225e-17) + Input*pow(fs,2)*(fs*(9.95924052444153e-20*fs + 5.70731264129818e-16) - 3.80044876507682e-15)));
b4 = Volume*(Bass*(Input*Treble*pow(fs,4)*(-2.84307765214256e-20*fs + 1.13723106085703e-19) + Input*pow(fs,2)*(fs*(fs*(2.84307765214256e-20*fs - 2.99551500710851e-18) + 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(1.06706148476159e-18*fs - 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(-1.06706148476159e-18*fs + 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(3.98030871299959e-21*fs - 1.3696810896962e-17) + 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(-1.49388607866623e-19*fs + 2.85365632064909e-16) + 1.90022438253841e-15)));
b5 = Volume*(Bass*(Input*Treble*pow(fs,4)*(5.68615530428513e-21*fs - 3.79077020285676e-20) + Input*pow(fs,2)*(fs*(fs*(-5.68615530428513e-21*fs + 9.98505002369502e-19) - 4.85778329480724e-15) + 3.23425287520332e-14)) + Input*Treble*pow(fs,2)*(fs*(-3.55687161587197e-19*fs + 1.44694505189894e-17) - 8.06546851671652e-17) + Input*pow(fs,2)*(fs*(3.55687161587197e-19*fs - 1.44694505189894e-17) + 8.06546851671652e-17) + Middle*(Bass*Input*pow(fs,3)*(fs*(-7.96061742599918e-22*fs + 4.56560363232067e-18) - 3.04019770269112e-17) + Input*pow(fs,2)*(fs*(4.97962026222076e-20*fs - 2.85365632064909e-16) + 1.90022438253841e-15)));
a0 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs - 4.21107717183568e-20) - 4.69643971510767e-18) - 8.52210149990995e-17) - 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(4.66400408138021e-24*fs + 4.21107717183568e-20) + 4.69643971510767e-18) + 8.52210149990995e-17) + 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs + 8.13465102081422e-21) + 8.27894207186978e-19) + 1.21893473917967e-17) + 3.98098141170247e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-25*fs - 8.13465102081422e-21) - 8.27894207186978e-19) - 1.21893473917967e-17) - 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs + 1.0400884417695e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs - 1.0400884417695e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-24*fs - 1.11081445580983e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(9.95692057510089e-25*fs - 8.68780729022958e-21) - 8.84191013275692e-19) - 1.30182230144389e-17) - 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-24*fs + 4.49743041952051e-20) + 5.01579761573499e-18) + 9.10160440190383e-17) + 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) - 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) + 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs - 3.45203422865533e-21) - 7.39641502461285e-20) - 4.31004728634658e-19) - 7.50300256040165e-19) + fs*(fs*(fs*(fs*(4.49377473953314e-25*fs + 3.45203422865533e-21) + 7.39641502461285e-20) + 4.31004728634658e-19) + 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs + 6.17731871560931e-22) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs - 6.17731871560931e-22) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-26*fs + 1.36369845222938e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-7.76492543100316e-26*fs - 1.36369845222938e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-26*fs - 1.45642994698098e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-25*fs - 6.59737638827074e-22) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-25*fs + 3.68677255620389e-21) + 7.89937124628652e-20) + 4.60313050181815e-19) + 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) - 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) + 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs + 3.86721597525567e-20) + 6.80858259239558e-19) + 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs - 3.86721597525567e-20) - 6.80858259239558e-19) - 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs - 4.13018666157306e-20) - 7.27156620867848e-19) - 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) + 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs + 5.15947717885593e-19) + 2.3901137548476e-17) + 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs - 5.15947717885593e-19) - 2.3901137548476e-17) - 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs + 2.99095367015295e-21) + 3.38701967358278e-20) + 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs - 2.99095367015295e-21) - 3.38701967358278e-20) - 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs - 3.19433851972335e-21) - 3.61733701138641e-20) - 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs - 5.51032162701814e-19) - 2.55264149017724e-17) - 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) + 1.44750067678226e-15) + 4.26234400771753e-15;
a1 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(2.33200204069011e-23*fs + 1.26332315155071e-19) + 4.69643971510767e-18) - 8.52210149990995e-17) - 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs - 1.26332315155071e-19) - 4.69643971510767e-18) + 8.52210149990995e-17) + 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(4.66147966999105e-24*fs - 2.44039530624426e-20) - 8.27894207186978e-19) + 1.21893473917967e-17) + 1.19429442351074e-16) + fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs + 2.44039530624426e-20) + 8.27894207186978e-19) - 1.21893473917967e-17) - 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs - 3.12026532530851e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs + 3.12026532530851e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(5.53312035914695e-24*fs + 3.33244336742949e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-4.97846028755044e-24*fs + 2.60634218706887e-20) + 8.84191013275692e-19) - 1.30182230144389e-17) - 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(-2.49057817945703e-23*fs - 1.34922912585615e-19) - 5.01579761573499e-18) + 9.10160440190383e-17) + 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) - 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) + 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(2.24688736976657e-24*fs + 1.0356102685966e-20) + 7.39641502461285e-20) - 4.31004728634658e-19) - 2.2509007681205e-18) + fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs - 1.0356102685966e-20) - 7.39641502461285e-20) + 4.31004728634658e-19) + 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs - 1.85319561468279e-21) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs + 1.85319561468279e-21) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-3.88246271550158e-25*fs - 4.09109535668814e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(3.88246271550158e-25*fs + 4.09109535668814e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(4.14647018015568e-25*fs + 4.36928984094294e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-5.80505825221796e-25*fs + 1.97921291648122e-21) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-2.39967571091069e-24*fs - 1.10603176686117e-20) - 7.89937124628652e-20) + 4.60313050181815e-19) + 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) - 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) + 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs - 3.86721597525567e-20) + 6.80858259239558e-19) + 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs + 3.86721597525567e-20) - 6.80858259239558e-19) - 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs + 4.13018666157306e-20) - 7.27156620867848e-19) - 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) + 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs - 5.15947717885593e-19) + 2.3901137548476e-17) + 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs + 5.15947717885593e-19) - 2.3901137548476e-17) - 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs - 2.99095367015295e-21) + 3.38701967358278e-20) + 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs + 2.99095367015295e-21) - 3.38701967358278e-20) - 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs + 3.19433851972335e-21) - 3.61733701138641e-20) - 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs + 5.51032162701814e-19) - 2.55264149017724e-17) - 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) + 4.34250203034679e-15) + 2.13117200385877e-14;
a2 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs - 8.42215434367137e-20) + 9.39287943021533e-18) + 1.70442029998199e-16) - 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(4.66400408138021e-23*fs + 8.42215434367137e-20) - 9.39287943021533e-18) - 1.70442029998199e-16) + 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs + 1.62693020416284e-20) - 1.65578841437396e-18) - 2.43786947835935e-17) + 7.96196282340494e-17) + fs*(fs*(fs*(fs*(9.32295933998211e-24*fs - 1.62693020416284e-20) + 1.65578841437396e-18) + 2.43786947835935e-17) - 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs + 2.08017688353901e-22) - 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs - 2.08017688353901e-22) + 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(-1.10662407182939e-23*fs - 2.22162891161966e-22) + 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(9.95692057510089e-24*fs - 1.73756145804592e-20) + 1.76838202655138e-18) + 2.60364460288779e-17) - 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(4.98115635891407e-23*fs + 8.99486083904102e-20) - 1.003159523147e-17) - 1.82032088038077e-16) + 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs + 5.21331434491869e-18) + 2.39621039026005e-16) - 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs - 5.21331434491869e-18) - 2.39621039026005e-16) + 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs - 6.90406845731066e-21) + 1.47928300492257e-19) + 8.62009457269317e-19) - 1.50060051208033e-18) + fs*(fs*(fs*(fs*(4.49377473953314e-24*fs + 6.90406845731066e-21) - 1.47928300492257e-19) - 8.62009457269317e-19) + 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs + 1.23546374312186e-21) - 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs - 1.23546374312186e-21) + 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(7.76492543100316e-25*fs + 2.72739690445876e-24) - 9.37875320050206e-24) + pow(fs,3)*(fs*(-7.76492543100316e-25*fs - 2.72739690445876e-24) + 9.37875320050206e-24)) + pow(fs,3)*(fs*(-8.29294036031137e-25*fs - 2.91285989396196e-24) + 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(1.16101165044359e-24*fs - 1.31947527765415e-21) + 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(4.79935142182139e-24*fs + 7.37354511240778e-21) - 1.5798742492573e-19) - 9.2062610036363e-19) + 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs + 4.31614729137842e-19) + 8.75181972411783e-18) - 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs - 4.31614729137842e-19) - 8.75181972411783e-18) + 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs - 7.73443195051134e-20) - 1.36171651847912e-18) + 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs + 7.73443195051134e-20) + 1.36171651847912e-18) - 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs - 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs + 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs + 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs + 8.26037332314611e-20) + 1.4543132417357e-18) - 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs - 4.60964530719215e-19) - 9.34694346535784e-18) + 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs - 1.03189543577119e-18) - 4.7802275096952e-17) + 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs + 1.03189543577119e-18) + 4.7802275096952e-17) - 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs - 5.98190734030589e-21) - 6.77403934716556e-20) + 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs + 5.98190734030589e-21) + 6.77403934716556e-20) - 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs + 6.38867703944669e-21) + 7.23467402277282e-20) - 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs + 1.10206432540363e-18) + 5.10528298035447e-17) - 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs - 5.56781972037316e-18) - 2.55915269679773e-16) + 2.89500135356453e-15) + 4.26234400771753e-14;
a3 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-23*fs - 8.42215434367137e-20) - 9.39287943021533e-18) + 1.70442029998199e-16) + 9.41869519219001e-16) - 7.98191761744856e-15) + fs*(fs*(fs*(fs*(-4.66400408138021e-23*fs + 8.42215434367137e-20) + 9.39287943021533e-18) - 1.70442029998199e-16) - 9.41869519219001e-16) + 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-24*fs + 1.62693020416284e-20) + 1.65578841437396e-18) - 2.43786947835935e-17) - 7.96196282340494e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-24*fs - 1.62693020416284e-20) - 1.65578841437396e-18) + 2.43786947835935e-17) + 7.96196282340494e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-23*fs + 2.08017688353901e-22) + 3.05672470418848e-21) - 9.97739702181071e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-23*fs - 2.08017688353901e-22) - 3.05672470418848e-21) + 9.97739702181071e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-23*fs - 2.22162891161966e-22) - 3.26458198407329e-21) + 1.06558600192938e-20)) + fs*(fs*(fs*(fs*(-9.95692057510089e-24*fs - 1.73756145804592e-20) - 1.76838202655138e-18) + 2.60364460288779e-17) + 8.50337629539648e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-23*fs + 8.99486083904102e-20) + 1.003159523147e-17) - 1.82032088038077e-16) - 1.00591664652589e-15) + 8.52468801543507e-15) + Input*(Input*(fs*(fs*(fs*(-5.83496680819482e-22*fs - 5.21331434491869e-18) + 2.39621039026005e-16) + 2.71067542468589e-15) - 3.99095880872428e-14) + fs*(fs*(fs*(5.83496680819482e-22*fs + 5.21331434491869e-18) - 2.39621039026005e-16) - 2.71067542468589e-15) + 3.99095880872428e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-24*fs - 6.90406845731066e-21) - 1.47928300492257e-19) + 8.62009457269317e-19) + 1.50060051208033e-18) + fs*(fs*(fs*(fs*(-4.49377473953314e-24*fs + 6.90406845731066e-21) + 1.47928300492257e-19) - 8.62009457269317e-19) - 1.50060051208033e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-24*fs + 1.23546374312186e-21) + 2.17514970431002e-20) - 7.48424505400065e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-24*fs - 1.23546374312186e-21) - 2.17514970431002e-20) + 7.48424505400065e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-25*fs + 2.72739690445876e-24) + 9.37875320050206e-24) + pow(fs,3)*(fs*(7.76492543100316e-25*fs - 2.72739690445876e-24) - 9.37875320050206e-24)) + pow(fs,3)*(fs*(8.29294036031137e-25*fs - 2.91285989396196e-24) - 1.00165084181362e-23)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-24*fs - 1.31947527765415e-21) - 2.3230598842031e-20) + 7.99317371767269e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-24*fs + 7.37354511240778e-21) + 1.5798742492573e-19) - 9.2062610036363e-19) - 1.60264134690179e-18)) + Input*(Input*(fs*(fs*(fs*(-5.62199903584146e-23*fs - 4.31614729137842e-19) + 8.75181972411783e-18) + 4.51777833291617e-17) - 3.19276704697943e-16) + fs*(fs*(fs*(5.62199903584146e-23*fs + 4.31614729137842e-19) - 8.75181972411783e-18) - 4.51777833291617e-17) + 3.19276704697943e-16) + Treble*(Input*(Input*fs*(fs*(fs*(-1.36001842868123e-23*fs + 7.73443195051134e-20) - 1.36171651847912e-18) - 4.68538564144231e-18) + fs*(fs*(fs*(1.36001842868123e-23*fs - 7.73443195051134e-20) + 1.36171651847912e-18) + 4.68538564144231e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(9.7144173477231e-24*fs + 1.70607380832101e-22) - 5.86670944882469e-22) + pow(fs,2)*(fs*(-9.7144173477231e-24*fs - 1.70607380832101e-22) + 5.86670944882469e-22)) + pow(fs,2)*(fs*(-1.03749977273683e-23*fs - 1.82208682728684e-22) + 6.26564569134477e-22)) + fs*(fs*(fs*(1.45249968183156e-23*fs - 8.26037332314611e-20) + 1.4543132417357e-18) + 5.00399186506038e-18)) + fs*(fs*(fs*(6.00429497027867e-23*fs + 4.60964530719215e-19) - 9.34694346535784e-18) - 4.82498725955447e-17) + 3.40987520617403e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(-1.16636172168287e-22*fs + 1.03189543577119e-18) - 4.7802275096952e-17) - 5.41775898644392e-16) + 7.98191761744856e-15) + fs*(fs*(fs*(1.16636172168287e-22*fs - 1.03189543577119e-18) + 4.7802275096952e-17) + 5.41775898644392e-16) - 7.98191761744856e-15) + Treble*(Input*(Input*fs*(fs*(fs*(1.29630837962324e-22*fs + 5.98190734030589e-21) - 6.77403934716556e-20) - 1.99547940436214e-19) + fs*(fs*(fs*(-1.29630837962324e-22*fs - 5.98190734030589e-21) + 6.77403934716556e-20) + 1.99547940436214e-19)) + fs*(fs*(fs*(-1.38445734943762e-22*fs - 6.38867703944669e-21) + 7.23467402277282e-20) + 2.13117200385877e-19)) + fs*(fs*(fs*(1.2456743187573e-22*fs - 1.10206432540363e-18) + 5.10528298035447e-17) + 5.78616659752211e-16) - 8.52468801543507e-15) + fs*(fs*(fs*(6.23174455115207e-22*fs + 5.56781972037316e-18) - 2.55915269679773e-16) - 2.89500135356453e-15) + 4.26234400771753e-14;
a4 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(-2.33200204069011e-23*fs + 1.26332315155071e-19) - 4.69643971510767e-18) - 8.52210149990995e-17) + 1.4128042788285e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(fs*(2.33200204069011e-23*fs - 1.26332315155071e-19) + 4.69643971510767e-18) + 8.52210149990995e-17) - 1.4128042788285e-15) + 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(-4.66147966999105e-24*fs - 2.44039530624426e-20) + 8.27894207186978e-19) + 1.21893473917967e-17) - 1.19429442351074e-16) + fs*(fs*(fs*(fs*(4.66147966999105e-24*fs + 2.44039530624426e-20) - 8.27894207186978e-19) - 1.21893473917967e-17) + 1.19429442351074e-16)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(5.18082430631737e-24*fs - 3.12026532530851e-22) + 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(-5.18082430631737e-24*fs + 3.12026532530851e-22) - 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(-5.53312035914695e-24*fs + 3.33244336742949e-22) - 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(4.97846028755044e-24*fs + 2.60634218706887e-20) - 8.84191013275692e-19) - 1.30182230144389e-17) + 1.27550644430947e-16)) + fs*(fs*(fs*(fs*(2.49057817945703e-23*fs - 1.34922912585615e-19) + 5.01579761573499e-18) + 9.10160440190383e-17) - 1.50887496978884e-15) + 4.26234400771753e-15) + Input*(Input*(fs*(fs*(fs*(8.75245021229223e-22*fs - 2.60665717245934e-18) - 1.19810519513002e-16) + 4.06601313702883e-15) - 1.99547940436214e-14) + fs*(fs*(fs*(-8.75245021229223e-22*fs + 2.60665717245934e-18) + 1.19810519513002e-16) - 4.06601313702883e-15) + 1.99547940436214e-14) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(-2.24688736976657e-24*fs + 1.0356102685966e-20) - 7.39641502461285e-20) - 4.31004728634658e-19) + 2.2509007681205e-18) + fs*(fs*(fs*(fs*(2.24688736976657e-24*fs - 1.0356102685966e-20) + 7.39641502461285e-20) + 4.31004728634658e-19) - 2.2509007681205e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-5.43544780170221e-25*fs - 1.85319561468279e-21) + 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(5.43544780170221e-25*fs + 1.85319561468279e-21) - 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(3.88246271550158e-25*fs - 4.09109535668814e-24) + 4.68937660025103e-24) + pow(fs,3)*(fs*(-3.88246271550158e-25*fs + 4.09109535668814e-24) - 4.68937660025103e-24)) + pow(fs,3)*(fs*(-4.14647018015568e-25*fs + 4.36928984094294e-24) - 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(5.80505825221796e-25*fs + 1.97921291648122e-21) - 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(2.39967571091069e-24*fs - 1.10603176686117e-20) + 7.89937124628652e-20) + 4.60313050181815e-19) - 2.40396202035269e-18)) + Input*(Input*(fs*(fs*(fs*(8.43299855376218e-23*fs - 2.15807364568921e-19) - 4.37590986205892e-18) + 6.77666749937426e-17) - 1.59638352348971e-16) + fs*(fs*(fs*(-8.43299855376218e-23*fs + 2.15807364568921e-19) + 4.37590986205892e-18) - 6.77666749937426e-17) + 1.59638352348971e-16) + Treble*(Input*(Input*fs*(fs*(fs*(2.04002764302185e-23*fs + 3.86721597525567e-20) + 6.80858259239558e-19) - 7.02807846216346e-18) + fs*(fs*(fs*(-2.04002764302185e-23*fs - 3.86721597525567e-20) - 6.80858259239558e-19) + 7.02807846216346e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(-1.45716260215846e-23*fs + 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(1.45716260215846e-23*fs - 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(1.55624965910524e-23*fs - 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(-2.17874952274734e-23*fs - 4.13018666157306e-20) - 7.27156620867848e-19) + 7.50598779759058e-18)) + fs*(fs*(fs*(-9.00644245541801e-23*fs + 2.30482265359608e-19) + 4.67347173267892e-18) - 7.2374808893317e-17) + 1.70493760308701e-16) + Treble*(Input*(Input*(fs*(fs*(fs*(1.7495425825243e-22*fs + 5.15947717885593e-19) + 2.3901137548476e-17) - 8.12663847966588e-16) + 3.99095880872428e-15) + fs*(fs*(fs*(-1.7495425825243e-22*fs - 5.15947717885593e-19) - 2.3901137548476e-17) + 8.12663847966588e-16) - 3.99095880872428e-15) + Treble*(Input*(Input*fs*(fs*(fs*(-1.94446256943486e-22*fs + 2.99095367015295e-21) + 3.38701967358278e-20) - 2.99321910654321e-19) + fs*(fs*(fs*(1.94446256943486e-22*fs - 2.99095367015295e-21) - 3.38701967358278e-20) + 2.99321910654321e-19)) + fs*(fs*(fs*(2.07668602415643e-22*fs - 3.19433851972335e-21) - 3.61733701138641e-20) + 3.19675800578815e-19)) + fs*(fs*(fs*(-1.86851147813595e-22*fs - 5.51032162701814e-19) - 2.55264149017724e-17) + 8.67924989628316e-16) - 4.26234400771753e-15) + fs*(fs*(fs*(-9.3476168267281e-22*fs + 2.78390986018658e-18) + 1.27957634839887e-16) - 4.34250203034679e-15) + 2.13117200385877e-14;
a5 = Bass*(Input*(Input*(fs*(fs*(fs*(fs*(4.66400408138021e-24*fs - 4.21107717183568e-20) + 4.69643971510767e-18) - 8.52210149990995e-17) + 4.70934759609501e-16) - 7.98191761744856e-16) + fs*(fs*(fs*(fs*(-4.66400408138021e-24*fs + 4.21107717183568e-20) - 4.69643971510767e-18) + 8.52210149990995e-17) - 4.70934759609501e-16) + 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(fs*(9.32295933998211e-25*fs + 8.13465102081422e-21) - 8.27894207186978e-19) + 1.21893473917967e-17) - 3.98098141170247e-17) + fs*(fs*(fs*(fs*(-9.32295933998211e-25*fs - 8.13465102081422e-21) + 8.27894207186978e-19) - 1.21893473917967e-17) + 3.98098141170247e-17)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(-1.03616486126347e-24*fs + 1.0400884417695e-22) - 1.52836235209424e-21) + 4.98869851090535e-21) + pow(fs,2)*(fs*(fs*(1.03616486126347e-24*fs - 1.0400884417695e-22) + 1.52836235209424e-21) - 4.98869851090535e-21)) + pow(fs,2)*(fs*(fs*(1.10662407182939e-24*fs - 1.11081445580983e-22) + 1.63229099203665e-21) - 5.32793000964692e-21)) + fs*(fs*(fs*(fs*(-9.95692057510089e-25*fs - 8.68780729022958e-21) + 8.84191013275692e-19) - 1.30182230144389e-17) + 4.25168814769824e-17)) + fs*(fs*(fs*(fs*(-4.98115635891407e-24*fs + 4.49743041952051e-20) - 5.01579761573499e-18) + 9.10160440190383e-17) - 5.02958323262947e-16) + 8.52468801543507e-16) + Input*(Input*(fs*(fs*(fs*(-2.91748340409741e-22*fs + 2.60665717245934e-18) - 1.19810519513002e-16) + 1.35533771234294e-15) - 3.99095880872428e-15) + fs*(fs*(fs*(2.91748340409741e-22*fs - 2.60665717245934e-18) + 1.19810519513002e-16) - 1.35533771234294e-15) + 3.99095880872428e-15) + Middle*(Bass*(Input*(Input*fs*(fs*(fs*(fs*(4.49377473953314e-25*fs - 3.45203422865533e-21) + 7.39641502461285e-20) - 4.31004728634658e-19) + 7.50300256040165e-19) + fs*(fs*(fs*(fs*(-4.49377473953314e-25*fs + 3.45203422865533e-21) - 7.39641502461285e-20) + 4.31004728634658e-19) - 7.50300256040165e-19)) + Treble*(Input*(Input*pow(fs,2)*(fs*(fs*(1.08708956034044e-25*fs + 6.17731871560931e-22) - 1.08757485215501e-20) + 3.74212252700032e-20) + pow(fs,2)*(fs*(fs*(-1.08708956034044e-25*fs - 6.17731871560931e-22) + 1.08757485215501e-20) - 3.74212252700032e-20)) + Treble*(Input*(Input*pow(fs,3)*(fs*(-7.76492543100316e-26*fs + 1.36369845222938e-24) - 4.68937660025103e-24) + pow(fs,3)*(fs*(7.76492543100316e-26*fs - 1.36369845222938e-24) + 4.68937660025103e-24)) + pow(fs,3)*(fs*(8.29294036031137e-26*fs - 1.45642994698098e-24) + 5.0082542090681e-24)) + pow(fs,2)*(fs*(fs*(-1.16101165044359e-25*fs - 6.59737638827074e-22) + 1.16152994210155e-20) - 3.99658685883635e-20)) + fs*(fs*(fs*(fs*(-4.79935142182139e-25*fs + 3.68677255620389e-21) - 7.89937124628652e-20) + 4.60313050181815e-19) - 8.01320673450896e-19)) + Input*(Input*(fs*(fs*(fs*(-2.81099951792073e-23*fs + 2.15807364568921e-19) - 4.37590986205892e-18) + 2.25888916645809e-17) - 3.19276704697943e-17) + fs*(fs*(fs*(2.81099951792073e-23*fs - 2.15807364568921e-19) + 4.37590986205892e-18) - 2.25888916645809e-17) + 3.19276704697943e-17) + Treble*(Input*(Input*fs*(fs*(fs*(-6.80009214340617e-24*fs - 3.86721597525567e-20) + 6.80858259239558e-19) - 2.34269282072115e-18) + fs*(fs*(fs*(6.80009214340617e-24*fs + 3.86721597525567e-20) - 6.80858259239558e-19) + 2.34269282072115e-18)) + Treble*(Input*(Input*pow(fs,2)*(fs*(4.85720867386155e-24*fs - 8.53036904160507e-23) + 2.93335472441235e-22) + pow(fs,2)*(fs*(-4.85720867386155e-24*fs + 8.53036904160507e-23) - 2.93335472441235e-22)) + pow(fs,2)*(fs*(-5.18749886368413e-24*fs + 9.11043413643421e-23) - 3.13282284567239e-22)) + fs*(fs*(fs*(7.26249840915779e-24*fs + 4.13018666157306e-20) - 7.27156620867848e-19) + 2.50199593253019e-18)) + fs*(fs*(fs*(3.00214748513934e-23*fs - 2.30482265359608e-19) + 4.67347173267892e-18) - 2.41249362977723e-17) + 3.40987520617403e-17) + Treble*(Input*(Input*(fs*(fs*(fs*(-5.83180860841434e-23*fs - 5.15947717885593e-19) + 2.3901137548476e-17) - 2.70887949322196e-16) + 7.98191761744856e-16) + fs*(fs*(fs*(5.83180860841434e-23*fs + 5.15947717885593e-19) - 2.3901137548476e-17) + 2.70887949322196e-16) - 7.98191761744856e-16) + Treble*(Input*(Input*fs*(fs*(fs*(6.4815418981162e-23*fs - 2.99095367015295e-21) + 3.38701967358278e-20) - 9.9773970218107e-20) + fs*(fs*(fs*(-6.4815418981162e-23*fs + 2.99095367015295e-21) - 3.38701967358278e-20) + 9.9773970218107e-20)) + fs*(fs*(fs*(-6.9222867471881e-23*fs + 3.19433851972335e-21) - 3.61733701138641e-20) + 1.06558600192938e-19)) + fs*(fs*(fs*(6.22837159378651e-23*fs + 5.51032162701814e-19) - 2.55264149017724e-17) + 2.89308329876105e-16) - 8.52468801543507e-16) + fs*(fs*(fs*(3.11587227557603e-22*fs - 2.78390986018658e-18) + 1.27957634839887e-16) - 1.44750067678226e-15) + 4.26234400771753e-15;
};
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f32df65f22314674ffe6ebd219cbf96588b3502d26c55396957e4d9ba16e7890 | brummer10/guitarix | gx_studiopre.dsp |
import("stdfaust.lib");
// Based on simple Alembic F-2B vstudio preamp
normal = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : alembic_normclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs + 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs - 2.07004392829875e-15) - 1.0070880757276e-11) - 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs - 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(-1.03234662466208e-16*fs - 5.91603840340603e-13) - 3.93943739504993e-12)) + Treble_L*fs*(fs*(7.37390446187197e-16*fs + 2.99972440013567e-14) + 1.67208717956279e-13) + fs*(fs*(-7.37390446187197e-16*fs - 2.99972440013567e-14) - 1.67208717956279e-13));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs - 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs + 4.1400878565975e-15) - 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs + 1.89303009112152e-14) + fs*(2.06469324932415e-16*pow(fs,2) - 7.87887479009986e-12)) + Treble_L*fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13) + fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13));
b2 = Volume_L*(Bass_L*(7.07292876955067e-17*Treble_L*pow(fs,4) + pow(fs,2)*(-7.07292876955067e-17*pow(fs,2) + 2.0141761514552e-11)) + Middle_L*(Bass_L*pow(fs,2)*(-9.90210027737093e-18*pow(fs,2) + 1.2605530829288e-13) + 1.18320768068121e-12*pow(fs,2)) - 5.99944880027134e-14*Treble_L*pow(fs,2) + 5.99944880027134e-14*pow(fs,2));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs + 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs - 4.1400878565975e-15) + 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs - 1.89303009112152e-14) + fs*(-2.06469324932415e-16*pow(fs,2) + 7.87887479009986e-12)) + Treble_L*fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13) + fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs - 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs + 2.07004392829875e-15) - 1.0070880757276e-11) + 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs + 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(1.03234662466208e-16*fs - 5.91603840340603e-13) + 3.93943739504993e-12)) + Treble_L*fs*(fs*(-7.37390446187197e-16*fs + 2.99972440013567e-14) - 1.67208717956279e-13) + fs*(fs*(7.37390446187197e-16*fs - 2.99972440013567e-14) + 1.67208717956279e-13));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs - 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs - 5.12285438072112e-16) - 6.87767642075504e-14) - 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs + 2.67064048181331e-15) + 3.79482593534319e-13) + 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs - 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs - 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs + 2.16252174019074e-16) + 4.38213044301358e-15) + 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(-3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(4.25647533392492e-19*fs - 2.42268872585805e-15) - 3.10692264109157e-14)) + fs*(fs*(1.76140761155593e-18*fs + 1.35192183493901e-14) + 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(-4.09065163112436e-18*fs - 3.1996842386608e-16) - 3.26835558922325e-15) + fs*(fs*(3.67052678836745e-18*fs - 3.2490595714095e-14) - 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(1.8463230738282e-17*fs + 1.6533269438527e-13) + 1.28277858723121e-11) + 1.30866545657562e-10;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs + 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs + 1.02457087614422e-15) - 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs - 5.34128096362661e-15) + 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs + 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs + 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs - 4.32504348038148e-16) + 3.98522373659879e-14)) + Treble_L*(6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(-8.51295066784983e-19*pow(fs,2) - 6.21384528218315e-14)) + fs*(-3.52281522311187e-18*pow(fs,2) + 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(8.18130326224871e-18*pow(fs,2) - 6.5367111784465e-15) + fs*(-7.3410535767349e-18*pow(fs,2) - 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(-3.69264614765639e-17*pow(fs,2) + 2.56555717446241e-11) + 5.2346618263025e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(-3.9236862584254e-19*pow(fs,2) + 1.94513470289805e-16) + pow(fs,2)*(3.52070936843408e-19*pow(fs,2) + 1.37553528415101e-13)) + pow(fs,2)*(1.77096294836582e-18*pow(fs,2) - 7.58965187068638e-13) + 1.57039854789075e-10) + Middle_L*(Bass_L*(Treble_L*(-2.9162440334471e-20*Treble_L*pow(fs,4) + pow(fs,2)*(4.08274164682594e-20*pow(fs,2) + 9.9257445125026e-16)) + pow(fs,2)*(1.68951342332916e-19*pow(fs,2) - 8.76426088602715e-15)) + Treble_L*(7.78053881159219e-18*Treble_L*pow(fs,2) + 4.84537745171611e-15*pow(fs,2)) - 2.70384366987801e-14*pow(fs,2) + 6.281594191563e-12) + Treble_L*(6.3993684773216e-16*Treble_L*pow(fs,2) + 6.498119142819e-14*pow(fs,2) - 1.57039854789075e-10) - 3.3066538877054e-13*pow(fs,2) + 7.85199273945375e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs - 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs - 1.02457087614422e-15) + 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs + 5.34128096362661e-15) - 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs - 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs - 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs + 4.32504348038148e-16) - 3.98522373659879e-14)) + Treble_L*(-6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(8.51295066784983e-19*pow(fs,2) + 6.21384528218315e-14)) + fs*(3.52281522311187e-18*pow(fs,2) - 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(-8.18130326224871e-18*pow(fs,2) + 6.5367111784465e-15) + fs*(7.3410535767349e-18*pow(fs,2) + 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(3.69264614765639e-17*pow(fs,2) - 2.56555717446241e-11) + 5.2346618263025e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs + 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs + 5.12285438072112e-16) - 6.87767642075504e-14) + 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs - 2.67064048181331e-15) + 3.79482593534319e-13) - 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs + 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs + 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs - 2.16252174019074e-16) + 4.38213044301358e-15) - 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(-4.25647533392492e-19*fs - 2.42268872585805e-15) + 3.10692264109157e-14)) + fs*(fs*(-1.76140761155593e-18*fs + 1.35192183493901e-14) - 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(4.09065163112436e-18*fs - 3.1996842386608e-16) + 3.26835558922325e-15) + fs*(fs*(-3.67052678836745e-18*fs - 3.2490595714095e-14) + 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(-1.8463230738282e-17*fs + 1.6533269438527e-13) - 1.28277858723121e-11) + 1.30866545657562e-10;
};
alembic_normclip = _<: ba.if(signbit(_), alembic_norm_neg_clip, alembic_norm_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_norm_clip = ffunction(float alembic_normclip(float), "alembic_norm_table.h", "");
alembic_norm_neg_clip = ffunction(float alembic_norm_negclip(float), "alembic_norm_neg_table.h", "");
};
bright = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : alembic_briteclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-22*fs + 2.88742248281528e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-22*fs - 3.00430509368582e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) - 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-23*fs - 9.59122413860399e-19) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs - 5.99684930400747e-17) - 1.44908038300355e-13) - 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs + 1.82089564663e-16) + 7.34564519198978e-15) + 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-22*fs + 1.21495106849477e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-23*fs + 5.55529015703311e-19) + 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs - 1.82089564663e-16) - 7.34564519198978e-15) - 4.08909217990967e-14));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-3.45937198420361e-21*fs - 8.66226744844584e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(3.45937198420361e-21*fs + 9.01291528105746e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) - 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(4.84312077788506e-22*fs + 2.8773672415812e-18) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs + 5.99684930400747e-17) - 1.44908038300355e-13) - 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs - 1.82089564663e-16) + 7.34564519198978e-15) + 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(-3.45937198420361e-21*fs - 3.64485320548431e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-4.84312077788506e-22*fs - 1.66658704710993e-18) - 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs + 1.82089564663e-16) - 7.34564519198978e-15) - 1.2267276539729e-13));
b2 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-21*fs + 5.77484496563056e-18) - 3.84374664911509e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-21*fs - 6.00861018737164e-18) + 2.19462035274078e-15) + 4.93354205544096e-12) - 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-22*fs - 1.9182448277208e-18) + 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs + 1.19936986080149e-16) + 2.8981607660071e-13) - 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs - 3.64179129326e-16) - 1.46912903839796e-14) + 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-21*fs + 2.42990213698954e-19) - 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-22*fs + 1.11105803140662e-18) - 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs - 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs + 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs - 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs + 3.64179129326e-16) + 1.46912903839796e-14) - 8.17818435981933e-14));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-21*fs + 5.77484496563056e-18) + 3.84374664911509e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-21*fs - 6.00861018737164e-18) - 2.19462035274078e-15) + 4.93354205544096e-12) + 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-22*fs - 1.9182448277208e-18) - 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs - 1.19936986080149e-16) + 2.8981607660071e-13) + 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs + 3.64179129326e-16) - 1.46912903839796e-14) - 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-21*fs + 2.42990213698954e-19) + 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-22*fs + 1.11105803140662e-18) + 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs + 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs - 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs + 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs - 3.64179129326e-16) + 1.46912903839796e-14) + 8.17818435981933e-14));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(3.45937198420361e-21*fs - 8.66226744844584e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-3.45937198420361e-21*fs + 9.01291528105746e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) + 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-4.84312077788506e-22*fs + 2.8773672415812e-18) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs - 5.99684930400747e-17) - 1.44908038300355e-13) + 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs + 1.82089564663e-16) + 7.34564519198978e-15) - 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(3.45937198420361e-21*fs - 3.64485320548431e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(4.84312077788506e-22*fs - 1.66658704710993e-18) + 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs - 1.82089564663e-16) - 7.34564519198978e-15) + 1.2267276539729e-13));
b5 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-22*fs + 2.88742248281528e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-22*fs - 3.00430509368582e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) + 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-23*fs - 9.59122413860399e-19) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs + 5.99684930400747e-17) - 1.44908038300355e-13) + 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs - 1.82089564663e-16) + 7.34564519198978e-15) - 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-22*fs + 1.21495106849477e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-23*fs + 5.55529015703311e-19) - 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs + 1.82089564663e-16) - 7.34564519198978e-15) + 4.08909217990967e-14));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-24*fs - 1.64989702525133e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-24*fs - 1.57172472604439e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) - 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-25*fs + 1.03020062404785e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) + 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-25*fs - 1.19226360837823e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-25*fs - 6.07263463953272e-22) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-26*fs + 1.04066508425183e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) + 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) - 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs + 6.50953455217104e-19) + 3.31397583073083e-15) + 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) - 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) - 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-24*fs + 5.06664243269087e-22) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-24*fs + 3.00670847416855e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-23*fs + 9.5068384229614e-20) + 1.02988983768651e-17) - 1.30486302011578e-17) - 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(-3.99374125558385e-25*fs + 2.27132232044654e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-24*fs + 5.65134377825805e-21) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs + 3.53068929659391e-19) - 5.29245486955245e-19) - 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) + 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-23*fs - 1.25906879957409e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-24*fs - 9.17181360088287e-21) - 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) - 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) + 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) + 3.13857383051234e-12) + 3.20034390112309e-11;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(1.91907672110931e-23*fs + 4.94969107575399e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-1.72198049774899e-23*fs + 4.71517417813316e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) - 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(-1.97096223360315e-24*fs - 3.09060187214354e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) + 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.42633616270852e-24*fs + 3.5767908251347e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-1.99687062779193e-24*fs + 1.82179039185982e-21) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-2.75934712704441e-25*fs - 3.12199525275548e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) + 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) - 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs - 6.50953455217104e-19) + 3.31397583073083e-15) + 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) - 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) - 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.91907672110931e-23*fs - 1.51999272980726e-21) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(1.72198049774899e-23*fs - 9.02012542250564e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-8.26759555451817e-23*fs - 2.85205152688842e-19) - 1.02988983768651e-17) - 1.30486302011578e-17) - 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(1.99687062779193e-24*fs - 6.81396696133963e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-7.71154779846327e-24*fs - 1.69540313347742e-20) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs - 3.53068929659391e-19) - 5.29245486955245e-19) - 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) + 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(8.46469177787849e-23*fs + 3.77720639872226e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(7.98748251116771e-24*fs + 2.75154408026486e-20) + 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) - 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) + 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) + 9.41572149153703e-12) + 1.60017195056154e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-23*fs - 3.29979405050266e-20) + 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-23*fs - 3.14344945208878e-20) + 2.58632337997126e-16) + 3.37298465005315e-14) - 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-24*fs + 2.06040124809569e-19) - 1.31818517694201e-15) - 1.85997429130102e-13) + 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-24*fs - 2.38452721675646e-21) + 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-24*fs - 1.21452692790654e-21) + 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-25*fs + 2.08133016850365e-20) - 1.06049227998976e-16) - 2.1456407474636e-15) + 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs + 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs + 7.62007492763576e-20) + 1.18858509076923e-15) - 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs - 1.30190691043421e-18) - 6.62795166146167e-15) + 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs + 2.03829876526765e-18) + 1.56880340297935e-16) - 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs + 2.01862334841852e-18) + 1.6191630090684e-14) - 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-23*fs + 1.01332848653817e-21) - 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-23*fs + 6.01341694833709e-20) - 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-22*fs + 1.90136768459228e-19) - 2.05977967537302e-17) + 2.60972604023156e-17) - 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(-3.99374125558385e-24*fs + 4.54264464089309e-21) - 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-23*fs + 1.13026875565161e-20) + 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs - 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs - 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs - 7.06137859318782e-19) + 1.05849097391049e-18) - 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs - 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs - 3.81387961202917e-18) - 3.00465040562453e-16) + 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-22*fs - 2.51813759914817e-19) + 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-23*fs - 1.83436272017657e-20) + 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs + 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs + 1.55559920878143e-17) + 1.20492938589323e-15) - 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs - 1.17045532708229e-17) - 9.04080692375347e-16) + 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs - 1.28818135416872e-17) - 8.11651441302083e-14) + 6.27714766102469e-12) + 3.20034390112308e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-23*fs - 3.29979405050266e-20) - 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-23*fs - 3.14344945208878e-20) - 2.58632337997126e-16) + 3.37298465005315e-14) + 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-24*fs + 2.06040124809569e-19) + 1.31818517694201e-15) - 1.85997429130102e-13) - 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-24*fs - 2.38452721675646e-21) - 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-24*fs - 1.21452692790654e-21) - 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-25*fs + 2.08133016850365e-20) + 1.06049227998976e-16) - 2.1456407474636e-15) - 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs - 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs - 7.62007492763576e-20) + 1.18858509076923e-15) + 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs + 1.30190691043421e-18) - 6.62795166146167e-15) - 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs - 2.03829876526765e-18) + 1.56880340297935e-16) + 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs - 2.01862334841852e-18) + 1.6191630090684e-14) + 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-23*fs + 1.01332848653817e-21) + 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(3.44396099549798e-23*fs + 6.01341694833709e-20) + 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-22*fs + 1.90136768459228e-19) + 2.05977967537302e-17) + 2.60972604023156e-17) + 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(3.99374125558385e-24*fs + 4.54264464089309e-21) + 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-23*fs + 1.13026875565161e-20) - 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs + 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs + 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs + 7.06137859318782e-19) + 1.05849097391049e-18) + 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs + 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs + 3.81387961202917e-18) - 3.00465040562453e-16) - 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-22*fs - 2.51813759914817e-19) - 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-23*fs - 1.83436272017657e-20) - 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs - 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs - 1.55559920878143e-17) + 1.20492938589323e-15) + 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs + 1.17045532708229e-17) - 9.04080692375347e-16) - 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs + 1.28818135416872e-17) - 8.11651441302083e-14) - 6.27714766102469e-12) + 3.20034390112308e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-1.91907672110931e-23*fs + 4.94969107575399e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(1.72198049774899e-23*fs + 4.71517417813316e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) + 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(1.97096223360315e-24*fs - 3.09060187214354e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) - 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.42633616270852e-24*fs + 3.5767908251347e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(1.99687062779193e-24*fs + 1.82179039185982e-21) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(2.75934712704441e-25*fs - 3.12199525275548e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) - 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) + 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs + 6.50953455217104e-19) + 3.31397583073083e-15) - 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) + 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) + 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.91907672110931e-23*fs - 1.51999272980726e-21) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-1.72198049774899e-23*fs - 9.02012542250564e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(8.26759555451817e-23*fs - 2.85205152688842e-19) + 1.02988983768651e-17) - 1.30486302011578e-17) + 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(-1.99687062779193e-24*fs - 6.81396696133963e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(7.71154779846327e-24*fs - 1.69540313347742e-20) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs + 3.53068929659391e-19) - 5.29245486955245e-19) + 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) - 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-8.46469177787849e-23*fs + 3.77720639872226e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-7.98748251116771e-24*fs + 2.75154408026486e-20) - 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) + 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) - 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) - 9.41572149153703e-12) + 1.60017195056154e-10;
a5 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-24*fs - 1.64989702525133e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-24*fs - 1.57172472604439e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) + 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-25*fs + 1.03020062404785e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) - 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-25*fs - 1.19226360837823e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-25*fs - 6.07263463953272e-22) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-26*fs + 1.04066508425183e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) - 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) + 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs - 6.50953455217104e-19) + 3.31397583073083e-15) - 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) + 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) + 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-24*fs + 5.06664243269087e-22) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(3.44396099549798e-24*fs + 3.00670847416855e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-23*fs + 9.5068384229614e-20) - 1.02988983768651e-17) - 1.30486302011578e-17) + 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(3.99374125558385e-25*fs + 2.27132232044654e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-24*fs + 5.65134377825805e-21) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs - 3.53068929659391e-19) - 5.29245486955245e-19) + 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) - 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-23*fs - 1.25906879957409e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-24*fs - 9.17181360088287e-21) + 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) + 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) - 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) - 3.13857383051234e-12) + 3.20034390112309e-11;
};
alembic_briteclip = _<: ba.if(signbit(_), alembic_brite_neg_clip, alembic_brite_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_brite_clip = ffunction(float alembic_briteclip(float), "alembic_brite_table.h", "");
alembic_brite_neg_clip = ffunction(float alembic_brite_negclip(float), "alembic_brite_neg_table.h", "");
};
output = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) : alembic_outclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master_L = vslider("Master_L[name:Master_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Master_L*fs*(-2.54284690253705e-8*fs - 1.69523126835804e-7);
b1 = 5.0856938050741e-8*Master_L*pow(fs,2);
b2 = Master_L*fs*(-2.54284690253705e-8*fs + 1.69523126835804e-7);
a0 = fs*(4.33864919358014e-10*fs + 7.81664517527894e-9) + 2.68307231780644e-8;
a1 = -8.67729838716027e-10*pow(fs,2) + 5.36614463561288e-8;
a2 = fs*(4.33864919358014e-10*fs - 7.81664517527894e-9) + 2.68307231780644e-8;
};
alembic_outclip = _<: ba.if(signbit(_), alembic_out_neg_clip, alembic_out_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_out_clip = ffunction(float alembic_outclip(float), "alembic_out_table.h", "");
alembic_out_neg_clip = ffunction(float alembic_out_negclip(float), "alembic_out_neg_table.h", "");
};
// Brite normal
briteswitch = _<:bright,normal:select2( checkbox("bright_L" ));
amp = briteswitch:output;
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
process = freq_split: ( amp , amp , amp, amp, amp) :>_;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/gx_studiopre.dsp | faust | Based on simple Alembic F-2B vstudio preamp
Brite normal |
import("stdfaust.lib");
normal = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : alembic_normclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs + 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs - 2.07004392829875e-15) - 1.0070880757276e-11) - 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs - 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(-1.03234662466208e-16*fs - 5.91603840340603e-13) - 3.93943739504993e-12)) + Treble_L*fs*(fs*(7.37390446187197e-16*fs + 2.99972440013567e-14) + 1.67208717956279e-13) + fs*(fs*(-7.37390446187197e-16*fs - 2.99972440013567e-14) - 1.67208717956279e-13));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs - 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs + 4.1400878565975e-15) - 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs + 1.89303009112152e-14) + fs*(2.06469324932415e-16*pow(fs,2) - 7.87887479009986e-12)) + Treble_L*fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13) + fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13));
b2 = Volume_L*(Bass_L*(7.07292876955067e-17*Treble_L*pow(fs,4) + pow(fs,2)*(-7.07292876955067e-17*pow(fs,2) + 2.0141761514552e-11)) + Middle_L*(Bass_L*pow(fs,2)*(-9.90210027737093e-18*pow(fs,2) + 1.2605530829288e-13) + 1.18320768068121e-12*pow(fs,2)) - 5.99944880027134e-14*Treble_L*pow(fs,2) + 5.99944880027134e-14*pow(fs,2));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs + 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs - 4.1400878565975e-15) + 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs - 1.89303009112152e-14) + fs*(-2.06469324932415e-16*pow(fs,2) + 7.87887479009986e-12)) + Treble_L*fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13) + fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs - 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs + 2.07004392829875e-15) - 1.0070880757276e-11) + 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs + 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(1.03234662466208e-16*fs - 5.91603840340603e-13) + 3.93943739504993e-12)) + Treble_L*fs*(fs*(-7.37390446187197e-16*fs + 2.99972440013567e-14) - 1.67208717956279e-13) + fs*(fs*(7.37390446187197e-16*fs - 2.99972440013567e-14) + 1.67208717956279e-13));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs - 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs - 5.12285438072112e-16) - 6.87767642075504e-14) - 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs + 2.67064048181331e-15) + 3.79482593534319e-13) + 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs - 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs - 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs + 2.16252174019074e-16) + 4.38213044301358e-15) + 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(-3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(4.25647533392492e-19*fs - 2.42268872585805e-15) - 3.10692264109157e-14)) + fs*(fs*(1.76140761155593e-18*fs + 1.35192183493901e-14) + 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(-4.09065163112436e-18*fs - 3.1996842386608e-16) - 3.26835558922325e-15) + fs*(fs*(3.67052678836745e-18*fs - 3.2490595714095e-14) - 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(1.8463230738282e-17*fs + 1.6533269438527e-13) + 1.28277858723121e-11) + 1.30866545657562e-10;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs + 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs + 1.02457087614422e-15) - 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs - 5.34128096362661e-15) + 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs + 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs + 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs - 4.32504348038148e-16) + 3.98522373659879e-14)) + Treble_L*(6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(-8.51295066784983e-19*pow(fs,2) - 6.21384528218315e-14)) + fs*(-3.52281522311187e-18*pow(fs,2) + 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(8.18130326224871e-18*pow(fs,2) - 6.5367111784465e-15) + fs*(-7.3410535767349e-18*pow(fs,2) - 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(-3.69264614765639e-17*pow(fs,2) + 2.56555717446241e-11) + 5.2346618263025e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(-3.9236862584254e-19*pow(fs,2) + 1.94513470289805e-16) + pow(fs,2)*(3.52070936843408e-19*pow(fs,2) + 1.37553528415101e-13)) + pow(fs,2)*(1.77096294836582e-18*pow(fs,2) - 7.58965187068638e-13) + 1.57039854789075e-10) + Middle_L*(Bass_L*(Treble_L*(-2.9162440334471e-20*Treble_L*pow(fs,4) + pow(fs,2)*(4.08274164682594e-20*pow(fs,2) + 9.9257445125026e-16)) + pow(fs,2)*(1.68951342332916e-19*pow(fs,2) - 8.76426088602715e-15)) + Treble_L*(7.78053881159219e-18*Treble_L*pow(fs,2) + 4.84537745171611e-15*pow(fs,2)) - 2.70384366987801e-14*pow(fs,2) + 6.281594191563e-12) + Treble_L*(6.3993684773216e-16*Treble_L*pow(fs,2) + 6.498119142819e-14*pow(fs,2) - 1.57039854789075e-10) - 3.3066538877054e-13*pow(fs,2) + 7.85199273945375e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs - 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs - 1.02457087614422e-15) + 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs + 5.34128096362661e-15) - 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs - 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs - 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs + 4.32504348038148e-16) - 3.98522373659879e-14)) + Treble_L*(-6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(8.51295066784983e-19*pow(fs,2) + 6.21384528218315e-14)) + fs*(3.52281522311187e-18*pow(fs,2) - 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(-8.18130326224871e-18*pow(fs,2) + 6.5367111784465e-15) + fs*(7.3410535767349e-18*pow(fs,2) + 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(3.69264614765639e-17*pow(fs,2) - 2.56555717446241e-11) + 5.2346618263025e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs + 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs + 5.12285438072112e-16) - 6.87767642075504e-14) + 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs - 2.67064048181331e-15) + 3.79482593534319e-13) - 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs + 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs + 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs - 2.16252174019074e-16) + 4.38213044301358e-15) - 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(-4.25647533392492e-19*fs - 2.42268872585805e-15) + 3.10692264109157e-14)) + fs*(fs*(-1.76140761155593e-18*fs + 1.35192183493901e-14) - 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(4.09065163112436e-18*fs - 3.1996842386608e-16) + 3.26835558922325e-15) + fs*(fs*(-3.67052678836745e-18*fs - 3.2490595714095e-14) + 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(-1.8463230738282e-17*fs + 1.6533269438527e-13) - 1.28277858723121e-11) + 1.30866545657562e-10;
};
alembic_normclip = _<: ba.if(signbit(_), alembic_norm_neg_clip, alembic_norm_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_norm_clip = ffunction(float alembic_normclip(float), "alembic_norm_table.h", "");
alembic_norm_neg_clip = ffunction(float alembic_norm_negclip(float), "alembic_norm_neg_table.h", "");
};
bright = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : alembic_briteclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-22*fs + 2.88742248281528e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-22*fs - 3.00430509368582e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) - 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-23*fs - 9.59122413860399e-19) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs - 5.99684930400747e-17) - 1.44908038300355e-13) - 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs + 1.82089564663e-16) + 7.34564519198978e-15) + 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-22*fs + 1.21495106849477e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-23*fs + 5.55529015703311e-19) + 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs - 1.82089564663e-16) - 7.34564519198978e-15) - 4.08909217990967e-14));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-3.45937198420361e-21*fs - 8.66226744844584e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(3.45937198420361e-21*fs + 9.01291528105746e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) - 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(4.84312077788506e-22*fs + 2.8773672415812e-18) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs + 5.99684930400747e-17) - 1.44908038300355e-13) - 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs - 1.82089564663e-16) + 7.34564519198978e-15) + 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(-3.45937198420361e-21*fs - 3.64485320548431e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-4.84312077788506e-22*fs - 1.66658704710993e-18) - 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs + 1.82089564663e-16) - 7.34564519198978e-15) - 1.2267276539729e-13));
b2 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-21*fs + 5.77484496563056e-18) - 3.84374664911509e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-21*fs - 6.00861018737164e-18) + 2.19462035274078e-15) + 4.93354205544096e-12) - 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-22*fs - 1.9182448277208e-18) + 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs + 1.19936986080149e-16) + 2.8981607660071e-13) - 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs - 3.64179129326e-16) - 1.46912903839796e-14) + 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-21*fs + 2.42990213698954e-19) - 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-22*fs + 1.11105803140662e-18) - 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs - 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs + 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs - 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs + 3.64179129326e-16) + 1.46912903839796e-14) - 8.17818435981933e-14));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-21*fs + 5.77484496563056e-18) + 3.84374664911509e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-21*fs - 6.00861018737164e-18) - 2.19462035274078e-15) + 4.93354205544096e-12) + 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-22*fs - 1.9182448277208e-18) - 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs - 1.19936986080149e-16) + 2.8981607660071e-13) + 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs + 3.64179129326e-16) - 1.46912903839796e-14) - 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-21*fs + 2.42990213698954e-19) + 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-22*fs + 1.11105803140662e-18) + 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs + 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs - 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs + 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs - 3.64179129326e-16) + 1.46912903839796e-14) + 8.17818435981933e-14));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(3.45937198420361e-21*fs - 8.66226744844584e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-3.45937198420361e-21*fs + 9.01291528105746e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) + 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-4.84312077788506e-22*fs + 2.8773672415812e-18) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs - 5.99684930400747e-17) - 1.44908038300355e-13) + 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs + 1.82089564663e-16) + 7.34564519198978e-15) - 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(3.45937198420361e-21*fs - 3.64485320548431e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(4.84312077788506e-22*fs - 1.66658704710993e-18) + 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs - 1.82089564663e-16) - 7.34564519198978e-15) + 1.2267276539729e-13));
b5 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-22*fs + 2.88742248281528e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-22*fs - 3.00430509368582e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) + 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-23*fs - 9.59122413860399e-19) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs + 5.99684930400747e-17) - 1.44908038300355e-13) + 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs - 1.82089564663e-16) + 7.34564519198978e-15) - 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-22*fs + 1.21495106849477e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-23*fs + 5.55529015703311e-19) - 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs + 1.82089564663e-16) - 7.34564519198978e-15) + 4.08909217990967e-14));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-24*fs - 1.64989702525133e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-24*fs - 1.57172472604439e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) - 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-25*fs + 1.03020062404785e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) + 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-25*fs - 1.19226360837823e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-25*fs - 6.07263463953272e-22) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-26*fs + 1.04066508425183e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) + 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) - 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs + 6.50953455217104e-19) + 3.31397583073083e-15) + 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) - 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) - 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-24*fs + 5.06664243269087e-22) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-24*fs + 3.00670847416855e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-23*fs + 9.5068384229614e-20) + 1.02988983768651e-17) - 1.30486302011578e-17) - 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(-3.99374125558385e-25*fs + 2.27132232044654e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-24*fs + 5.65134377825805e-21) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs + 3.53068929659391e-19) - 5.29245486955245e-19) - 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) + 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-23*fs - 1.25906879957409e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-24*fs - 9.17181360088287e-21) - 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) - 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) + 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) + 3.13857383051234e-12) + 3.20034390112309e-11;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(1.91907672110931e-23*fs + 4.94969107575399e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-1.72198049774899e-23*fs + 4.71517417813316e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) - 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(-1.97096223360315e-24*fs - 3.09060187214354e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) + 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.42633616270852e-24*fs + 3.5767908251347e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-1.99687062779193e-24*fs + 1.82179039185982e-21) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-2.75934712704441e-25*fs - 3.12199525275548e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) + 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) - 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs - 6.50953455217104e-19) + 3.31397583073083e-15) + 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) - 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) - 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.91907672110931e-23*fs - 1.51999272980726e-21) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(1.72198049774899e-23*fs - 9.02012542250564e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-8.26759555451817e-23*fs - 2.85205152688842e-19) - 1.02988983768651e-17) - 1.30486302011578e-17) - 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(1.99687062779193e-24*fs - 6.81396696133963e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-7.71154779846327e-24*fs - 1.69540313347742e-20) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs - 3.53068929659391e-19) - 5.29245486955245e-19) - 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) + 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(8.46469177787849e-23*fs + 3.77720639872226e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(7.98748251116771e-24*fs + 2.75154408026486e-20) + 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) - 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) + 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) + 9.41572149153703e-12) + 1.60017195056154e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-23*fs - 3.29979405050266e-20) + 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-23*fs - 3.14344945208878e-20) + 2.58632337997126e-16) + 3.37298465005315e-14) - 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-24*fs + 2.06040124809569e-19) - 1.31818517694201e-15) - 1.85997429130102e-13) + 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-24*fs - 2.38452721675646e-21) + 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-24*fs - 1.21452692790654e-21) + 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-25*fs + 2.08133016850365e-20) - 1.06049227998976e-16) - 2.1456407474636e-15) + 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs + 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs + 7.62007492763576e-20) + 1.18858509076923e-15) - 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs - 1.30190691043421e-18) - 6.62795166146167e-15) + 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs + 2.03829876526765e-18) + 1.56880340297935e-16) - 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs + 2.01862334841852e-18) + 1.6191630090684e-14) - 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-23*fs + 1.01332848653817e-21) - 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-23*fs + 6.01341694833709e-20) - 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-22*fs + 1.90136768459228e-19) - 2.05977967537302e-17) + 2.60972604023156e-17) - 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(-3.99374125558385e-24*fs + 4.54264464089309e-21) - 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-23*fs + 1.13026875565161e-20) + 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs - 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs - 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs - 7.06137859318782e-19) + 1.05849097391049e-18) - 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs - 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs - 3.81387961202917e-18) - 3.00465040562453e-16) + 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-22*fs - 2.51813759914817e-19) + 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-23*fs - 1.83436272017657e-20) + 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs + 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs + 1.55559920878143e-17) + 1.20492938589323e-15) - 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs - 1.17045532708229e-17) - 9.04080692375347e-16) + 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs - 1.28818135416872e-17) - 8.11651441302083e-14) + 6.27714766102469e-12) + 3.20034390112308e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-23*fs - 3.29979405050266e-20) - 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-23*fs - 3.14344945208878e-20) - 2.58632337997126e-16) + 3.37298465005315e-14) + 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-24*fs + 2.06040124809569e-19) + 1.31818517694201e-15) - 1.85997429130102e-13) - 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-24*fs - 2.38452721675646e-21) - 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-24*fs - 1.21452692790654e-21) - 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-25*fs + 2.08133016850365e-20) + 1.06049227998976e-16) - 2.1456407474636e-15) - 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs - 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs - 7.62007492763576e-20) + 1.18858509076923e-15) + 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs + 1.30190691043421e-18) - 6.62795166146167e-15) - 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs - 2.03829876526765e-18) + 1.56880340297935e-16) + 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs - 2.01862334841852e-18) + 1.6191630090684e-14) + 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-23*fs + 1.01332848653817e-21) + 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(3.44396099549798e-23*fs + 6.01341694833709e-20) + 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-22*fs + 1.90136768459228e-19) + 2.05977967537302e-17) + 2.60972604023156e-17) + 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(3.99374125558385e-24*fs + 4.54264464089309e-21) + 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-23*fs + 1.13026875565161e-20) - 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs + 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs + 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs + 7.06137859318782e-19) + 1.05849097391049e-18) + 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs + 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs + 3.81387961202917e-18) - 3.00465040562453e-16) - 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-22*fs - 2.51813759914817e-19) - 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-23*fs - 1.83436272017657e-20) - 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs - 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs - 1.55559920878143e-17) + 1.20492938589323e-15) + 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs + 1.17045532708229e-17) - 9.04080692375347e-16) - 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs + 1.28818135416872e-17) - 8.11651441302083e-14) - 6.27714766102469e-12) + 3.20034390112308e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-1.91907672110931e-23*fs + 4.94969107575399e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(1.72198049774899e-23*fs + 4.71517417813316e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) + 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(1.97096223360315e-24*fs - 3.09060187214354e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) - 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.42633616270852e-24*fs + 3.5767908251347e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(1.99687062779193e-24*fs + 1.82179039185982e-21) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(2.75934712704441e-25*fs - 3.12199525275548e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) - 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) + 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs + 6.50953455217104e-19) + 3.31397583073083e-15) - 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) + 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) + 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.91907672110931e-23*fs - 1.51999272980726e-21) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-1.72198049774899e-23*fs - 9.02012542250564e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(8.26759555451817e-23*fs - 2.85205152688842e-19) + 1.02988983768651e-17) - 1.30486302011578e-17) + 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(-1.99687062779193e-24*fs - 6.81396696133963e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(7.71154779846327e-24*fs - 1.69540313347742e-20) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs + 3.53068929659391e-19) - 5.29245486955245e-19) + 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) - 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-8.46469177787849e-23*fs + 3.77720639872226e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-7.98748251116771e-24*fs + 2.75154408026486e-20) - 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) + 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) - 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) - 9.41572149153703e-12) + 1.60017195056154e-10;
a5 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-24*fs - 1.64989702525133e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-24*fs - 1.57172472604439e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) + 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-25*fs + 1.03020062404785e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) - 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-25*fs - 1.19226360837823e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-25*fs - 6.07263463953272e-22) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-26*fs + 1.04066508425183e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) - 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) + 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs - 6.50953455217104e-19) + 3.31397583073083e-15) - 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) + 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) + 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-24*fs + 5.06664243269087e-22) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(3.44396099549798e-24*fs + 3.00670847416855e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-23*fs + 9.5068384229614e-20) - 1.02988983768651e-17) - 1.30486302011578e-17) + 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(3.99374125558385e-25*fs + 2.27132232044654e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-24*fs + 5.65134377825805e-21) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs - 3.53068929659391e-19) - 5.29245486955245e-19) + 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) - 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-23*fs - 1.25906879957409e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-24*fs - 9.17181360088287e-21) + 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) + 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) - 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) - 3.13857383051234e-12) + 3.20034390112309e-11;
};
alembic_briteclip = _<: ba.if(signbit(_), alembic_brite_neg_clip, alembic_brite_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_brite_clip = ffunction(float alembic_briteclip(float), "alembic_brite_table.h", "");
alembic_brite_neg_clip = ffunction(float alembic_brite_negclip(float), "alembic_brite_neg_table.h", "");
};
output = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) : alembic_outclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master_L = vslider("Master_L[name:Master_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Master_L*fs*(-2.54284690253705e-8*fs - 1.69523126835804e-7);
b1 = 5.0856938050741e-8*Master_L*pow(fs,2);
b2 = Master_L*fs*(-2.54284690253705e-8*fs + 1.69523126835804e-7);
a0 = fs*(4.33864919358014e-10*fs + 7.81664517527894e-9) + 2.68307231780644e-8;
a1 = -8.67729838716027e-10*pow(fs,2) + 5.36614463561288e-8;
a2 = fs*(4.33864919358014e-10*fs - 7.81664517527894e-9) + 2.68307231780644e-8;
};
alembic_outclip = _<: ba.if(signbit(_), alembic_out_neg_clip, alembic_out_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_out_clip = ffunction(float alembic_outclip(float), "alembic_out_table.h", "");
alembic_out_neg_clip = ffunction(float alembic_out_negclip(float), "alembic_out_neg_table.h", "");
};
briteswitch = _<:bright,normal:select2( checkbox("bright_L" ));
amp = briteswitch:output;
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
process = freq_split: ( amp , amp , amp, amp, amp) :>_;
|
3064a68db22dc4fa0853bd6a9c631979d5bf261c07fbe5a05cb05dc68a39951a | brummer10/guitarix | gx_studiopre_st.dsp | import("stdfaust.lib");
// Based on simple Alembic F-2B vstudio preamp
normal_L = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : alembic_normclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs + 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs - 2.07004392829875e-15) - 1.0070880757276e-11) - 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs - 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(-1.03234662466208e-16*fs - 5.91603840340603e-13) - 3.93943739504993e-12)) + Treble_L*fs*(fs*(7.37390446187197e-16*fs + 2.99972440013567e-14) + 1.67208717956279e-13) + fs*(fs*(-7.37390446187197e-16*fs - 2.99972440013567e-14) - 1.67208717956279e-13));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs - 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs + 4.1400878565975e-15) - 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs + 1.89303009112152e-14) + fs*(2.06469324932415e-16*pow(fs,2) - 7.87887479009986e-12)) + Treble_L*fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13) + fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13));
b2 = Volume_L*(Bass_L*(7.07292876955067e-17*Treble_L*pow(fs,4) + pow(fs,2)*(-7.07292876955067e-17*pow(fs,2) + 2.0141761514552e-11)) + Middle_L*(Bass_L*pow(fs,2)*(-9.90210027737093e-18*pow(fs,2) + 1.2605530829288e-13) + 1.18320768068121e-12*pow(fs,2)) - 5.99944880027134e-14*Treble_L*pow(fs,2) + 5.99944880027134e-14*pow(fs,2));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs + 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs - 4.1400878565975e-15) + 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs - 1.89303009112152e-14) + fs*(-2.06469324932415e-16*pow(fs,2) + 7.87887479009986e-12)) + Treble_L*fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13) + fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs - 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs + 2.07004392829875e-15) - 1.0070880757276e-11) + 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs + 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(1.03234662466208e-16*fs - 5.91603840340603e-13) + 3.93943739504993e-12)) + Treble_L*fs*(fs*(-7.37390446187197e-16*fs + 2.99972440013567e-14) - 1.67208717956279e-13) + fs*(fs*(7.37390446187197e-16*fs - 2.99972440013567e-14) + 1.67208717956279e-13));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs - 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs - 5.12285438072112e-16) - 6.87767642075504e-14) - 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs + 2.67064048181331e-15) + 3.79482593534319e-13) + 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs - 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs - 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs + 2.16252174019074e-16) + 4.38213044301358e-15) + 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(-3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(4.25647533392492e-19*fs - 2.42268872585805e-15) - 3.10692264109157e-14)) + fs*(fs*(1.76140761155593e-18*fs + 1.35192183493901e-14) + 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(-4.09065163112436e-18*fs - 3.1996842386608e-16) - 3.26835558922325e-15) + fs*(fs*(3.67052678836745e-18*fs - 3.2490595714095e-14) - 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(1.8463230738282e-17*fs + 1.6533269438527e-13) + 1.28277858723121e-11) + 1.30866545657562e-10;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs + 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs + 1.02457087614422e-15) - 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs - 5.34128096362661e-15) + 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs + 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs + 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs - 4.32504348038148e-16) + 3.98522373659879e-14)) + Treble_L*(6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(-8.51295066784983e-19*pow(fs,2) - 6.21384528218315e-14)) + fs*(-3.52281522311187e-18*pow(fs,2) + 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(8.18130326224871e-18*pow(fs,2) - 6.5367111784465e-15) + fs*(-7.3410535767349e-18*pow(fs,2) - 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(-3.69264614765639e-17*pow(fs,2) + 2.56555717446241e-11) + 5.2346618263025e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(-3.9236862584254e-19*pow(fs,2) + 1.94513470289805e-16) + pow(fs,2)*(3.52070936843408e-19*pow(fs,2) + 1.37553528415101e-13)) + pow(fs,2)*(1.77096294836582e-18*pow(fs,2) - 7.58965187068638e-13) + 1.57039854789075e-10) + Middle_L*(Bass_L*(Treble_L*(-2.9162440334471e-20*Treble_L*pow(fs,4) + pow(fs,2)*(4.08274164682594e-20*pow(fs,2) + 9.9257445125026e-16)) + pow(fs,2)*(1.68951342332916e-19*pow(fs,2) - 8.76426088602715e-15)) + Treble_L*(7.78053881159219e-18*Treble_L*pow(fs,2) + 4.84537745171611e-15*pow(fs,2)) - 2.70384366987801e-14*pow(fs,2) + 6.281594191563e-12) + Treble_L*(6.3993684773216e-16*Treble_L*pow(fs,2) + 6.498119142819e-14*pow(fs,2) - 1.57039854789075e-10) - 3.3066538877054e-13*pow(fs,2) + 7.85199273945375e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs - 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs - 1.02457087614422e-15) + 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs + 5.34128096362661e-15) - 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs - 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs - 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs + 4.32504348038148e-16) - 3.98522373659879e-14)) + Treble_L*(-6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(8.51295066784983e-19*pow(fs,2) + 6.21384528218315e-14)) + fs*(3.52281522311187e-18*pow(fs,2) - 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(-8.18130326224871e-18*pow(fs,2) + 6.5367111784465e-15) + fs*(7.3410535767349e-18*pow(fs,2) + 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(3.69264614765639e-17*pow(fs,2) - 2.56555717446241e-11) + 5.2346618263025e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs + 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs + 5.12285438072112e-16) - 6.87767642075504e-14) + 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs - 2.67064048181331e-15) + 3.79482593534319e-13) - 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs + 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs + 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs - 2.16252174019074e-16) + 4.38213044301358e-15) - 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(-4.25647533392492e-19*fs - 2.42268872585805e-15) + 3.10692264109157e-14)) + fs*(fs*(-1.76140761155593e-18*fs + 1.35192183493901e-14) - 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(4.09065163112436e-18*fs - 3.1996842386608e-16) + 3.26835558922325e-15) + fs*(fs*(-3.67052678836745e-18*fs - 3.2490595714095e-14) + 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(-1.8463230738282e-17*fs + 1.6533269438527e-13) - 1.28277858723121e-11) + 1.30866545657562e-10;
};
normal_R = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : alembic_normclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_R = vslider("Bass_R[name:Bass_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_R = vslider("Middle_R[name:Middle_R]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_R = vslider("Volume_R[name:Volume_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_R = vslider("Treble_R[name:Treble_R]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(1.17882146159178e-17*fs + 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs - 2.07004392829875e-15) - 1.0070880757276e-11) - 6.70506959004678e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(-1.65035004622849e-18*fs - 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(-1.03234662466208e-16*fs - 5.91603840340603e-13) - 3.93943739504993e-12)) + Treble_R*fs*(fs*(7.37390446187197e-16*fs + 2.99972440013567e-14) + 1.67208717956279e-13) + fs*(fs*(-7.37390446187197e-16*fs - 2.99972440013567e-14) - 1.67208717956279e-13));
b1 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(-4.71528584636711e-17*fs - 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs + 4.1400878565975e-15) - 1.34101391800936e-10)) + Middle_R*(Bass_R*pow(fs,3)*(6.60140018491395e-18*fs + 1.89303009112152e-14) + fs*(2.06469324932415e-16*pow(fs,2) - 7.87887479009986e-12)) + Treble_R*fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13) + fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13));
b2 = Volume_R*(Bass_R*(7.07292876955067e-17*Treble_R*pow(fs,4) + pow(fs,2)*(-7.07292876955067e-17*pow(fs,2) + 2.0141761514552e-11)) + Middle_R*(Bass_R*pow(fs,2)*(-9.90210027737093e-18*pow(fs,2) + 1.2605530829288e-13) + 1.18320768068121e-12*pow(fs,2)) - 5.99944880027134e-14*Treble_R*pow(fs,2) + 5.99944880027134e-14*pow(fs,2));
b3 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(-4.71528584636711e-17*fs + 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs - 4.1400878565975e-15) + 1.34101391800936e-10)) + Middle_R*(Bass_R*pow(fs,3)*(6.60140018491395e-18*fs - 1.89303009112152e-14) + fs*(-2.06469324932415e-16*pow(fs,2) + 7.87887479009986e-12)) + Treble_R*fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13) + fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13));
b4 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(1.17882146159178e-17*fs - 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs + 2.07004392829875e-15) - 1.0070880757276e-11) + 6.70506959004678e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(-1.65035004622849e-18*fs + 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(1.03234662466208e-16*fs - 5.91603840340603e-13) + 3.93943739504993e-12)) + Treble_R*fs*(fs*(-7.37390446187197e-16*fs + 2.99972440013567e-14) - 1.67208717956279e-13) + fs*(fs*(7.37390446187197e-16*fs - 2.99972440013567e-14) + 1.67208717956279e-13));
a0 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(-6.53947709737567e-20*fs - 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs - 5.12285438072112e-16) - 6.87767642075504e-14) - 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs + 2.67064048181331e-15) + 3.79482593534319e-13) + 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(-4.86040672241183e-21*fs - 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs - 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs + 2.16252174019074e-16) + 4.38213044301358e-15) + 1.99261186829939e-14)) + Treble_R*(Treble_R*pow(fs,2)*(-3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(4.25647533392492e-19*fs - 2.42268872585805e-15) - 3.10692264109157e-14)) + fs*(fs*(1.76140761155593e-18*fs + 1.35192183493901e-14) + 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_R*(Treble_R*fs*(fs*(-4.09065163112436e-18*fs - 3.1996842386608e-16) - 3.26835558922325e-15) + fs*(fs*(3.67052678836745e-18*fs - 3.2490595714095e-14) - 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(1.8463230738282e-17*fs + 1.6533269438527e-13) + 1.28277858723121e-11) + 1.30866545657562e-10;
a1 = Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(2.61579083895027e-19*fs + 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs + 1.02457087614422e-15) - 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs - 5.34128096362661e-15) + 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(1.94416268896473e-20*fs + 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs + 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs - 4.32504348038148e-16) + 3.98522373659879e-14)) + Treble_R*(6.08067904846417e-19*Treble_R*pow(fs,3) + fs*(-8.51295066784983e-19*pow(fs,2) - 6.21384528218315e-14)) + fs*(-3.52281522311187e-18*pow(fs,2) + 5.16835993122826e-13) + 4.187729461042e-12) + Treble_R*(Treble_R*fs*(8.18130326224871e-18*pow(fs,2) - 6.5367111784465e-15) + fs*(-7.3410535767349e-18*pow(fs,2) - 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(-3.69264614765639e-17*pow(fs,2) + 2.56555717446241e-11) + 5.2346618263025e-10;
a2 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(-3.9236862584254e-19*pow(fs,2) + 1.94513470289805e-16) + pow(fs,2)*(3.52070936843408e-19*pow(fs,2) + 1.37553528415101e-13)) + pow(fs,2)*(1.77096294836582e-18*pow(fs,2) - 7.58965187068638e-13) + 1.57039854789075e-10) + Middle_R*(Bass_R*(Treble_R*(-2.9162440334471e-20*Treble_R*pow(fs,4) + pow(fs,2)*(4.08274164682594e-20*pow(fs,2) + 9.9257445125026e-16)) + pow(fs,2)*(1.68951342332916e-19*pow(fs,2) - 8.76426088602715e-15)) + Treble_R*(7.78053881159219e-18*Treble_R*pow(fs,2) + 4.84537745171611e-15*pow(fs,2)) - 2.70384366987801e-14*pow(fs,2) + 6.281594191563e-12) + Treble_R*(6.3993684773216e-16*Treble_R*pow(fs,2) + 6.498119142819e-14*pow(fs,2) - 1.57039854789075e-10) - 3.3066538877054e-13*pow(fs,2) + 7.85199273945375e-10;
a3 = Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(2.61579083895027e-19*fs - 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs - 1.02457087614422e-15) + 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs + 5.34128096362661e-15) - 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(1.94416268896473e-20*fs - 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs - 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs + 4.32504348038148e-16) - 3.98522373659879e-14)) + Treble_R*(-6.08067904846417e-19*Treble_R*pow(fs,3) + fs*(8.51295066784983e-19*pow(fs,2) + 6.21384528218315e-14)) + fs*(3.52281522311187e-18*pow(fs,2) - 5.16835993122826e-13) + 4.187729461042e-12) + Treble_R*(Treble_R*fs*(-8.18130326224871e-18*pow(fs,2) + 6.5367111784465e-15) + fs*(7.3410535767349e-18*pow(fs,2) + 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(3.69264614765639e-17*pow(fs,2) - 2.56555717446241e-11) + 5.2346618263025e-10;
a4 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(-6.53947709737567e-20*fs + 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs + 5.12285438072112e-16) - 6.87767642075504e-14) + 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs - 2.67064048181331e-15) + 3.79482593534319e-13) - 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(-4.86040672241183e-21*fs + 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs + 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs - 2.16252174019074e-16) + 4.38213044301358e-15) - 1.99261186829939e-14)) + Treble_R*(Treble_R*pow(fs,2)*(3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(-4.25647533392492e-19*fs - 2.42268872585805e-15) + 3.10692264109157e-14)) + fs*(fs*(-1.76140761155593e-18*fs + 1.35192183493901e-14) - 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_R*(Treble_R*fs*(fs*(4.09065163112436e-18*fs - 3.1996842386608e-16) + 3.26835558922325e-15) + fs*(fs*(-3.67052678836745e-18*fs - 3.2490595714095e-14) + 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(-1.8463230738282e-17*fs + 1.6533269438527e-13) - 1.28277858723121e-11) + 1.30866545657562e-10;
};
alembic_normclip = _<: ba.if(signbit(_), alembic_norm_neg_clip, alembic_norm_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_norm_clip = ffunction(float alembic_normclip(float), "alembic_norm_table.h", "");
alembic_norm_neg_clip = ffunction(float alembic_norm_negclip(float), "alembic_norm_neg_table.h", "");
};
bright_L = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : alembic_briteclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-22*fs + 2.88742248281528e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-22*fs - 3.00430509368582e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) - 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-23*fs - 9.59122413860399e-19) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs - 5.99684930400747e-17) - 1.44908038300355e-13) - 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs + 1.82089564663e-16) + 7.34564519198978e-15) + 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-22*fs + 1.21495106849477e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-23*fs + 5.55529015703311e-19) + 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs - 1.82089564663e-16) - 7.34564519198978e-15) - 4.08909217990967e-14));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-3.45937198420361e-21*fs - 8.66226744844584e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(3.45937198420361e-21*fs + 9.01291528105746e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) - 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(4.84312077788506e-22*fs + 2.8773672415812e-18) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs + 5.99684930400747e-17) - 1.44908038300355e-13) - 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs - 1.82089564663e-16) + 7.34564519198978e-15) + 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(-3.45937198420361e-21*fs - 3.64485320548431e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-4.84312077788506e-22*fs - 1.66658704710993e-18) - 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs + 1.82089564663e-16) - 7.34564519198978e-15) - 1.2267276539729e-13));
b2 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-21*fs + 5.77484496563056e-18) - 3.84374664911509e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-21*fs - 6.00861018737164e-18) + 2.19462035274078e-15) + 4.93354205544096e-12) - 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-22*fs - 1.9182448277208e-18) + 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs + 1.19936986080149e-16) + 2.8981607660071e-13) - 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs - 3.64179129326e-16) - 1.46912903839796e-14) + 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-21*fs + 2.42990213698954e-19) - 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-22*fs + 1.11105803140662e-18) - 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs - 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs + 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs - 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs + 3.64179129326e-16) + 1.46912903839796e-14) - 8.17818435981933e-14));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-21*fs + 5.77484496563056e-18) + 3.84374664911509e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-21*fs - 6.00861018737164e-18) - 2.19462035274078e-15) + 4.93354205544096e-12) + 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-22*fs - 1.9182448277208e-18) - 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs - 1.19936986080149e-16) + 2.8981607660071e-13) + 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs + 3.64179129326e-16) - 1.46912903839796e-14) - 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-21*fs + 2.42990213698954e-19) + 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-22*fs + 1.11105803140662e-18) + 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs + 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs - 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs + 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs - 3.64179129326e-16) + 1.46912903839796e-14) + 8.17818435981933e-14));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(3.45937198420361e-21*fs - 8.66226744844584e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-3.45937198420361e-21*fs + 9.01291528105746e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) + 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-4.84312077788506e-22*fs + 2.8773672415812e-18) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs - 5.99684930400747e-17) - 1.44908038300355e-13) + 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs + 1.82089564663e-16) + 7.34564519198978e-15) - 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(3.45937198420361e-21*fs - 3.64485320548431e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(4.84312077788506e-22*fs - 1.66658704710993e-18) + 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs - 1.82089564663e-16) - 7.34564519198978e-15) + 1.2267276539729e-13));
b5 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-22*fs + 2.88742248281528e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-22*fs - 3.00430509368582e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) + 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-23*fs - 9.59122413860399e-19) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs + 5.99684930400747e-17) - 1.44908038300355e-13) + 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs - 1.82089564663e-16) + 7.34564519198978e-15) - 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-22*fs + 1.21495106849477e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-23*fs + 5.55529015703311e-19) - 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs + 1.82089564663e-16) - 7.34564519198978e-15) + 4.08909217990967e-14));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-24*fs - 1.64989702525133e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-24*fs - 1.57172472604439e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) - 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-25*fs + 1.03020062404785e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) + 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-25*fs - 1.19226360837823e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-25*fs - 6.07263463953272e-22) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-26*fs + 1.04066508425183e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) + 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) - 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs + 6.50953455217104e-19) + 3.31397583073083e-15) + 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) - 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) - 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-24*fs + 5.06664243269087e-22) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-24*fs + 3.00670847416855e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-23*fs + 9.5068384229614e-20) + 1.02988983768651e-17) - 1.30486302011578e-17) - 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(-3.99374125558385e-25*fs + 2.27132232044654e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-24*fs + 5.65134377825805e-21) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs + 3.53068929659391e-19) - 5.29245486955245e-19) - 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) + 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-23*fs - 1.25906879957409e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-24*fs - 9.17181360088287e-21) - 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) - 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) + 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) + 3.13857383051234e-12) + 3.20034390112309e-11;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(1.91907672110931e-23*fs + 4.94969107575399e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-1.72198049774899e-23*fs + 4.71517417813316e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) - 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(-1.97096223360315e-24*fs - 3.09060187214354e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) + 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.42633616270852e-24*fs + 3.5767908251347e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-1.99687062779193e-24*fs + 1.82179039185982e-21) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-2.75934712704441e-25*fs - 3.12199525275548e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) + 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) - 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs - 6.50953455217104e-19) + 3.31397583073083e-15) + 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) - 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) - 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.91907672110931e-23*fs - 1.51999272980726e-21) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(1.72198049774899e-23*fs - 9.02012542250564e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-8.26759555451817e-23*fs - 2.85205152688842e-19) - 1.02988983768651e-17) - 1.30486302011578e-17) - 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(1.99687062779193e-24*fs - 6.81396696133963e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-7.71154779846327e-24*fs - 1.69540313347742e-20) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs - 3.53068929659391e-19) - 5.29245486955245e-19) - 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) + 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(8.46469177787849e-23*fs + 3.77720639872226e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(7.98748251116771e-24*fs + 2.75154408026486e-20) + 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) - 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) + 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) + 9.41572149153703e-12) + 1.60017195056154e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-23*fs - 3.29979405050266e-20) + 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-23*fs - 3.14344945208878e-20) + 2.58632337997126e-16) + 3.37298465005315e-14) - 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-24*fs + 2.06040124809569e-19) - 1.31818517694201e-15) - 1.85997429130102e-13) + 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-24*fs - 2.38452721675646e-21) + 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-24*fs - 1.21452692790654e-21) + 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-25*fs + 2.08133016850365e-20) - 1.06049227998976e-16) - 2.1456407474636e-15) + 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs + 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs + 7.62007492763576e-20) + 1.18858509076923e-15) - 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs - 1.30190691043421e-18) - 6.62795166146167e-15) + 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs + 2.03829876526765e-18) + 1.56880340297935e-16) - 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs + 2.01862334841852e-18) + 1.6191630090684e-14) - 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-23*fs + 1.01332848653817e-21) - 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-23*fs + 6.01341694833709e-20) - 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-22*fs + 1.90136768459228e-19) - 2.05977967537302e-17) + 2.60972604023156e-17) - 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(-3.99374125558385e-24*fs + 4.54264464089309e-21) - 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-23*fs + 1.13026875565161e-20) + 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs - 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs - 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs - 7.06137859318782e-19) + 1.05849097391049e-18) - 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs - 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs - 3.81387961202917e-18) - 3.00465040562453e-16) + 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-22*fs - 2.51813759914817e-19) + 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-23*fs - 1.83436272017657e-20) + 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs + 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs + 1.55559920878143e-17) + 1.20492938589323e-15) - 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs - 1.17045532708229e-17) - 9.04080692375347e-16) + 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs - 1.28818135416872e-17) - 8.11651441302083e-14) + 6.27714766102469e-12) + 3.20034390112308e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-23*fs - 3.29979405050266e-20) - 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-23*fs - 3.14344945208878e-20) - 2.58632337997126e-16) + 3.37298465005315e-14) + 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-24*fs + 2.06040124809569e-19) + 1.31818517694201e-15) - 1.85997429130102e-13) - 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-24*fs - 2.38452721675646e-21) - 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-24*fs - 1.21452692790654e-21) - 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-25*fs + 2.08133016850365e-20) + 1.06049227998976e-16) - 2.1456407474636e-15) - 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs - 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs - 7.62007492763576e-20) + 1.18858509076923e-15) + 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs + 1.30190691043421e-18) - 6.62795166146167e-15) - 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs - 2.03829876526765e-18) + 1.56880340297935e-16) + 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs - 2.01862334841852e-18) + 1.6191630090684e-14) + 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-23*fs + 1.01332848653817e-21) + 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(3.44396099549798e-23*fs + 6.01341694833709e-20) + 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-22*fs + 1.90136768459228e-19) + 2.05977967537302e-17) + 2.60972604023156e-17) + 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(3.99374125558385e-24*fs + 4.54264464089309e-21) + 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-23*fs + 1.13026875565161e-20) - 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs + 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs + 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs + 7.06137859318782e-19) + 1.05849097391049e-18) + 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs + 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs + 3.81387961202917e-18) - 3.00465040562453e-16) - 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-22*fs - 2.51813759914817e-19) - 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-23*fs - 1.83436272017657e-20) - 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs - 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs - 1.55559920878143e-17) + 1.20492938589323e-15) + 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs + 1.17045532708229e-17) - 9.04080692375347e-16) - 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs + 1.28818135416872e-17) - 8.11651441302083e-14) - 6.27714766102469e-12) + 3.20034390112308e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-1.91907672110931e-23*fs + 4.94969107575399e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(1.72198049774899e-23*fs + 4.71517417813316e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) + 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(1.97096223360315e-24*fs - 3.09060187214354e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) - 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.42633616270852e-24*fs + 3.5767908251347e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(1.99687062779193e-24*fs + 1.82179039185982e-21) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(2.75934712704441e-25*fs - 3.12199525275548e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) - 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) + 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs + 6.50953455217104e-19) + 3.31397583073083e-15) - 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) + 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) + 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.91907672110931e-23*fs - 1.51999272980726e-21) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-1.72198049774899e-23*fs - 9.02012542250564e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(8.26759555451817e-23*fs - 2.85205152688842e-19) + 1.02988983768651e-17) - 1.30486302011578e-17) + 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(-1.99687062779193e-24*fs - 6.81396696133963e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(7.71154779846327e-24*fs - 1.69540313347742e-20) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs + 3.53068929659391e-19) - 5.29245486955245e-19) + 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) - 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-8.46469177787849e-23*fs + 3.77720639872226e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-7.98748251116771e-24*fs + 2.75154408026486e-20) - 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) + 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) - 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) - 9.41572149153703e-12) + 1.60017195056154e-10;
a5 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-24*fs - 1.64989702525133e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-24*fs - 1.57172472604439e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) + 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-25*fs + 1.03020062404785e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) - 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-25*fs - 1.19226360837823e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-25*fs - 6.07263463953272e-22) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-26*fs + 1.04066508425183e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) - 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) + 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs - 6.50953455217104e-19) + 3.31397583073083e-15) - 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) + 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) + 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-24*fs + 5.06664243269087e-22) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(3.44396099549798e-24*fs + 3.00670847416855e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-23*fs + 9.5068384229614e-20) - 1.02988983768651e-17) - 1.30486302011578e-17) + 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(3.99374125558385e-25*fs + 2.27132232044654e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-24*fs + 5.65134377825805e-21) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs - 3.53068929659391e-19) - 5.29245486955245e-19) + 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) - 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-23*fs - 1.25906879957409e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-24*fs - 9.17181360088287e-21) + 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) + 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) - 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) - 3.13857383051234e-12) + 3.20034390112309e-11;
};
bright_R = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : alembic_briteclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_R = vslider("Bass_R[name:Bass_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_R = vslider("Middle_R[name:Middle_R]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_R = vslider("Volume_R[name:Volume_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_R = vslider("Treble_R[name:Treble_R]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(6.91874396840722e-22*fs + 2.88742248281528e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-22*fs - 3.00430509368582e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) - 1.63972596414378e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(-9.68624155577011e-23*fs - 9.59122413860399e-19) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs - 5.99684930400747e-17) - 1.44908038300355e-13) - 9.63390117586717e-13)) + Treble_R*fs*(fs*(fs*(4.32789516321643e-20*fs + 1.82089564663e-16) + 7.34564519198978e-15) + 4.08909217990967e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(-6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-22*fs + 1.21495106849477e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(9.68624155577011e-23*fs + 5.55529015703311e-19) + 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(-4.32789516321643e-20*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs - 1.82089564663e-16) - 7.34564519198978e-15) - 4.08909217990967e-14));
b1 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(-3.45937198420361e-21*fs - 8.66226744844584e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(3.45937198420361e-21*fs + 9.01291528105746e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) - 4.91917789243133e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(4.84312077788506e-22*fs + 2.8773672415812e-18) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs + 5.99684930400747e-17) - 1.44908038300355e-13) - 2.89017035276015e-12)) + Treble_R*fs*(fs*(fs*(-1.29836854896493e-19*fs - 1.82089564663e-16) + 7.34564519198978e-15) + 1.2267276539729e-13) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(-3.45937198420361e-21*fs - 3.64485320548431e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-4.84312077788506e-22*fs - 1.66658704710993e-18) - 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(1.29836854896493e-19*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs + 1.82089564663e-16) - 7.34564519198978e-15) - 1.2267276539729e-13));
b2 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(6.91874396840722e-21*fs + 5.77484496563056e-18) - 3.84374664911509e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-21*fs - 6.00861018737164e-18) + 2.19462035274078e-15) + 4.93354205544096e-12) - 3.27945192828755e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(-9.68624155577011e-22*fs - 1.9182448277208e-18) + 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs + 1.19936986080149e-16) + 2.8981607660071e-13) - 1.92678023517343e-12)) + Treble_R*fs*(fs*(fs*(8.65579032643287e-20*fs - 3.64179129326e-16) - 1.46912903839796e-14) + 8.17818435981933e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(-6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-21*fs + 2.42990213698954e-19) - 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(9.68624155577011e-22*fs + 1.11105803140662e-18) - 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs - 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_R*pow(fs,2)*(fs*(-8.65579032643287e-20*fs + 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs - 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs + 3.64179129326e-16) + 1.46912903839796e-14) - 8.17818435981933e-14));
b3 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(-6.91874396840722e-21*fs + 5.77484496563056e-18) + 3.84374664911509e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-21*fs - 6.00861018737164e-18) - 2.19462035274078e-15) + 4.93354205544096e-12) + 3.27945192828755e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(9.68624155577011e-22*fs - 1.9182448277208e-18) - 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs - 1.19936986080149e-16) + 2.8981607660071e-13) + 1.92678023517343e-12)) + Treble_R*fs*(fs*(fs*(8.65579032643287e-20*fs + 3.64179129326e-16) - 1.46912903839796e-14) - 8.17818435981933e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-21*fs + 2.42990213698954e-19) + 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-9.68624155577011e-22*fs + 1.11105803140662e-18) + 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs + 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_R*pow(fs,2)*(fs*(-8.65579032643287e-20*fs - 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs + 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs - 3.64179129326e-16) + 1.46912903839796e-14) + 8.17818435981933e-14));
b4 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(3.45937198420361e-21*fs - 8.66226744844584e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-3.45937198420361e-21*fs + 9.01291528105746e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) + 4.91917789243133e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(-4.84312077788506e-22*fs + 2.8773672415812e-18) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs - 5.99684930400747e-17) - 1.44908038300355e-13) + 2.89017035276015e-12)) + Treble_R*fs*(fs*(fs*(-1.29836854896493e-19*fs + 1.82089564663e-16) + 7.34564519198978e-15) - 1.2267276539729e-13) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(-3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(3.45937198420361e-21*fs - 3.64485320548431e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(4.84312077788506e-22*fs - 1.66658704710993e-18) + 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(1.29836854896493e-19*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs - 1.82089564663e-16) - 7.34564519198978e-15) + 1.2267276539729e-13));
b5 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(-6.91874396840722e-22*fs + 2.88742248281528e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-22*fs - 3.00430509368582e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) + 1.63972596414378e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(9.68624155577011e-23*fs - 9.59122413860399e-19) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs + 5.99684930400747e-17) - 1.44908038300355e-13) + 9.63390117586717e-13)) + Treble_R*fs*(fs*(fs*(4.32789516321643e-20*fs - 1.82089564663e-16) + 7.34564519198978e-15) - 4.08909217990967e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-22*fs + 1.21495106849477e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-9.68624155577011e-23*fs + 5.55529015703311e-19) - 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(-4.32789516321643e-20*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs + 1.82089564663e-16) - 7.34564519198978e-15) + 4.08909217990967e-14));
a0 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(-3.83815344221861e-24*fs - 1.64989702525133e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-24*fs - 1.57172472604439e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) - 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-25*fs + 1.03020062404785e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) + 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-2.85267232541704e-25*fs - 1.19226360837823e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-25*fs - 6.07263463953272e-22) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-26*fs + 1.04066508425183e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) + 4.87293617171206e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-1.78443758228215e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) - 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs + 6.50953455217104e-19) + 3.31397583073083e-15) + 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_R*(Treble_R*fs*(fs*(fs*(-2.40088747236654e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) - 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) - 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(3.83815344221861e-24*fs + 5.06664243269087e-22) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-24*fs + 3.00670847416855e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-23*fs + 9.5068384229614e-20) + 1.02988983768651e-17) - 1.30486302011578e-17) - 1.53616507253908e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(-3.99374125558385e-25*fs + 2.27132232044654e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-24*fs + 5.65134377825805e-21) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(1.78443758228215e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs + 3.53068929659391e-19) - 5.29245486955245e-19) - 6.14466029015632e-17)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(2.40088747236654e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) + 1.53616507253908e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(-1.6929383555757e-23*fs - 1.25906879957409e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-1.59749650223354e-24*fs - 9.17181360088287e-21) - 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) - 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) + 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) + 3.13857383051234e-12) + 3.20034390112309e-11;
a1 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(1.91907672110931e-23*fs + 4.94969107575399e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-1.72198049774899e-23*fs + 4.71517417813316e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) - 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(-1.97096223360315e-24*fs - 3.09060187214354e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) + 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(1.42633616270852e-24*fs + 3.5767908251347e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-1.99687062779193e-24*fs + 1.82179039185982e-21) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-2.75934712704441e-25*fs - 3.12199525275548e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) + 1.46188085151362e-14)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(5.35331274684644e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) - 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs - 6.50953455217104e-19) + 3.31397583073083e-15) + 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(7.20266241709961e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) - 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) - 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-1.91907672110931e-23*fs - 1.51999272980726e-21) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(1.72198049774899e-23*fs - 9.02012542250564e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-8.26759555451817e-23*fs - 2.85205152688842e-19) - 1.02988983768651e-17) - 1.30486302011578e-17) - 4.60849521761724e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(-1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(1.99687062779193e-24*fs - 6.81396696133963e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-7.71154779846327e-24*fs - 1.69540313347742e-20) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(-5.35331274684644e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs - 3.53068929659391e-19) - 5.29245486955245e-19) - 1.8433980870469e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-7.20266241709961e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) + 4.60849521761724e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(8.46469177787849e-23*fs + 3.77720639872226e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(7.98748251116771e-24*fs + 2.75154408026486e-20) + 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) - 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) + 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) + 9.41572149153703e-12) + 1.60017195056154e-10;
a2 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(-3.83815344221861e-23*fs - 3.29979405050266e-20) + 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-23*fs - 3.14344945208878e-20) + 2.58632337997126e-16) + 3.37298465005315e-14) - 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-24*fs + 2.06040124809569e-19) - 1.31818517694201e-15) - 1.85997429130102e-13) + 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-2.85267232541704e-24*fs - 2.38452721675646e-21) + 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-24*fs - 1.21452692790654e-21) + 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-25*fs + 2.08133016850365e-20) - 1.06049227998976e-16) - 2.1456407474636e-15) + 9.74587234342413e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-3.56887516456429e-23*fs + 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs + 7.62007492763576e-20) + 1.18858509076923e-15) - 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs - 1.30190691043421e-18) - 6.62795166146167e-15) + 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(-4.80177494473307e-22*fs + 2.03829876526765e-18) + 1.56880340297935e-16) - 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs + 2.01862334841852e-18) + 1.6191630090684e-14) - 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(3.83815344221861e-23*fs + 1.01332848653817e-21) - 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-23*fs + 6.01341694833709e-20) - 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-22*fs + 1.90136768459228e-19) - 2.05977967537302e-17) + 2.60972604023156e-17) - 3.07233014507816e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(-3.99374125558385e-24*fs + 4.54264464089309e-21) - 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-23*fs + 1.13026875565161e-20) + 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_R*(Treble_R*pow(fs,3)*(3.56887516456429e-23*fs - 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs - 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs - 7.06137859318782e-19) + 1.05849097391049e-18) - 1.22893205803126e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(4.80177494473307e-22*fs - 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs - 3.81387961202917e-18) - 3.00465040562453e-16) + 3.07233014507816e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(-1.6929383555757e-22*fs - 2.51813759914817e-19) + 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-1.59749650223354e-23*fs - 1.83436272017657e-20) + 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs + 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs + 1.55559920878143e-17) + 1.20492938589323e-15) - 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs - 1.17045532708229e-17) - 9.04080692375347e-16) + 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs - 1.28818135416872e-17) - 8.11651441302083e-14) + 6.27714766102469e-12) + 3.20034390112308e-10;
a3 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(3.83815344221861e-23*fs - 3.29979405050266e-20) - 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-23*fs - 3.14344945208878e-20) - 2.58632337997126e-16) + 3.37298465005315e-14) + 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-24*fs + 2.06040124809569e-19) + 1.31818517694201e-15) - 1.85997429130102e-13) - 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(2.85267232541704e-24*fs - 2.38452721675646e-21) - 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-24*fs - 1.21452692790654e-21) - 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-25*fs + 2.08133016850365e-20) + 1.06049227998976e-16) - 2.1456407474636e-15) - 9.74587234342413e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-3.56887516456429e-23*fs - 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs - 7.62007492763576e-20) + 1.18858509076923e-15) + 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs + 1.30190691043421e-18) - 6.62795166146167e-15) - 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(-4.80177494473307e-22*fs - 2.03829876526765e-18) + 1.56880340297935e-16) + 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs - 2.01862334841852e-18) + 1.6191630090684e-14) + 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-3.83815344221861e-23*fs + 1.01332848653817e-21) + 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(3.44396099549798e-23*fs + 6.01341694833709e-20) + 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-22*fs + 1.90136768459228e-19) + 2.05977967537302e-17) + 2.60972604023156e-17) + 3.07233014507816e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(-2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(3.99374125558385e-24*fs + 4.54264464089309e-21) + 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-23*fs + 1.13026875565161e-20) - 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_R*(Treble_R*pow(fs,3)*(3.56887516456429e-23*fs + 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs + 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs + 7.06137859318782e-19) + 1.05849097391049e-18) + 1.22893205803126e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(4.80177494473307e-22*fs + 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs + 3.81387961202917e-18) - 3.00465040562453e-16) - 3.07233014507816e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(1.6929383555757e-22*fs - 2.51813759914817e-19) - 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(1.59749650223354e-23*fs - 1.83436272017657e-20) - 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs - 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs - 1.55559920878143e-17) + 1.20492938589323e-15) + 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs + 1.17045532708229e-17) - 9.04080692375347e-16) - 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs + 1.28818135416872e-17) - 8.11651441302083e-14) - 6.27714766102469e-12) + 3.20034390112308e-10;
a4 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(-1.91907672110931e-23*fs + 4.94969107575399e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(1.72198049774899e-23*fs + 4.71517417813316e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) + 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(1.97096223360315e-24*fs - 3.09060187214354e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) - 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-1.42633616270852e-24*fs + 3.5767908251347e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(1.99687062779193e-24*fs + 1.82179039185982e-21) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(2.75934712704441e-25*fs - 3.12199525275548e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) - 1.46188085151362e-14)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(5.35331274684644e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) + 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs + 6.50953455217104e-19) + 3.31397583073083e-15) - 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(7.20266241709961e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) + 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) + 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(1.91907672110931e-23*fs - 1.51999272980726e-21) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-1.72198049774899e-23*fs - 9.02012542250564e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(8.26759555451817e-23*fs - 2.85205152688842e-19) + 1.02988983768651e-17) - 1.30486302011578e-17) + 4.60849521761724e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(-1.99687062779193e-24*fs - 6.81396696133963e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(7.71154779846327e-24*fs - 1.69540313347742e-20) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(-5.35331274684644e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs + 3.53068929659391e-19) - 5.29245486955245e-19) + 1.8433980870469e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-7.20266241709961e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) - 4.60849521761724e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(-8.46469177787849e-23*fs + 3.77720639872226e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-7.98748251116771e-24*fs + 2.75154408026486e-20) - 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) + 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) - 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) - 9.41572149153703e-12) + 1.60017195056154e-10;
a5 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(3.83815344221861e-24*fs - 1.64989702525133e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-24*fs - 1.57172472604439e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) + 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-25*fs + 1.03020062404785e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) - 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(2.85267232541704e-25*fs - 1.19226360837823e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-25*fs - 6.07263463953272e-22) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-26*fs + 1.04066508425183e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) - 4.87293617171206e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-1.78443758228215e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) + 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs - 6.50953455217104e-19) + 3.31397583073083e-15) - 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_R*(Treble_R*fs*(fs*(fs*(-2.40088747236654e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) + 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) + 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-3.83815344221861e-24*fs + 5.06664243269087e-22) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(3.44396099549798e-24*fs + 3.00670847416855e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-23*fs + 9.5068384229614e-20) - 1.02988983768651e-17) - 1.30486302011578e-17) + 1.53616507253908e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(-2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(3.99374125558385e-25*fs + 2.27132232044654e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-24*fs + 5.65134377825805e-21) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(1.78443758228215e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs - 3.53068929659391e-19) - 5.29245486955245e-19) + 6.14466029015632e-17)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(2.40088747236654e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) - 1.53616507253908e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(1.6929383555757e-23*fs - 1.25906879957409e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(1.59749650223354e-24*fs - 9.17181360088287e-21) + 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) + 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) - 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) - 3.13857383051234e-12) + 3.20034390112309e-11;
};
alembic_briteclip = _<: ba.if(signbit(_), alembic_brite_neg_clip, alembic_brite_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_brite_clip = ffunction(float alembic_briteclip(float), "alembic_brite_table.h", "");
alembic_brite_neg_clip = ffunction(float alembic_brite_negclip(float), "alembic_brite_neg_table.h", "");
};
output_L = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) : alembic_outclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master_L = vslider("Master_L[name:Master_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Master_L*fs*(-2.54284690253705e-8*fs - 1.69523126835804e-7);
b1 = 5.0856938050741e-8*Master_L*pow(fs,2);
b2 = Master_L*fs*(-2.54284690253705e-8*fs + 1.69523126835804e-7);
a0 = fs*(4.33864919358014e-10*fs + 7.81664517527894e-9) + 2.68307231780644e-8;
a1 = -8.67729838716027e-10*pow(fs,2) + 5.36614463561288e-8;
a2 = fs*(4.33864919358014e-10*fs - 7.81664517527894e-9) + 2.68307231780644e-8;
};
output_R = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) : alembic_outclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master_R = vslider("Master_R[name:Master_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Master_R*fs*(-2.54284690253705e-8*fs - 1.69523126835804e-7);
b1 = 5.0856938050741e-8*Master_R*pow(fs,2);
b2 = Master_R*fs*(-2.54284690253705e-8*fs + 1.69523126835804e-7);
a0 = fs*(4.33864919358014e-10*fs + 7.81664517527894e-9) + 2.68307231780644e-8;
a1 = -8.67729838716027e-10*pow(fs,2) + 5.36614463561288e-8;
a2 = fs*(4.33864919358014e-10*fs - 7.81664517527894e-9) + 2.68307231780644e-8;
};
alembic_outclip = _<: ba.if(signbit(_), alembic_out_neg_clip, alembic_out_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_out_clip = ffunction(float alembic_outclip(float), "alembic_out_table.h", "");
alembic_out_neg_clip = ffunction(float alembic_out_negclip(float), "alembic_out_neg_table.h", "");
};
// Brite normal
briteswitch_L = _<:bright_L,normal_L:select2( checkbox("bright_L" ));
briteswitch_R = _<:bright_R,normal_R:select2( checkbox("bright_R" ));
amp_L = briteswitch_L:output_L;
amp_R = briteswitch_R:output_R;
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
channel_L = freq_split: ( amp_L , amp_L , amp_L, amp_L, amp_L) :>_;
channel_R = freq_split: ( amp_R , amp_R , amp_R, amp_R, amp_R) :>_;
process = channel_L, channel_R ;
| https://raw.githubusercontent.com/brummer10/guitarix/5672b8cb8f1c324ea28b1fddc7e1b39f79aabbc6/trunk/src/LV2/faust/gx_studiopre_st.dsp | faust | Based on simple Alembic F-2B vstudio preamp
Brite normal | import("stdfaust.lib");
normal_L = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : alembic_normclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs + 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs - 2.07004392829875e-15) - 1.0070880757276e-11) - 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs - 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(-1.03234662466208e-16*fs - 5.91603840340603e-13) - 3.93943739504993e-12)) + Treble_L*fs*(fs*(7.37390446187197e-16*fs + 2.99972440013567e-14) + 1.67208717956279e-13) + fs*(fs*(-7.37390446187197e-16*fs - 2.99972440013567e-14) - 1.67208717956279e-13));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs - 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs + 4.1400878565975e-15) - 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs + 1.89303009112152e-14) + fs*(2.06469324932415e-16*pow(fs,2) - 7.87887479009986e-12)) + Treble_L*fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13) + fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13));
b2 = Volume_L*(Bass_L*(7.07292876955067e-17*Treble_L*pow(fs,4) + pow(fs,2)*(-7.07292876955067e-17*pow(fs,2) + 2.0141761514552e-11)) + Middle_L*(Bass_L*pow(fs,2)*(-9.90210027737093e-18*pow(fs,2) + 1.2605530829288e-13) + 1.18320768068121e-12*pow(fs,2)) - 5.99944880027134e-14*Treble_L*pow(fs,2) + 5.99944880027134e-14*pow(fs,2));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(-4.71528584636711e-17*fs + 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs - 4.1400878565975e-15) + 1.34101391800936e-10)) + Middle_L*(Bass_L*pow(fs,3)*(6.60140018491395e-18*fs - 1.89303009112152e-14) + fs*(-2.06469324932415e-16*pow(fs,2) + 7.87887479009986e-12)) + Treble_L*fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13) + fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(1.17882146159178e-17*fs - 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs + 2.07004392829875e-15) - 1.0070880757276e-11) + 6.70506959004678e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(-1.65035004622849e-18*fs + 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(1.03234662466208e-16*fs - 5.91603840340603e-13) + 3.93943739504993e-12)) + Treble_L*fs*(fs*(-7.37390446187197e-16*fs + 2.99972440013567e-14) - 1.67208717956279e-13) + fs*(fs*(7.37390446187197e-16*fs - 2.99972440013567e-14) + 1.67208717956279e-13));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs - 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs - 5.12285438072112e-16) - 6.87767642075504e-14) - 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs + 2.67064048181331e-15) + 3.79482593534319e-13) + 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs - 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs - 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs + 2.16252174019074e-16) + 4.38213044301358e-15) + 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(-3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(4.25647533392492e-19*fs - 2.42268872585805e-15) - 3.10692264109157e-14)) + fs*(fs*(1.76140761155593e-18*fs + 1.35192183493901e-14) + 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(-4.09065163112436e-18*fs - 3.1996842386608e-16) - 3.26835558922325e-15) + fs*(fs*(3.67052678836745e-18*fs - 3.2490595714095e-14) - 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(1.8463230738282e-17*fs + 1.6533269438527e-13) + 1.28277858723121e-11) + 1.30866545657562e-10;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs + 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs + 1.02457087614422e-15) - 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs - 5.34128096362661e-15) + 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs + 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs + 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs - 4.32504348038148e-16) + 3.98522373659879e-14)) + Treble_L*(6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(-8.51295066784983e-19*pow(fs,2) - 6.21384528218315e-14)) + fs*(-3.52281522311187e-18*pow(fs,2) + 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(8.18130326224871e-18*pow(fs,2) - 6.5367111784465e-15) + fs*(-7.3410535767349e-18*pow(fs,2) - 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(-3.69264614765639e-17*pow(fs,2) + 2.56555717446241e-11) + 5.2346618263025e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(-3.9236862584254e-19*pow(fs,2) + 1.94513470289805e-16) + pow(fs,2)*(3.52070936843408e-19*pow(fs,2) + 1.37553528415101e-13)) + pow(fs,2)*(1.77096294836582e-18*pow(fs,2) - 7.58965187068638e-13) + 1.57039854789075e-10) + Middle_L*(Bass_L*(Treble_L*(-2.9162440334471e-20*Treble_L*pow(fs,4) + pow(fs,2)*(4.08274164682594e-20*pow(fs,2) + 9.9257445125026e-16)) + pow(fs,2)*(1.68951342332916e-19*pow(fs,2) - 8.76426088602715e-15)) + Treble_L*(7.78053881159219e-18*Treble_L*pow(fs,2) + 4.84537745171611e-15*pow(fs,2)) - 2.70384366987801e-14*pow(fs,2) + 6.281594191563e-12) + Treble_L*(6.3993684773216e-16*Treble_L*pow(fs,2) + 6.498119142819e-14*pow(fs,2) - 1.57039854789075e-10) - 3.3066538877054e-13*pow(fs,2) + 7.85199273945375e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(2.61579083895027e-19*fs - 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs - 1.02457087614422e-15) + 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs + 5.34128096362661e-15) - 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(1.94416268896473e-20*fs - 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs - 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs + 4.32504348038148e-16) - 3.98522373659879e-14)) + Treble_L*(-6.08067904846417e-19*Treble_L*pow(fs,3) + fs*(8.51295066784983e-19*pow(fs,2) + 6.21384528218315e-14)) + fs*(3.52281522311187e-18*pow(fs,2) - 5.16835993122826e-13) + 4.187729461042e-12) + Treble_L*(Treble_L*fs*(-8.18130326224871e-18*pow(fs,2) + 6.5367111784465e-15) + fs*(7.3410535767349e-18*pow(fs,2) + 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(3.69264614765639e-17*pow(fs,2) - 2.56555717446241e-11) + 5.2346618263025e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(-6.53947709737567e-20*fs + 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs + 5.12285438072112e-16) - 6.87767642075504e-14) + 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs - 2.67064048181331e-15) + 3.79482593534319e-13) - 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(-4.86040672241183e-21*fs + 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs + 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs - 2.16252174019074e-16) + 4.38213044301358e-15) - 1.99261186829939e-14)) + Treble_L*(Treble_L*pow(fs,2)*(3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(-4.25647533392492e-19*fs - 2.42268872585805e-15) + 3.10692264109157e-14)) + fs*(fs*(-1.76140761155593e-18*fs + 1.35192183493901e-14) - 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_L*(Treble_L*fs*(fs*(4.09065163112436e-18*fs - 3.1996842386608e-16) + 3.26835558922325e-15) + fs*(fs*(-3.67052678836745e-18*fs - 3.2490595714095e-14) + 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(-1.8463230738282e-17*fs + 1.6533269438527e-13) - 1.28277858723121e-11) + 1.30866545657562e-10;
};
normal_R = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0),(a1/a0,a2/a0,a3/a0,a4/a0)) : alembic_normclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_R = vslider("Bass_R[name:Bass_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_R = vslider("Middle_R[name:Middle_R]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_R = vslider("Volume_R[name:Volume_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_R = vslider("Treble_R[name:Treble_R]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(1.17882146159178e-17*fs + 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs - 2.07004392829875e-15) - 1.0070880757276e-11) - 6.70506959004678e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(-1.65035004622849e-18*fs - 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(-1.03234662466208e-16*fs - 5.91603840340603e-13) - 3.93943739504993e-12)) + Treble_R*fs*(fs*(7.37390446187197e-16*fs + 2.99972440013567e-14) + 1.67208717956279e-13) + fs*(fs*(-7.37390446187197e-16*fs - 2.99972440013567e-14) - 1.67208717956279e-13));
b1 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(-4.71528584636711e-17*fs - 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs + 4.1400878565975e-15) - 1.34101391800936e-10)) + Middle_R*(Bass_R*pow(fs,3)*(6.60140018491395e-18*fs + 1.89303009112152e-14) + fs*(2.06469324932415e-16*pow(fs,2) - 7.87887479009986e-12)) + Treble_R*fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13) + fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13));
b2 = Volume_R*(Bass_R*(7.07292876955067e-17*Treble_R*pow(fs,4) + pow(fs,2)*(-7.07292876955067e-17*pow(fs,2) + 2.0141761514552e-11)) + Middle_R*(Bass_R*pow(fs,2)*(-9.90210027737093e-18*pow(fs,2) + 1.2605530829288e-13) + 1.18320768068121e-12*pow(fs,2)) - 5.99944880027134e-14*Treble_R*pow(fs,2) + 5.99944880027134e-14*pow(fs,2));
b3 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(-4.71528584636711e-17*fs + 1.57176194878902e-16) + fs*(pow(fs,2)*(4.71528584636711e-17*fs - 4.1400878565975e-15) + 1.34101391800936e-10)) + Middle_R*(Bass_R*pow(fs,3)*(6.60140018491395e-18*fs - 1.89303009112152e-14) + fs*(-2.06469324932415e-16*pow(fs,2) + 7.87887479009986e-12)) + Treble_R*fs*(1.47478089237439e-15*pow(fs,2) - 3.34417435912558e-13) + fs*(-1.47478089237439e-15*pow(fs,2) + 3.34417435912558e-13));
b4 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(1.17882146159178e-17*fs - 7.85880974394511e-17) + fs*(fs*(fs*(-1.17882146159178e-17*fs + 2.07004392829875e-15) - 1.0070880757276e-11) + 6.70506959004678e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(-1.65035004622849e-18*fs + 9.46515045560758e-15) - 6.30276541464398e-14) + fs*(fs*(1.03234662466208e-16*fs - 5.91603840340603e-13) + 3.93943739504993e-12)) + Treble_R*fs*(fs*(-7.37390446187197e-16*fs + 2.99972440013567e-14) - 1.67208717956279e-13) + fs*(fs*(7.37390446187197e-16*fs - 2.99972440013567e-14) + 1.67208717956279e-13));
a0 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(-6.53947709737567e-20*fs - 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs - 5.12285438072112e-16) - 6.87767642075504e-14) - 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs + 2.67064048181331e-15) + 3.79482593534319e-13) + 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(-4.86040672241183e-21*fs - 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs - 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs + 2.16252174019074e-16) + 4.38213044301358e-15) + 1.99261186829939e-14)) + Treble_R*(Treble_R*pow(fs,2)*(-3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(4.25647533392492e-19*fs - 2.42268872585805e-15) - 3.10692264109157e-14)) + fs*(fs*(1.76140761155593e-18*fs + 1.35192183493901e-14) + 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_R*(Treble_R*fs*(fs*(-4.09065163112436e-18*fs - 3.1996842386608e-16) - 3.26835558922325e-15) + fs*(fs*(3.67052678836745e-18*fs - 3.2490595714095e-14) - 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(1.8463230738282e-17*fs + 1.6533269438527e-13) + 1.28277858723121e-11) + 1.30866545657562e-10;
a1 = Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(2.61579083895027e-19*fs + 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs + 1.02457087614422e-15) - 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs - 5.34128096362661e-15) + 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(1.94416268896473e-20*fs + 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs + 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs - 4.32504348038148e-16) + 3.98522373659879e-14)) + Treble_R*(6.08067904846417e-19*Treble_R*pow(fs,3) + fs*(-8.51295066784983e-19*pow(fs,2) - 6.21384528218315e-14)) + fs*(-3.52281522311187e-18*pow(fs,2) + 5.16835993122826e-13) + 4.187729461042e-12) + Treble_R*(Treble_R*fs*(8.18130326224871e-18*pow(fs,2) - 6.5367111784465e-15) + fs*(-7.3410535767349e-18*pow(fs,2) - 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(-3.69264614765639e-17*pow(fs,2) + 2.56555717446241e-11) + 5.2346618263025e-10;
a2 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(-3.9236862584254e-19*pow(fs,2) + 1.94513470289805e-16) + pow(fs,2)*(3.52070936843408e-19*pow(fs,2) + 1.37553528415101e-13)) + pow(fs,2)*(1.77096294836582e-18*pow(fs,2) - 7.58965187068638e-13) + 1.57039854789075e-10) + Middle_R*(Bass_R*(Treble_R*(-2.9162440334471e-20*Treble_R*pow(fs,4) + pow(fs,2)*(4.08274164682594e-20*pow(fs,2) + 9.9257445125026e-16)) + pow(fs,2)*(1.68951342332916e-19*pow(fs,2) - 8.76426088602715e-15)) + Treble_R*(7.78053881159219e-18*Treble_R*pow(fs,2) + 4.84537745171611e-15*pow(fs,2)) - 2.70384366987801e-14*pow(fs,2) + 6.281594191563e-12) + Treble_R*(6.3993684773216e-16*Treble_R*pow(fs,2) + 6.498119142819e-14*pow(fs,2) - 1.57039854789075e-10) - 3.3066538877054e-13*pow(fs,2) + 7.85199273945375e-10;
a3 = Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(2.61579083895027e-19*fs - 1.72651747077921e-17) + fs*(pow(fs,2)*(-2.34713957895606e-19*fs - 1.02457087614422e-15) + 1.55221749291264e-12)) + fs*(pow(fs,2)*(-1.18064196557721e-18*fs + 5.34128096362661e-15) - 1.29246313109701e-11) + 1.0469323652605e-10) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(1.94416268896473e-20*fs - 1.24382763314569e-19) + pow(fs,3)*(-2.72182776455063e-20*fs - 7.73979554210525e-17)) + fs*(pow(fs,2)*(-1.12634228221944e-19*fs + 4.32504348038148e-16) - 3.98522373659879e-14)) + Treble_R*(-6.08067904846417e-19*Treble_R*pow(fs,3) + fs*(8.51295066784983e-19*pow(fs,2) + 6.21384528218315e-14)) + fs*(3.52281522311187e-18*pow(fs,2) - 5.16835993122826e-13) + 4.187729461042e-12) + Treble_R*(Treble_R*fs*(-8.18130326224871e-18*pow(fs,2) + 6.5367111784465e-15) + fs*(7.3410535767349e-18*pow(fs,2) + 5.11934826880362e-12) - 1.0469323652605e-10) + fs*(3.69264614765639e-17*pow(fs,2) - 2.56555717446241e-11) + 5.2346618263025e-10;
a4 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(-6.53947709737567e-20*fs + 8.63258735389604e-18) - 9.72567351449023e-17) + fs*(fs*(fs*(5.86784894739014e-20*fs + 5.12285438072112e-16) - 6.87767642075504e-14) + 7.76108746456321e-13)) + fs*(fs*(fs*(2.95160491394304e-19*fs - 2.67064048181331e-15) + 3.79482593534319e-13) - 6.46231565548504e-12) + 2.61733091315125e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(-4.86040672241183e-21*fs + 6.21913816572845e-20) + pow(fs,2)*(fs*(6.80456941137657e-21*fs + 3.86989777105262e-17) - 4.9628722562513e-16)) + fs*(fs*(fs*(2.8158557055486e-20*fs - 2.16252174019074e-16) + 4.38213044301358e-15) - 1.99261186829939e-14)) + Treble_R*(Treble_R*pow(fs,2)*(3.04033952423208e-19*fs - 3.89026940579609e-18) + fs*(fs*(-4.25647533392492e-19*fs - 2.42268872585805e-15) + 3.10692264109157e-14)) + fs*(fs*(-1.76140761155593e-18*fs + 1.35192183493901e-14) - 2.58417996561413e-13) + 1.0469323652605e-12) + Treble_R*(Treble_R*fs*(fs*(4.09065163112436e-18*fs - 3.1996842386608e-16) + 3.26835558922325e-15) + fs*(fs*(-3.67052678836745e-18*fs - 3.2490595714095e-14) + 2.55967413440181e-12) - 2.61733091315125e-11) + fs*(fs*(-1.8463230738282e-17*fs + 1.6533269438527e-13) - 1.28277858723121e-11) + 1.30866545657562e-10;
};
alembic_normclip = _<: ba.if(signbit(_), alembic_norm_neg_clip, alembic_norm_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_norm_clip = ffunction(float alembic_normclip(float), "alembic_norm_table.h", "");
alembic_norm_neg_clip = ffunction(float alembic_norm_negclip(float), "alembic_norm_neg_table.h", "");
};
bright_L = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : alembic_briteclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_L = vslider("Bass_L[name:Bass_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_L = vslider("Middle_L[name:Middle_L]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_L = vslider("Volume_L[name:Volume_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_L = vslider("Treble_L[name:Treble_L]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-22*fs + 2.88742248281528e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-22*fs - 3.00430509368582e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) - 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-23*fs - 9.59122413860399e-19) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs - 5.99684930400747e-17) - 1.44908038300355e-13) - 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs + 1.82089564663e-16) + 7.34564519198978e-15) + 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-22*fs + 1.21495106849477e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-23*fs + 5.55529015703311e-19) + 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs - 1.82089564663e-16) - 7.34564519198978e-15) - 4.08909217990967e-14));
b1 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-3.45937198420361e-21*fs - 8.66226744844584e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(3.45937198420361e-21*fs + 9.01291528105746e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) - 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(4.84312077788506e-22*fs + 2.8773672415812e-18) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs + 5.99684930400747e-17) - 1.44908038300355e-13) - 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs - 1.82089564663e-16) + 7.34564519198978e-15) + 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(-3.45937198420361e-21*fs - 3.64485320548431e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-4.84312077788506e-22*fs - 1.66658704710993e-18) - 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs + 1.82089564663e-16) - 7.34564519198978e-15) - 1.2267276539729e-13));
b2 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(6.91874396840722e-21*fs + 5.77484496563056e-18) - 3.84374664911509e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-21*fs - 6.00861018737164e-18) + 2.19462035274078e-15) + 4.93354205544096e-12) - 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-9.68624155577011e-22*fs - 1.9182448277208e-18) + 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs + 1.19936986080149e-16) + 2.8981607660071e-13) - 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs - 3.64179129326e-16) - 1.46912903839796e-14) + 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-21*fs + 2.42990213698954e-19) - 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(9.68624155577011e-22*fs + 1.11105803140662e-18) - 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs - 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs + 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs - 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs + 3.64179129326e-16) + 1.46912903839796e-14) - 8.17818435981933e-14));
b3 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-21*fs + 5.77484496563056e-18) + 3.84374664911509e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-21*fs - 6.00861018737164e-18) - 2.19462035274078e-15) + 4.93354205544096e-12) + 3.27945192828755e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-22*fs - 1.9182448277208e-18) - 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs - 1.19936986080149e-16) + 2.8981607660071e-13) + 1.92678023517343e-12)) + Treble_L*fs*(fs*(fs*(8.65579032643287e-20*fs + 3.64179129326e-16) - 1.46912903839796e-14) - 8.17818435981933e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-21*fs + 2.42990213698954e-19) + 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-22*fs + 1.11105803140662e-18) + 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs + 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_L*pow(fs,2)*(fs*(-8.65579032643287e-20*fs - 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs + 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs - 3.64179129326e-16) + 1.46912903839796e-14) + 8.17818435981933e-14));
b4 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(3.45937198420361e-21*fs - 8.66226744844584e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-3.45937198420361e-21*fs + 9.01291528105746e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) + 4.91917789243133e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(-4.84312077788506e-22*fs + 2.8773672415812e-18) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs - 5.99684930400747e-17) - 1.44908038300355e-13) + 2.89017035276015e-12)) + Treble_L*fs*(fs*(fs*(-1.29836854896493e-19*fs + 1.82089564663e-16) + 7.34564519198978e-15) - 1.2267276539729e-13) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(-3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(3.45937198420361e-21*fs - 3.64485320548431e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(4.84312077788506e-22*fs - 1.66658704710993e-18) + 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(1.29836854896493e-19*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs - 1.82089564663e-16) - 7.34564519198978e-15) + 1.2267276539729e-13));
b5 = Volume_L*(Bass_L*(Treble_L*pow(fs,3)*(fs*(-6.91874396840722e-22*fs + 2.88742248281528e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-22*fs - 3.00430509368582e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) + 1.63972596414378e-11)) + Middle_L*(Bass_L*pow(fs,2)*(fs*(fs*(9.68624155577011e-23*fs - 9.59122413860399e-19) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs + 5.99684930400747e-17) - 1.44908038300355e-13) + 9.63390117586717e-13)) + Treble_L*fs*(fs*(fs*(4.32789516321643e-20*fs - 1.82089564663e-16) + 7.34564519198978e-15) - 4.08909217990967e-14) + Volume_L*(Bass_L*(Treble_L*pow(fs,4)*(6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-22*fs + 1.21495106849477e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-9.68624155577011e-23*fs + 5.55529015703311e-19) - 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_L*pow(fs,2)*(fs*(-4.32789516321643e-20*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs + 1.82089564663e-16) - 7.34564519198978e-15) + 4.08909217990967e-14));
a0 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-24*fs - 1.64989702525133e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-24*fs - 1.57172472604439e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) - 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-25*fs + 1.03020062404785e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) + 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-25*fs - 1.19226360837823e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-25*fs - 6.07263463953272e-22) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-26*fs + 1.04066508425183e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) + 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) - 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs + 6.50953455217104e-19) + 3.31397583073083e-15) + 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) - 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) - 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-24*fs + 5.06664243269087e-22) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-24*fs + 3.00670847416855e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-23*fs + 9.5068384229614e-20) + 1.02988983768651e-17) - 1.30486302011578e-17) - 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(-3.99374125558385e-25*fs + 2.27132232044654e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-24*fs + 5.65134377825805e-21) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs + 3.53068929659391e-19) - 5.29245486955245e-19) - 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) + 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-23*fs - 1.25906879957409e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-24*fs - 9.17181360088287e-21) - 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) - 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) + 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) + 3.13857383051234e-12) + 3.20034390112309e-11;
a1 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(1.91907672110931e-23*fs + 4.94969107575399e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-1.72198049774899e-23*fs + 4.71517417813316e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) - 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(-1.97096223360315e-24*fs - 3.09060187214354e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) + 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.42633616270852e-24*fs + 3.5767908251347e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-1.99687062779193e-24*fs + 1.82179039185982e-21) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-2.75934712704441e-25*fs - 3.12199525275548e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) + 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) - 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs - 6.50953455217104e-19) + 3.31397583073083e-15) + 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) - 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) - 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.91907672110931e-23*fs - 1.51999272980726e-21) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(1.72198049774899e-23*fs - 9.02012542250564e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-8.26759555451817e-23*fs - 2.85205152688842e-19) - 1.02988983768651e-17) - 1.30486302011578e-17) - 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(1.99687062779193e-24*fs - 6.81396696133963e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-7.71154779846327e-24*fs - 1.69540313347742e-20) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs - 3.53068929659391e-19) - 5.29245486955245e-19) - 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) + 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(8.46469177787849e-23*fs + 3.77720639872226e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(7.98748251116771e-24*fs + 2.75154408026486e-20) + 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) - 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) + 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) + 9.41572149153703e-12) + 1.60017195056154e-10;
a2 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-3.83815344221861e-23*fs - 3.29979405050266e-20) + 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-23*fs - 3.14344945208878e-20) + 2.58632337997126e-16) + 3.37298465005315e-14) - 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-24*fs + 2.06040124809569e-19) - 1.31818517694201e-15) - 1.85997429130102e-13) + 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-2.85267232541704e-24*fs - 2.38452721675646e-21) + 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-24*fs - 1.21452692790654e-21) + 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-25*fs + 2.08133016850365e-20) - 1.06049227998976e-16) - 2.1456407474636e-15) + 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs + 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs + 7.62007492763576e-20) + 1.18858509076923e-15) - 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs - 1.30190691043421e-18) - 6.62795166146167e-15) + 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs + 2.03829876526765e-18) + 1.56880340297935e-16) - 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs + 2.01862334841852e-18) + 1.6191630090684e-14) - 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(3.83815344221861e-23*fs + 1.01332848653817e-21) - 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-23*fs + 6.01341694833709e-20) - 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-22*fs + 1.90136768459228e-19) - 2.05977967537302e-17) + 2.60972604023156e-17) - 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(-3.99374125558385e-24*fs + 4.54264464089309e-21) - 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-23*fs + 1.13026875565161e-20) + 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs - 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs - 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs - 7.06137859318782e-19) + 1.05849097391049e-18) - 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs - 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs - 3.81387961202917e-18) - 3.00465040562453e-16) + 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-1.6929383555757e-22*fs - 2.51813759914817e-19) + 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-1.59749650223354e-23*fs - 1.83436272017657e-20) + 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs + 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs + 1.55559920878143e-17) + 1.20492938589323e-15) - 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs - 1.17045532708229e-17) - 9.04080692375347e-16) + 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs - 1.28818135416872e-17) - 8.11651441302083e-14) + 6.27714766102469e-12) + 3.20034390112308e-10;
a3 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-23*fs - 3.29979405050266e-20) - 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-23*fs - 3.14344945208878e-20) - 2.58632337997126e-16) + 3.37298465005315e-14) + 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-24*fs + 2.06040124809569e-19) + 1.31818517694201e-15) - 1.85997429130102e-13) - 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-24*fs - 2.38452721675646e-21) - 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-24*fs - 1.21452692790654e-21) - 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-25*fs + 2.08133016850365e-20) + 1.06049227998976e-16) - 2.1456407474636e-15) - 9.74587234342413e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-3.56887516456429e-23*fs - 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs - 7.62007492763576e-20) + 1.18858509076923e-15) + 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs + 1.30190691043421e-18) - 6.62795166146167e-15) - 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(-4.80177494473307e-22*fs - 2.03829876526765e-18) + 1.56880340297935e-16) + 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs - 2.01862334841852e-18) + 1.6191630090684e-14) + 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-23*fs + 1.01332848653817e-21) + 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(3.44396099549798e-23*fs + 6.01341694833709e-20) + 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-22*fs + 1.90136768459228e-19) + 2.05977967537302e-17) + 2.60972604023156e-17) + 3.07233014507816e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(3.99374125558385e-24*fs + 4.54264464089309e-21) + 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-23*fs + 1.13026875565161e-20) - 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_L*(Treble_L*pow(fs,3)*(3.56887516456429e-23*fs + 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs + 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs + 7.06137859318782e-19) + 1.05849097391049e-18) + 1.22893205803126e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(4.80177494473307e-22*fs + 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs + 3.81387961202917e-18) - 3.00465040562453e-16) - 3.07233014507816e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-22*fs - 2.51813759914817e-19) - 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-23*fs - 1.83436272017657e-20) - 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs - 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs - 1.55559920878143e-17) + 1.20492938589323e-15) + 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs + 1.17045532708229e-17) - 9.04080692375347e-16) - 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs + 1.28818135416872e-17) - 8.11651441302083e-14) - 6.27714766102469e-12) + 3.20034390112308e-10;
a4 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(-1.91907672110931e-23*fs + 4.94969107575399e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(1.72198049774899e-23*fs + 4.71517417813316e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) + 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(1.97096223360315e-24*fs - 3.09060187214354e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) - 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-1.42633616270852e-24*fs + 3.5767908251347e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(1.99687062779193e-24*fs + 1.82179039185982e-21) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(2.75934712704441e-25*fs - 3.12199525275548e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) - 1.46188085151362e-14)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(5.35331274684644e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) + 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs + 6.50953455217104e-19) + 3.31397583073083e-15) - 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_L*(Treble_L*fs*(fs*(fs*(7.20266241709961e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) + 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) + 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(1.91907672110931e-23*fs - 1.51999272980726e-21) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-1.72198049774899e-23*fs - 9.02012542250564e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(8.26759555451817e-23*fs - 2.85205152688842e-19) + 1.02988983768651e-17) - 1.30486302011578e-17) + 4.60849521761724e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(-1.99687062779193e-24*fs - 6.81396696133963e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(7.71154779846327e-24*fs - 1.69540313347742e-20) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(-5.35331274684644e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs + 3.53068929659391e-19) - 5.29245486955245e-19) + 1.8433980870469e-16)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-7.20266241709961e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) - 4.60849521761724e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(-8.46469177787849e-23*fs + 3.77720639872226e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(-7.98748251116771e-24*fs + 2.75154408026486e-20) - 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) + 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) - 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) - 9.41572149153703e-12) + 1.60017195056154e-10;
a5 = Bass_L*(Treble_L*(Treble_L*pow(fs,2)*(fs*(fs*(3.83815344221861e-24*fs - 1.64989702525133e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-24*fs - 1.57172472604439e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) + 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-25*fs + 1.03020062404785e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) - 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(2.85267232541704e-25*fs - 1.19226360837823e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-25*fs - 6.07263463953272e-22) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-26*fs + 1.04066508425183e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) - 4.87293617171206e-15)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(-1.78443758228215e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) + 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs - 6.50953455217104e-19) + 3.31397583073083e-15) - 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_L*(Treble_L*fs*(fs*(fs*(-2.40088747236654e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) + 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) + 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,3)*(fs*(-3.83815344221861e-24*fs + 5.06664243269087e-22) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(3.44396099549798e-24*fs + 3.00670847416855e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-23*fs + 9.5068384229614e-20) - 1.02988983768651e-17) - 1.30486302011578e-17) + 1.53616507253908e-15)) + Middle_L*(Bass_L*(Treble_L*(Treble_L*pow(fs,4)*(-2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(3.99374125558385e-25*fs + 2.27132232044654e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-24*fs + 5.65134377825805e-21) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_L*(Treble_L*pow(fs,3)*(1.78443758228215e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs - 3.53068929659391e-19) - 5.29245486955245e-19) + 6.14466029015632e-17)) + Treble_L*(Treble_L*pow(fs,2)*(fs*(2.40088747236654e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) - 1.53616507253908e-15)) + Volume_L*(Bass_L*pow(fs,2)*(fs*(fs*(1.6929383555757e-23*fs - 1.25906879957409e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_L*(Bass_L*pow(fs,3)*(fs*(1.59749650223354e-24*fs - 9.17181360088287e-21) + 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) + 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) - 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) - 3.13857383051234e-12) + 3.20034390112309e-11;
};
bright_R = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) : alembic_briteclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Bass_R = vslider("Bass_R[name:Bass_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Middle_R = vslider("Middle_R[name:Middle_R]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
Volume_R = vslider("Volume_R[name:Volume_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
Treble_R = vslider("Treble_R[name:Treble_R]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(6.91874396840722e-22*fs + 2.88742248281528e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-22*fs - 3.00430509368582e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) - 1.63972596414378e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(-9.68624155577011e-23*fs - 9.59122413860399e-19) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs - 5.99684930400747e-17) - 1.44908038300355e-13) - 9.63390117586717e-13)) + Treble_R*fs*(fs*(fs*(4.32789516321643e-20*fs + 1.82089564663e-16) + 7.34564519198978e-15) + 4.08909217990967e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(-6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-22*fs + 1.21495106849477e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(9.68624155577011e-23*fs + 5.55529015703311e-19) + 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(-4.32789516321643e-20*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs - 1.82089564663e-16) - 7.34564519198978e-15) - 4.08909217990967e-14));
b1 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(-3.45937198420361e-21*fs - 8.66226744844584e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(3.45937198420361e-21*fs + 9.01291528105746e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) - 4.91917789243133e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(4.84312077788506e-22*fs + 2.8773672415812e-18) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs + 5.99684930400747e-17) - 1.44908038300355e-13) - 2.89017035276015e-12)) + Treble_R*fs*(fs*(fs*(-1.29836854896493e-19*fs - 1.82089564663e-16) + 7.34564519198978e-15) + 1.2267276539729e-13) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(-3.45937198420361e-21*fs - 3.64485320548431e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-4.84312077788506e-22*fs - 1.66658704710993e-18) - 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(1.29836854896493e-19*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs + 1.82089564663e-16) - 7.34564519198978e-15) - 1.2267276539729e-13));
b2 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(6.91874396840722e-21*fs + 5.77484496563056e-18) - 3.84374664911509e-17) + fs*(fs*(fs*(fs*(-6.91874396840722e-21*fs - 6.00861018737164e-18) + 2.19462035274078e-15) + 4.93354205544096e-12) - 3.27945192828755e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(-9.68624155577011e-22*fs - 1.9182448277208e-18) + 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs + 1.19936986080149e-16) + 2.8981607660071e-13) - 1.92678023517343e-12)) + Treble_R*fs*(fs*(fs*(8.65579032643287e-20*fs - 3.64179129326e-16) - 1.46912903839796e-14) + 8.17818435981933e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(-6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(6.91874396840722e-21*fs + 2.42990213698954e-19) - 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(9.68624155577011e-22*fs + 1.11105803140662e-18) - 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs - 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_R*pow(fs,2)*(fs*(-8.65579032643287e-20*fs + 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs - 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs + 3.64179129326e-16) + 1.46912903839796e-14) - 8.17818435981933e-14));
b3 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(-6.91874396840722e-21*fs + 5.77484496563056e-18) + 3.84374664911509e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-21*fs - 6.00861018737164e-18) - 2.19462035274078e-15) + 4.93354205544096e-12) + 3.27945192828755e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(9.68624155577011e-22*fs - 1.9182448277208e-18) - 4.63680690774447e-15) + 3.0826848125903e-14) + fs*(fs*(fs*(-1.2118106457006e-20*fs - 1.19936986080149e-16) + 2.8981607660071e-13) + 1.92678023517343e-12)) + Treble_R*fs*(fs*(fs*(8.65579032643287e-20*fs + 3.64179129326e-16) - 1.46912903839796e-14) - 8.17818435981933e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(6.91874396840722e-21*fs - 9.2249919578762e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-21*fs + 2.42990213698954e-19) + 1.18216112899514e-15) - 7.87068462789012e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-9.68624155577011e-22*fs + 1.11105803140662e-18) + 7.39844355021672e-18) + pow(fs,2)*(fs*(1.2118106457006e-20*fs + 6.94448758426244e-17) - 4.62427256441624e-16)) + Treble_R*pow(fs,2)*(fs*(-8.65579032643287e-20*fs - 3.52119905796384e-18) + 1.96276424635664e-17) + pow(fs,2)*(fs*(8.65579032643287e-20*fs + 3.52119905796384e-18) - 1.96276424635664e-17)) + fs*(fs*(fs*(-8.65579032643287e-20*fs - 3.64179129326e-16) + 1.46912903839796e-14) + 8.17818435981933e-14));
b4 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(3.45937198420361e-21*fs - 8.66226744844584e-18) + 1.92187332455754e-17) + fs*(fs*(fs*(fs*(-3.45937198420361e-21*fs + 9.01291528105746e-18) - 1.09731017637039e-15) - 2.46677102772048e-12) + 4.91917789243133e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(-4.84312077788506e-22*fs + 2.8773672415812e-18) - 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(1.8177159685509e-20*fs - 5.99684930400747e-17) - 1.44908038300355e-13) + 2.89017035276015e-12)) + Treble_R*fs*(fs*(fs*(-1.29836854896493e-19*fs + 1.82089564663e-16) + 7.34564519198978e-15) - 1.2267276539729e-13) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(-3.45937198420361e-21*fs + 1.38374879368143e-20) + pow(fs,2)*(fs*(fs*(3.45937198420361e-21*fs - 3.64485320548431e-19) + 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(4.84312077788506e-22*fs - 1.66658704710993e-18) + 3.69922177510836e-18) + pow(fs,2)*(fs*(-1.8177159685509e-20*fs + 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(1.29836854896493e-19*fs - 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(-1.29836854896493e-19*fs + 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(1.29836854896493e-19*fs - 1.82089564663e-16) - 7.34564519198978e-15) + 1.2267276539729e-13));
b5 = Volume_R*(Bass_R*(Treble_R*pow(fs,3)*(fs*(-6.91874396840722e-22*fs + 2.88742248281528e-18) - 1.92187332455754e-17) + fs*(fs*(fs*(fs*(6.91874396840722e-22*fs - 3.00430509368582e-18) + 1.09731017637039e-15) - 2.46677102772048e-12) + 1.63972596414378e-11)) + Middle_R*(Bass_R*pow(fs,2)*(fs*(fs*(9.68624155577011e-23*fs - 9.59122413860399e-19) + 2.31840345387224e-15) - 1.54134240629515e-14) + fs*(fs*(fs*(-6.05905322850301e-21*fs + 5.99684930400747e-17) - 1.44908038300355e-13) + 9.63390117586717e-13)) + Treble_R*fs*(fs*(fs*(4.32789516321643e-20*fs - 1.82089564663e-16) + 7.34564519198978e-15) - 4.08909217990967e-14) + Volume_R*(Bass_R*(Treble_R*pow(fs,4)*(6.91874396840722e-22*fs - 4.6124959789381e-21) + pow(fs,2)*(fs*(fs*(-6.91874396840722e-22*fs + 1.21495106849477e-19) - 5.91080564497569e-16) + 3.93534231394506e-15)) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-9.68624155577011e-23*fs + 5.55529015703311e-19) - 3.69922177510836e-18) + pow(fs,2)*(fs*(6.05905322850301e-21*fs - 3.47224379213122e-17) + 2.31213628220812e-16)) + Treble_R*pow(fs,2)*(fs*(-4.32789516321643e-20*fs + 1.76059952898192e-18) - 9.8138212317832e-18) + pow(fs,2)*(fs*(4.32789516321643e-20*fs - 1.76059952898192e-18) + 9.8138212317832e-18)) + fs*(fs*(fs*(-4.32789516321643e-20*fs + 1.82089564663e-16) - 7.34564519198978e-15) + 4.08909217990967e-14));
a0 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(-3.83815344221861e-24*fs - 1.64989702525133e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-24*fs - 1.57172472604439e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) - 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-25*fs + 1.03020062404785e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) + 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-2.85267232541704e-25*fs - 1.19226360837823e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-25*fs - 6.07263463953272e-22) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-26*fs + 1.04066508425183e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) + 4.87293617171206e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-1.78443758228215e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) - 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs + 6.50953455217104e-19) + 3.31397583073083e-15) + 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_R*(Treble_R*fs*(fs*(fs*(-2.40088747236654e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) - 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) - 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(3.83815344221861e-24*fs + 5.06664243269087e-22) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-24*fs + 3.00670847416855e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-23*fs + 9.5068384229614e-20) + 1.02988983768651e-17) - 1.30486302011578e-17) - 1.53616507253908e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(-3.99374125558385e-25*fs + 2.27132232044654e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-24*fs + 5.65134377825805e-21) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(1.78443758228215e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs + 3.53068929659391e-19) - 5.29245486955245e-19) - 6.14466029015632e-17)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(2.40088747236654e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) + 1.53616507253908e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(-1.6929383555757e-23*fs - 1.25906879957409e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-1.59749650223354e-24*fs - 9.17181360088287e-21) - 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) - 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) + 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) + 3.13857383051234e-12) + 3.20034390112309e-11;
a1 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(1.91907672110931e-23*fs + 4.94969107575399e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-1.72198049774899e-23*fs + 4.71517417813316e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) - 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(-1.97096223360315e-24*fs - 3.09060187214354e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) + 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(1.42633616270852e-24*fs + 3.5767908251347e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-1.99687062779193e-24*fs + 1.82179039185982e-21) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-2.75934712704441e-25*fs - 3.12199525275548e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) + 1.46188085151362e-14)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(5.35331274684644e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) - 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs - 6.50953455217104e-19) + 3.31397583073083e-15) + 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(7.20266241709961e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) - 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) - 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-1.91907672110931e-23*fs - 1.51999272980726e-21) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(1.72198049774899e-23*fs - 9.02012542250564e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-8.26759555451817e-23*fs - 2.85205152688842e-19) - 1.02988983768651e-17) - 1.30486302011578e-17) - 4.60849521761724e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(-1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(1.99687062779193e-24*fs - 6.81396696133963e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-7.71154779846327e-24*fs - 1.69540313347742e-20) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(-5.35331274684644e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs - 3.53068929659391e-19) - 5.29245486955245e-19) - 1.8433980870469e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-7.20266241709961e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) + 4.60849521761724e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(8.46469177787849e-23*fs + 3.77720639872226e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(7.98748251116771e-24*fs + 2.75154408026486e-20) + 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) - 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) + 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) + 9.41572149153703e-12) + 1.60017195056154e-10;
a2 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(-3.83815344221861e-23*fs - 3.29979405050266e-20) + 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(3.44396099549798e-23*fs - 3.14344945208878e-20) + 2.58632337997126e-16) + 3.37298465005315e-14) - 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(3.9419244672063e-24*fs + 2.06040124809569e-19) - 1.31818517694201e-15) - 1.85997429130102e-13) + 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-2.85267232541704e-24*fs - 2.38452721675646e-21) + 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(3.99374125558385e-24*fs - 1.21452692790654e-21) + 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(5.51869425408882e-25*fs + 2.08133016850365e-20) - 1.06049227998976e-16) - 2.1456407474636e-15) + 9.74587234342413e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-3.56887516456429e-23*fs + 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs + 7.62007492763576e-20) + 1.18858509076923e-15) - 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs - 1.30190691043421e-18) - 6.62795166146167e-15) + 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(-4.80177494473307e-22*fs + 2.03829876526765e-18) + 1.56880340297935e-16) - 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs + 2.01862334841852e-18) + 1.6191630090684e-14) - 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(3.83815344221861e-23*fs + 1.01332848653817e-21) - 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(-3.44396099549798e-23*fs + 6.01341694833709e-20) - 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(1.65351911090363e-22*fs + 1.90136768459228e-19) - 2.05977967537302e-17) + 2.60972604023156e-17) - 3.07233014507816e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(-3.99374125558385e-24*fs + 4.54264464089309e-21) - 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(1.54230955969265e-23*fs + 1.13026875565161e-20) + 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_R*(Treble_R*pow(fs,3)*(3.56887516456429e-23*fs - 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs - 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs - 7.06137859318782e-19) + 1.05849097391049e-18) - 1.22893205803126e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(4.80177494473307e-22*fs - 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs - 3.81387961202917e-18) - 3.00465040562453e-16) + 3.07233014507816e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(-1.6929383555757e-22*fs - 2.51813759914817e-19) + 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-1.59749650223354e-23*fs - 1.83436272017657e-20) + 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs + 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs + 1.55559920878143e-17) + 1.20492938589323e-15) - 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs - 1.17045532708229e-17) - 9.04080692375347e-16) + 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs - 1.28818135416872e-17) - 8.11651441302083e-14) + 6.27714766102469e-12) + 3.20034390112308e-10;
a3 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(3.83815344221861e-23*fs - 3.29979405050266e-20) - 4.23361842085529e-18) + 4.75683067204341e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-23*fs - 3.14344945208878e-20) - 2.58632337997126e-16) + 3.37298465005315e-14) + 3.79595087629064e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-24*fs + 2.06040124809569e-19) + 1.31818517694201e-15) - 1.85997429130102e-13) - 3.16379347433778e-12) + 6.40068780224617e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(2.85267232541704e-24*fs - 2.38452721675646e-21) - 3.04178287872164e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-24*fs - 1.21452692790654e-21) - 1.89859422294145e-17) + 2.42734273721987e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-25*fs + 2.08133016850365e-20) + 1.06049227998976e-16) - 2.1456407474636e-15) - 9.74587234342413e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-3.56887516456429e-23*fs - 1.49159787601362e-19) + 1.90273226881736e-18) + fs*(fs*(fs*(4.99642523039001e-23*fs - 7.62007492763576e-20) + 1.18858509076923e-15) + 1.51959706366775e-14)) + fs*(fs*(fs*(6.90423876894517e-24*fs + 1.30190691043421e-18) - 6.62795166146167e-15) - 1.26515237578967e-13) + 2.56027512089847e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(-4.80177494473307e-22*fs - 2.03829876526765e-18) + 1.56880340297935e-16) + 1.5985539809452e-15) + fs*(fs*(fs*(4.30861503266556e-22*fs - 2.01862334841852e-18) + 1.6191630090684e-14) + 1.2550099991553e-12) - 6.40068780224617e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-3.83815344221861e-23*fs + 1.01332848653817e-21) + 1.14163936129042e-20) + pow(fs,2)*(fs*(fs*(3.44396099549798e-23*fs + 6.01341694833709e-20) + 8.07329848308013e-18) - 9.11028210309754e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-22*fs + 1.90136768459228e-19) + 2.05977967537302e-17) + 2.60972604023156e-17) + 3.07233014507816e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(-2.85267232541704e-24*fs + 7.30027890893193e-24) + pow(fs,3)*(fs*(3.99374125558385e-24*fs + 4.54264464089309e-21) + 5.82562256932768e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-23*fs + 1.13026875565161e-20) - 4.60065223472111e-20) + 2.33900936242179e-18)) + Treble_R*(Treble_R*pow(fs,3)*(3.56887516456429e-23*fs + 4.56655744516168e-22) + pow(fs,2)*(fs*(-4.99642523039001e-23*fs + 2.84385133875941e-19) - 3.64703295280259e-18)) + fs*(fs*(fs*(1.92952770446655e-22*fs + 7.06137859318782e-19) + 1.05849097391049e-18) + 1.22893205803126e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(4.80177494473307e-22*fs + 3.75592049622019e-20) - 3.83652955426848e-19) + fs*(fs*(fs*(-4.30861503266556e-22*fs + 3.81387961202917e-18) - 3.00465040562453e-16) - 3.07233014507816e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(1.6929383555757e-22*fs - 2.51813759914817e-19) - 3.25715096523769e-17) + 3.66237907101966e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(1.59749650223354e-23*fs - 1.83436272017657e-20) - 2.34192947398536e-19) + pow(fs,2)*(fs*(-1.998570092156e-22*fs - 1.14653956981738e-18) + 1.46378358378244e-17)) + fs*(fs*(fs*(-2.11797394272023e-21*fs - 1.55559920878143e-17) + 1.20492938589323e-15) + 1.22893205803126e-14)) + fs*(fs*(fs*(2.06865795151348e-21*fs + 1.17045532708229e-17) - 9.04080692375347e-16) - 9.21699043523448e-15)) + fs*(fs*(fs*(4.93159912067512e-23*fs + 1.28818135416872e-17) - 8.11651441302083e-14) - 6.27714766102469e-12) + 3.20034390112308e-10;
a4 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(-1.91907672110931e-23*fs + 4.94969107575399e-20) - 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(1.72198049774899e-23*fs + 4.71517417813316e-20) - 1.29316168998563e-16) - 1.68649232502658e-14) + 5.69392631443596e-13)) + fs*(fs*(fs*(fs*(1.97096223360315e-24*fs - 3.09060187214354e-19) + 6.59092588471003e-16) + 9.2998714565051e-14) - 4.74569021150667e-12) + 3.20034390112309e-11) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-1.42633616270852e-24*fs + 3.5767908251347e-21) - 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(1.99687062779193e-24*fs + 1.82179039185982e-21) - 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(2.75934712704441e-25*fs - 3.12199525275548e-20) + 5.30246139994882e-17) + 1.0728203737318e-15) - 1.46188085151362e-14)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(5.35331274684644e-23*fs - 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(-7.49463784558502e-23*fs - 3.81003746381788e-20) - 5.94292545384613e-16) + 2.27939559550162e-14)) + fs*(fs*(fs*(-1.03563581534178e-23*fs + 6.50953455217104e-19) + 3.31397583073083e-15) - 1.8977285636845e-13) + 1.28013756044923e-12) + Treble_R*(Treble_R*fs*(fs*(fs*(7.20266241709961e-22*fs - 1.01914938263382e-18) - 7.84401701489674e-17) + 2.3978309714178e-15) + fs*(fs*(fs*(-6.46292254899834e-22*fs - 1.00931167420926e-18) - 8.09581504534201e-15) + 1.88251499873295e-12) - 3.20034390112309e-11) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(1.91907672110931e-23*fs - 1.51999272980726e-21) + 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(-1.72198049774899e-23*fs - 9.02012542250564e-20) + 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(8.26759555451817e-23*fs - 2.85205152688842e-19) + 1.02988983768651e-17) - 1.30486302011578e-17) + 4.60849521761724e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(1.42633616270852e-24*fs - 1.09504183633979e-23) + pow(fs,3)*(fs*(-1.99687062779193e-24*fs - 6.81396696133963e-21) + 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(7.71154779846327e-24*fs - 1.69540313347742e-20) - 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(-5.35331274684644e-23*fs + 2.28327872258084e-22) + pow(fs,2)*(fs*(7.49463784558502e-23*fs + 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(-2.89429155669983e-22*fs + 3.53068929659391e-19) - 5.29245486955245e-19) + 1.8433980870469e-16)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-7.20266241709961e-22*fs + 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(6.46292254899834e-22*fs + 1.90693980601459e-18) + 1.50232520281226e-16) - 4.60849521761724e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(-8.46469177787849e-23*fs + 3.77720639872226e-19) - 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(-7.98748251116771e-24*fs + 2.75154408026486e-20) - 1.17096473699268e-19) + pow(fs,2)*(fs*(2.99785513823401e-22*fs - 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(3.17696091408035e-21*fs - 7.77799604390716e-18) - 6.02464692946613e-16) + 1.8433980870469e-14)) + fs*(fs*(fs*(-3.10298692727022e-21*fs + 5.85227663541147e-18) + 4.52040346187673e-16) - 1.38254856528517e-14)) + fs*(fs*(fs*(-7.39739868101268e-23*fs + 6.44090677084358e-18) + 4.05825720651041e-14) - 9.41572149153703e-12) + 1.60017195056154e-10;
a5 = Bass_R*(Treble_R*(Treble_R*pow(fs,2)*(fs*(fs*(3.83815344221861e-24*fs - 1.64989702525133e-20) + 2.11680921042765e-18) - 2.37841533602171e-17) + fs*(fs*(fs*(fs*(-3.44396099549798e-24*fs - 1.57172472604439e-20) + 1.29316168998563e-16) - 1.68649232502658e-14) + 1.89797543814532e-13)) + fs*(fs*(fs*(fs*(-3.9419244672063e-25*fs + 1.03020062404785e-19) - 6.59092588471003e-16) + 9.2998714565051e-14) - 1.58189673716889e-12) + 6.40068780224617e-12) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(2.85267232541704e-25*fs - 1.19226360837823e-21) + 1.52089143936082e-20) + pow(fs,2)*(fs*(fs*(-3.99374125558385e-25*fs - 6.07263463953272e-22) + 9.49297111470724e-18) - 1.21367136860993e-16)) + fs*(fs*(fs*(fs*(-5.51869425408882e-26*fs + 1.04066508425183e-20) - 5.30246139994882e-17) + 1.0728203737318e-15) - 4.87293617171206e-15)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(-1.78443758228215e-23*fs + 7.45798938006809e-20) - 9.51366134408682e-19) + fs*(fs*(fs*(2.49821261519501e-23*fs + 3.81003746381788e-20) - 5.94292545384613e-16) + 7.59798531833873e-15)) + fs*(fs*(fs*(3.45211938447258e-24*fs - 6.50953455217104e-19) + 3.31397583073083e-15) - 6.32576187894833e-14) + 2.56027512089847e-13) + Treble_R*(Treble_R*fs*(fs*(fs*(-2.40088747236654e-22*fs + 1.01914938263382e-18) - 7.84401701489674e-17) + 7.99276990472601e-16) + fs*(fs*(fs*(2.15430751633278e-22*fs + 1.00931167420926e-18) - 8.09581504534201e-15) + 6.27504999577649e-13) - 6.40068780224617e-12) + Volume_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,3)*(fs*(-3.83815344221861e-24*fs + 5.06664243269087e-22) - 5.70819680645209e-21) + pow(fs,2)*(fs*(fs*(3.44396099549798e-24*fs + 3.00670847416855e-20) - 4.03664924154006e-18) + 4.55514105154877e-17)) + fs*(fs*(fs*(fs*(-1.65351911090363e-23*fs + 9.5068384229614e-20) - 1.02988983768651e-17) - 1.30486302011578e-17) + 1.53616507253908e-15)) + Middle_R*(Bass_R*(Treble_R*(Treble_R*pow(fs,4)*(-2.85267232541704e-25*fs + 3.65013945446597e-24) + pow(fs,3)*(fs*(3.99374125558385e-25*fs + 2.27132232044654e-21) - 2.91281128466384e-20)) + pow(fs,2)*(fs*(fs*(-1.54230955969265e-24*fs + 5.65134377825805e-21) + 2.30032611736055e-20) - 1.1695046812109e-18)) + Treble_R*(Treble_R*pow(fs,3)*(1.78443758228215e-23*fs - 2.28327872258084e-22) + pow(fs,2)*(fs*(-2.49821261519501e-23*fs - 1.42192566937971e-19) + 1.82351647640129e-18)) + fs*(fs*(fs*(9.64763852233277e-23*fs - 3.53068929659391e-19) - 5.29245486955245e-19) + 6.14466029015632e-17)) + Treble_R*(Treble_R*pow(fs,2)*(fs*(2.40088747236654e-22*fs - 1.8779602481101e-20) + 1.91826477713424e-19) + fs*(fs*(fs*(-2.15430751633278e-22*fs - 1.90693980601459e-18) + 1.50232520281226e-16) - 1.53616507253908e-15)) + Volume_R*(Bass_R*pow(fs,2)*(fs*(fs*(1.6929383555757e-23*fs - 1.25906879957409e-19) + 1.62857548261884e-17) - 1.83118953550983e-16) + Middle_R*(Bass_R*pow(fs,3)*(fs*(1.59749650223354e-24*fs - 9.17181360088287e-21) + 1.17096473699268e-19) + pow(fs,2)*(fs*(-9.99285046078002e-23*fs + 5.73269784908691e-19) - 7.31891791891218e-18)) + fs*(fs*(fs*(-1.05898697136012e-21*fs + 7.77799604390716e-18) - 6.02464692946613e-16) + 6.14466029015632e-15)) + fs*(fs*(fs*(1.03432897575674e-21*fs - 5.85227663541147e-18) + 4.52040346187673e-16) - 4.60849521761724e-15)) + fs*(fs*(fs*(2.46579956033756e-23*fs - 6.44090677084358e-18) + 4.05825720651041e-14) - 3.13857383051234e-12) + 3.20034390112309e-11;
};
alembic_briteclip = _<: ba.if(signbit(_), alembic_brite_neg_clip, alembic_brite_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_brite_clip = ffunction(float alembic_briteclip(float), "alembic_brite_table.h", "");
alembic_brite_neg_clip = ffunction(float alembic_brite_negclip(float), "alembic_brite_neg_table.h", "");
};
output_L = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) : alembic_outclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master_L = vslider("Master_L[name:Master_L]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Master_L*fs*(-2.54284690253705e-8*fs - 1.69523126835804e-7);
b1 = 5.0856938050741e-8*Master_L*pow(fs,2);
b2 = Master_L*fs*(-2.54284690253705e-8*fs + 1.69523126835804e-7);
a0 = fs*(4.33864919358014e-10*fs + 7.81664517527894e-9) + 2.68307231780644e-8;
a1 = -8.67729838716027e-10*pow(fs,2) + 5.36614463561288e-8;
a2 = fs*(4.33864919358014e-10*fs - 7.81664517527894e-9) + 2.68307231780644e-8;
};
output_R = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) : alembic_outclip with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
Master_R = vslider("Master_R[name:Master_R]", 0.5, 0, 1, 0.01) : Inverted(0) : LogPot(3) : si.smooth(s);
b0 = Master_R*fs*(-2.54284690253705e-8*fs - 1.69523126835804e-7);
b1 = 5.0856938050741e-8*Master_R*pow(fs,2);
b2 = Master_R*fs*(-2.54284690253705e-8*fs + 1.69523126835804e-7);
a0 = fs*(4.33864919358014e-10*fs + 7.81664517527894e-9) + 2.68307231780644e-8;
a1 = -8.67729838716027e-10*pow(fs,2) + 5.36614463561288e-8;
a2 = fs*(4.33864919358014e-10*fs - 7.81664517527894e-9) + 2.68307231780644e-8;
};
alembic_outclip = _<: ba.if(signbit(_), alembic_out_neg_clip, alembic_out_clip) :>_ with {
signbit = ffunction(int signbit(float), "math.h", "");
alembic_out_clip = ffunction(float alembic_outclip(float), "alembic_out_table.h", "");
alembic_out_neg_clip = ffunction(float alembic_out_negclip(float), "alembic_out_neg_table.h", "");
};
briteswitch_L = _<:bright_L,normal_L:select2( checkbox("bright_L" ));
briteswitch_R = _<:bright_R,normal_R:select2( checkbox("bright_R" ));
amp_L = briteswitch_L:output_L;
amp_R = briteswitch_R:output_R;
freq_split = fi.filterbank(3, (86.0,210.0,1200.0,6531.0));
channel_L = freq_split: ( amp_L , amp_L , amp_L, amp_L, amp_L) :>_;
channel_R = freq_split: ( amp_R , amp_R , amp_R, amp_R, amp_R) :>_;
process = channel_L, channel_R ;
|
9422c62f5ff3f176bd921458f12d0e944b45fa2a955bc30870a8212932ab6004 | angelamurtas/Programmazione- | bancoscillatori.dsp | import("stdfaust.lib");
fader1 =vslider("[01] volume1" , 0., 0., 1., 0.01);
fader2 =vslider("[02] volume2" , 0., 0., 1., 0.01);
fader3 =vslider("[03] volume3" , 0., 0., 1., 0.01);
fader4 =vslider("[04] volume4" , 0., 0., 1., 0.01);
fader5 =vslider("[05] volume5" , 0., 0., 1., 0.01);
fader6 =vslider("[06] volume6" , 0., 0., 1., 0.01);
fader7 =vslider("[07] volume7" , 0., 0., 1., 0.01);
fader8 =vslider("[08] volume8" , 0., 0., 1., 0.01);
fader9 =vslider("[09] volume9" , 0., 0., 1., 0.01);
fader10 =vslider("[10] volume10" , 0., 0., 1., 0.01);
fader11 =vslider("[11] volume11" , 0., 0., 1., 0.01);
fader12 =vslider("[12] volume12" , 0., 0., 1., 0.01);
fader13 =vslider("[13] volume13" , 0., 0., 1., 0.01);
fader14 =vslider("[14] volume14" , 0., 0., 1., 0.01);
fader15 =vslider("[15] volume15" , 0., 0., 1., 0.01);
fader16 =vslider("[16] volume16" , 0., 0., 1., 0.01);
f1=440;
osc1=os.osc(f1*1);
osc2=os.osc(f1*2);
osc3=os.osc(f1*3);
osc4=os.osc(f1*4);
osc5=os.osc(f1*5);
osc6=os.osc(f1*6);
osc7=os.osc(f1*7);
osc8=os.osc(f1*8);
osc9=os.osc(f1*9);
osc10=os.osc(f1*10);
osc11=os.osc(f1*11);
osc12=os.osc(f1*12);
osc13=os.osc(f1*13);
osc14=os.osc(f1*14);
osc15=os.osc(f1*15);
osc16=os.osc(f1*16);
process = hgroup("mixer",osc1*(fader1),osc2 *(fader2),osc3 *(fader3), osc4 *(fader4),osc5 *(fader5),osc6 *(fader6),osc7 *(fader7),osc8 *(fader8),osc9 *(fader9),osc10 *(fader10),osc11 *(fader11),osc12 *(fader12),osc13 *(fader13),osc14 *(fader14),osc15 *(fader15),osc16 *(fader16) ) : +,+,+,+,+,+,+,+ : +,+,+,+ : +,+;
| https://raw.githubusercontent.com/angelamurtas/Programmazione-/bf8cf329460acf7334c7c4c11953ddcdf6d7e612/bancoscillatori.dsp | faust | import("stdfaust.lib");
fader1 =vslider("[01] volume1" , 0., 0., 1., 0.01);
fader2 =vslider("[02] volume2" , 0., 0., 1., 0.01);
fader3 =vslider("[03] volume3" , 0., 0., 1., 0.01);
fader4 =vslider("[04] volume4" , 0., 0., 1., 0.01);
fader5 =vslider("[05] volume5" , 0., 0., 1., 0.01);
fader6 =vslider("[06] volume6" , 0., 0., 1., 0.01);
fader7 =vslider("[07] volume7" , 0., 0., 1., 0.01);
fader8 =vslider("[08] volume8" , 0., 0., 1., 0.01);
fader9 =vslider("[09] volume9" , 0., 0., 1., 0.01);
fader10 =vslider("[10] volume10" , 0., 0., 1., 0.01);
fader11 =vslider("[11] volume11" , 0., 0., 1., 0.01);
fader12 =vslider("[12] volume12" , 0., 0., 1., 0.01);
fader13 =vslider("[13] volume13" , 0., 0., 1., 0.01);
fader14 =vslider("[14] volume14" , 0., 0., 1., 0.01);
fader15 =vslider("[15] volume15" , 0., 0., 1., 0.01);
fader16 =vslider("[16] volume16" , 0., 0., 1., 0.01);
f1=440;
osc1=os.osc(f1*1);
osc2=os.osc(f1*2);
osc3=os.osc(f1*3);
osc4=os.osc(f1*4);
osc5=os.osc(f1*5);
osc6=os.osc(f1*6);
osc7=os.osc(f1*7);
osc8=os.osc(f1*8);
osc9=os.osc(f1*9);
osc10=os.osc(f1*10);
osc11=os.osc(f1*11);
osc12=os.osc(f1*12);
osc13=os.osc(f1*13);
osc14=os.osc(f1*14);
osc15=os.osc(f1*15);
osc16=os.osc(f1*16);
process = hgroup("mixer",osc1*(fader1),osc2 *(fader2),osc3 *(fader3), osc4 *(fader4),osc5 *(fader5),osc6 *(fader6),osc7 *(fader7),osc8 *(fader8),osc9 *(fader9),osc10 *(fader10),osc11 *(fader11),osc12 *(fader12),osc13 *(fader13),osc14 *(fader14),osc15 *(fader15),osc16 *(fader16) ) : +,+,+,+,+,+,+,+ : +,+,+,+ : +,+;
|
|
82659272690424cf45520588f681ee6c05deb98b4b8465574f3e40e685e3989b | darkoverlordofdata/amp-sim-faust | amplifier.dsp | import("stdfaust.lib");
import("layout2.dsp");
// Modified version of https://github.com/creativeintent/temper/blob/master/Dsp/temper.dsp
// Adapted for PowerAmp simulation (addition of presence filter, param adaptation, small changes...)
// Distortion parameters
pdrive = hslider("Drive gain[style:knob]", 4.0, -10.0, 10.0, 0.001) : si.smooth(0.995);
psat = hslider("Saturation dry wet[style:knob]", 1.0, 0.0, 1.0, 0.001) : si.smooth(0.995);
pcurve = hslider("Curve k[style:knob]", 1.0, 0.1, 4.0, 0.001) : si.smooth(0.995);
// Output parameters
plevel = hslider("Level[style:knob]", -3, -24, 24, 1) : ba.db2linear : si.smooth(0.995);
// A fairly standard wave shaping curve; we use this to shape the input signal
// before modulating the filter coefficients by this signal. Which shaping curve
// we use here is pretty unimportant; as long as we can introduce higher harmonics,
// the coefficient modulation will react. Which harmonics we introduce here seems
// to affect the resulting sound pretty minimally.
//
// Also note here that we use an approximation of the `tanh` function for computational
// improvement. See `http://www.musicdsp.org/showone.php?id=238`.
tanh(x) = x * (27 + x * x) / (27 + 9 * x * x);
transfer(x) = tanh(pcurve * x) / tanh(pcurve);
// The allpass filter is stable for `|m(x)| <= 1`, but should not linger
// near +/-1.0 for very long. We therefore clamp the driven signal with a tanh
// function to ensure smooth coefficient calculation. We also here introduce
// a modulated DC offset in the signal before the curve.
drive(x) = x : *(pdrive) : +(fol(x)) : max(-3) : min(3) with {
fol = an.amp_follower(0.04);
};
// Our modulated filter is an allpass with coefficients governed by the input
// signal applied through our wave shaper. Before the filter, we mix the dry
// input signal with the raw waveshaper output according to the `psat` parameter.
// Note the constant gain coefficient on the waveshaper; that number is to offset
// the global gain from the waveshaper to make sure the shaping process stays
// under unity gain. The maximum differential gain of the waveshaper can be found
// by evaluating the derivative of the transfer function at x0 where x0 is the
// steepest part of the slope. Here that number is ~4, so we multiply by ~1/4.
waveshaper(x) = x <: _, tap(x) : *(1.0 - psat), *(psat) : + : fi.tf1(b0(x), b1(x), a1(x)) with {
b0(x) = m(x);
b1(x) = 1.0;
a1(x) = m(x);
m(x) = drive(x) : transfer : *(0.24);
tap(x) = m(x);
};
// A fork of the `tf2s` function from the standard filter library which uses a
// smoothing function after the `tan` computation to move that expensive call
// outside of the inner loop of the filter function.
tf2s(b2,b1,b0,a1,a0,w1) = fi.tf2(b0d,b1d,b2d,a1d,a2d)
with {
c = 1/tan(w1*0.5/ma.SR) : si.smooth(0.995); // bilinear-transform scale-factor
csq = c*c;
d = a0 + a1 * c + csq;
b0d = (b0 + b1 * c + b2 * csq)/d;
b1d = 2 * (b0 - b2 * csq)/d;
b2d = (b0 - b1 * c + b2 * csq)/d;
a1d = 2 * (a0 - csq)/d;
a2d = (a0 - a1*c + csq)/d;
};
// A fork of the `resonlp` function from the standard filter library which uses
// a local `tf2s` implementation.
resonlp(fc,Q,gain) = tf2s(b2,b1,b0,a1,a0,wc)
with {
wc = 2*ma.PI*fc;
a1 = 1/Q;
a0 = 1;
b2 = 0;
b1 = 0;
b0 = gain;
};
feedbackCircuit = presence:*(gainNFL)
with {
p1gain = hslider("Presence[name:p1Gain][style:knob]", 0, -15, 15, 0.1);
presence = fi.peak_eq(p1gain, 2000, 1000) : fi.peak_eq(p1gain, 4000, 1000);
gainNFL = hslider("Negative gain[name:Level][style:knob]", -0.4, -0.8, 1, 0.01) : si.smoo;
};
// Our main processing block.
main = *(masterVolume) :(+ : waveshaper : fi.dcblocker) ~ feedbackCircuit : gain with {
// This explicit gain multiplier of 4.0 accounts for the loss of gain that
// occurs from oversampling by a factor of 2, and for the loss of gain that
// occurs from the prefilter and modulation step. Then we apply the output
// level parameter.
gain = *(4.0) : *(plevel);
masterVolume = hslider("Master Volume[name:MV][style:knob]", 1, 0, 4, 0.1) : si.smoo;
};
// And the overall process declaration.
poweramp = main;
finalPWAMono = hgroup("PowerAmp FAUST",ba.bypass_fade(ma.SR/10, checkbox("bypass"), poweramp));
process = finalPWAMono; //, finalPWAMono;
| https://raw.githubusercontent.com/darkoverlordofdata/amp-sim-faust/91696611bc64e94c5767a43aaa0478f260ca43a3/src/amplifier.dsp | faust | Modified version of https://github.com/creativeintent/temper/blob/master/Dsp/temper.dsp
Adapted for PowerAmp simulation (addition of presence filter, param adaptation, small changes...)
Distortion parameters
Output parameters
A fairly standard wave shaping curve; we use this to shape the input signal
before modulating the filter coefficients by this signal. Which shaping curve
we use here is pretty unimportant; as long as we can introduce higher harmonics,
the coefficient modulation will react. Which harmonics we introduce here seems
to affect the resulting sound pretty minimally.
Also note here that we use an approximation of the `tanh` function for computational
improvement. See `http://www.musicdsp.org/showone.php?id=238`.
The allpass filter is stable for `|m(x)| <= 1`, but should not linger
near +/-1.0 for very long. We therefore clamp the driven signal with a tanh
function to ensure smooth coefficient calculation. We also here introduce
a modulated DC offset in the signal before the curve.
Our modulated filter is an allpass with coefficients governed by the input
signal applied through our wave shaper. Before the filter, we mix the dry
input signal with the raw waveshaper output according to the `psat` parameter.
Note the constant gain coefficient on the waveshaper; that number is to offset
the global gain from the waveshaper to make sure the shaping process stays
under unity gain. The maximum differential gain of the waveshaper can be found
by evaluating the derivative of the transfer function at x0 where x0 is the
steepest part of the slope. Here that number is ~4, so we multiply by ~1/4.
A fork of the `tf2s` function from the standard filter library which uses a
smoothing function after the `tan` computation to move that expensive call
outside of the inner loop of the filter function.
bilinear-transform scale-factor
A fork of the `resonlp` function from the standard filter library which uses
a local `tf2s` implementation.
Our main processing block.
This explicit gain multiplier of 4.0 accounts for the loss of gain that
occurs from oversampling by a factor of 2, and for the loss of gain that
occurs from the prefilter and modulation step. Then we apply the output
level parameter.
And the overall process declaration.
, finalPWAMono; | import("stdfaust.lib");
import("layout2.dsp");
pdrive = hslider("Drive gain[style:knob]", 4.0, -10.0, 10.0, 0.001) : si.smooth(0.995);
psat = hslider("Saturation dry wet[style:knob]", 1.0, 0.0, 1.0, 0.001) : si.smooth(0.995);
pcurve = hslider("Curve k[style:knob]", 1.0, 0.1, 4.0, 0.001) : si.smooth(0.995);
plevel = hslider("Level[style:knob]", -3, -24, 24, 1) : ba.db2linear : si.smooth(0.995);
tanh(x) = x * (27 + x * x) / (27 + 9 * x * x);
transfer(x) = tanh(pcurve * x) / tanh(pcurve);
drive(x) = x : *(pdrive) : +(fol(x)) : max(-3) : min(3) with {
fol = an.amp_follower(0.04);
};
waveshaper(x) = x <: _, tap(x) : *(1.0 - psat), *(psat) : + : fi.tf1(b0(x), b1(x), a1(x)) with {
b0(x) = m(x);
b1(x) = 1.0;
a1(x) = m(x);
m(x) = drive(x) : transfer : *(0.24);
tap(x) = m(x);
};
tf2s(b2,b1,b0,a1,a0,w1) = fi.tf2(b0d,b1d,b2d,a1d,a2d)
with {
csq = c*c;
d = a0 + a1 * c + csq;
b0d = (b0 + b1 * c + b2 * csq)/d;
b1d = 2 * (b0 - b2 * csq)/d;
b2d = (b0 - b1 * c + b2 * csq)/d;
a1d = 2 * (a0 - csq)/d;
a2d = (a0 - a1*c + csq)/d;
};
resonlp(fc,Q,gain) = tf2s(b2,b1,b0,a1,a0,wc)
with {
wc = 2*ma.PI*fc;
a1 = 1/Q;
a0 = 1;
b2 = 0;
b1 = 0;
b0 = gain;
};
feedbackCircuit = presence:*(gainNFL)
with {
p1gain = hslider("Presence[name:p1Gain][style:knob]", 0, -15, 15, 0.1);
presence = fi.peak_eq(p1gain, 2000, 1000) : fi.peak_eq(p1gain, 4000, 1000);
gainNFL = hslider("Negative gain[name:Level][style:knob]", -0.4, -0.8, 1, 0.01) : si.smoo;
};
main = *(masterVolume) :(+ : waveshaper : fi.dcblocker) ~ feedbackCircuit : gain with {
gain = *(4.0) : *(plevel);
masterVolume = hslider("Master Volume[name:MV][style:knob]", 1, 0, 4, 0.1) : si.smoo;
};
poweramp = main;
finalPWAMono = hgroup("PowerAmp FAUST",ba.bypass_fade(ma.SR/10, checkbox("bypass"), poweramp));
|
f810cd7bb585c818ca02342a98560470212b746eb86f5b1b2255c3e0ca3bfd54 | darkoverlordofdata/amp-sim-faust | amplifier.dsp | declare name "amp-sim";
declare version "0.1";
declare author "darkoverlordofdata";
declare description "Amplifier demo application.";
declare license "MIT";
declare copyright "(c)DarkOverlordOfData 2021";
import("stdfaust.lib");
import("../layout2.dsp");
// Modified version of https://github.com/creativeintent/temper/blob/master/Dsp/temper.dsp
// Adapted for PowerAmp simulation (addition of presence filter, param adaptation, small changes...)
// Distortion parameters
pdrive = hslider("Drive gain[style:knob]", 4.0, -10.0, 10.0, 0.001) : si.smooth(0.995);
psat = hslider("Saturation dry wet[style:knob]", 1.0, 0.0, 1.0, 0.001) : si.smooth(0.995);
pcurve = hslider("Curve k[style:knob]", 1.0, 0.1, 4.0, 0.001) : si.smooth(0.995);
// Output parameters
plevel = hslider("Level[style:knob]", -3, -24, 24, 1) : ba.db2linear : si.smooth(0.995);
// A fairly standard wave shaping curve; we use this to shape the input signal
// before modulating the filter coefficients by this signal. Which shaping curve
// we use here is pretty unimportant; as long as we can introduce higher harmonics,
// the coefficient modulation will react. Which harmonics we introduce here seems
// to affect the resulting sound pretty minimally.
//
// Also note here that we use an approximation of the `tanh` function for computational
// improvement. See `http://www.musicdsp.org/showone.php?id=238`.
tanh(x) = x * (27 + x * x) / (27 + 9 * x * x);
transfer(x) = tanh(pcurve * x) / tanh(pcurve);
// The allpass filter is stable for `|m(x)| <= 1`, but should not linger
// near +/-1.0 for very long. We therefore clamp the driven signal with a tanh
// function to ensure smooth coefficient calculation. We also here introduce
// a modulated DC offset in the signal before the curve.
drive(x) = x : *(pdrive) : +(fol(x)) : max(-3) : min(3) with {
fol = an.amp_follower(0.04);
};
// Our modulated filter is an allpass with coefficients governed by the input
// signal applied through our wave shaper. Before the filter, we mix the dry
// input signal with the raw waveshaper output according to the `psat` parameter.
// Note the constant gain coefficient on the waveshaper; that number is to offset
// the global gain from the waveshaper to make sure the shaping process stays
// under unity gain. The maximum differential gain of the waveshaper can be found
// by evaluating the derivative of the transfer function at x0 where x0 is the
// steepest part of the slope. Here that number is ~4, so we multiply by ~1/4.
waveshaper(x) = x <: _, tap(x) : *(1.0 - psat), *(psat) : + : fi.tf1(b0(x), b1(x), a1(x)) with {
b0(x) = m(x);
b1(x) = 1.0;
a1(x) = m(x);
m(x) = drive(x) : transfer : *(0.24);
tap(x) = m(x);
};
// A fork of the `tf2s` function from the standard filter library which uses a
// smoothing function after the `tan` computation to move that expensive call
// outside of the inner loop of the filter function.
tf2s(b2,b1,b0,a1,a0,w1) = fi.tf2(b0d,b1d,b2d,a1d,a2d)
with {
c = 1/tan(w1*0.5/ma.SR) : si.smooth(0.995); // bilinear-transform scale-factor
csq = c*c;
d = a0 + a1 * c + csq;
b0d = (b0 + b1 * c + b2 * csq)/d;
b1d = 2 * (b0 - b2 * csq)/d;
b2d = (b0 - b1 * c + b2 * csq)/d;
a1d = 2 * (a0 - csq)/d;
a2d = (a0 - a1*c + csq)/d;
};
// A fork of the `resonlp` function from the standard filter library which uses
// a local `tf2s` implementation.
resonlp(fc,Q,gain) = tf2s(b2,b1,b0,a1,a0,wc)
with {
wc = 2*ma.PI*fc;
a1 = 1/Q;
a0 = 1;
b2 = 0;
b1 = 0;
b0 = gain;
};
feedbackCircuit = presence:*(gainNFL)
with {
p1gain = hslider("Presence[name:p1Gain][style:knob]", 0, -15, 15, 0.1);
presence = fi.peak_eq(p1gain, 2000, 1000) : fi.peak_eq(p1gain, 4000, 1000);
gainNFL = hslider("Negative gain[name:Level][style:knob]", -0.4, -0.8, 1, 0.01) : si.smoo;
};
// Our main processing block.
main = *(masterVolume) :(+ : waveshaper : fi.dcblocker) ~ feedbackCircuit : gain with {
// This explicit gain multiplier of 4.0 accounts for the loss of gain that
// occurs from oversampling by a factor of 2, and for the loss of gain that
// occurs from the prefilter and modulation step. Then we apply the output
// level parameter.
gain = *(4.0) : *(plevel);
masterVolume = hslider("Master Volume[name:MV][style:knob]", 1, 0, 4, 0.1) : si.smoo;
};
// And the overall process declaration.
poweramp = main;
finalPWAMono = hgroup("PowerAmp FAUST",ba.bypass_fade(ma.SR/10, checkbox("bypass"), poweramp));
process = finalPWAMono; //, finalPWAMono;
| https://raw.githubusercontent.com/darkoverlordofdata/amp-sim-faust/df478c01ed3763795c11779faa47a4b9d0f6de37/src/guitar/amplifier.dsp | faust | Modified version of https://github.com/creativeintent/temper/blob/master/Dsp/temper.dsp
Adapted for PowerAmp simulation (addition of presence filter, param adaptation, small changes...)
Distortion parameters
Output parameters
A fairly standard wave shaping curve; we use this to shape the input signal
before modulating the filter coefficients by this signal. Which shaping curve
we use here is pretty unimportant; as long as we can introduce higher harmonics,
the coefficient modulation will react. Which harmonics we introduce here seems
to affect the resulting sound pretty minimally.
Also note here that we use an approximation of the `tanh` function for computational
improvement. See `http://www.musicdsp.org/showone.php?id=238`.
The allpass filter is stable for `|m(x)| <= 1`, but should not linger
near +/-1.0 for very long. We therefore clamp the driven signal with a tanh
function to ensure smooth coefficient calculation. We also here introduce
a modulated DC offset in the signal before the curve.
Our modulated filter is an allpass with coefficients governed by the input
signal applied through our wave shaper. Before the filter, we mix the dry
input signal with the raw waveshaper output according to the `psat` parameter.
Note the constant gain coefficient on the waveshaper; that number is to offset
the global gain from the waveshaper to make sure the shaping process stays
under unity gain. The maximum differential gain of the waveshaper can be found
by evaluating the derivative of the transfer function at x0 where x0 is the
steepest part of the slope. Here that number is ~4, so we multiply by ~1/4.
A fork of the `tf2s` function from the standard filter library which uses a
smoothing function after the `tan` computation to move that expensive call
outside of the inner loop of the filter function.
bilinear-transform scale-factor
A fork of the `resonlp` function from the standard filter library which uses
a local `tf2s` implementation.
Our main processing block.
This explicit gain multiplier of 4.0 accounts for the loss of gain that
occurs from oversampling by a factor of 2, and for the loss of gain that
occurs from the prefilter and modulation step. Then we apply the output
level parameter.
And the overall process declaration.
, finalPWAMono; | declare name "amp-sim";
declare version "0.1";
declare author "darkoverlordofdata";
declare description "Amplifier demo application.";
declare license "MIT";
declare copyright "(c)DarkOverlordOfData 2021";
import("stdfaust.lib");
import("../layout2.dsp");
pdrive = hslider("Drive gain[style:knob]", 4.0, -10.0, 10.0, 0.001) : si.smooth(0.995);
psat = hslider("Saturation dry wet[style:knob]", 1.0, 0.0, 1.0, 0.001) : si.smooth(0.995);
pcurve = hslider("Curve k[style:knob]", 1.0, 0.1, 4.0, 0.001) : si.smooth(0.995);
plevel = hslider("Level[style:knob]", -3, -24, 24, 1) : ba.db2linear : si.smooth(0.995);
tanh(x) = x * (27 + x * x) / (27 + 9 * x * x);
transfer(x) = tanh(pcurve * x) / tanh(pcurve);
drive(x) = x : *(pdrive) : +(fol(x)) : max(-3) : min(3) with {
fol = an.amp_follower(0.04);
};
waveshaper(x) = x <: _, tap(x) : *(1.0 - psat), *(psat) : + : fi.tf1(b0(x), b1(x), a1(x)) with {
b0(x) = m(x);
b1(x) = 1.0;
a1(x) = m(x);
m(x) = drive(x) : transfer : *(0.24);
tap(x) = m(x);
};
tf2s(b2,b1,b0,a1,a0,w1) = fi.tf2(b0d,b1d,b2d,a1d,a2d)
with {
csq = c*c;
d = a0 + a1 * c + csq;
b0d = (b0 + b1 * c + b2 * csq)/d;
b1d = 2 * (b0 - b2 * csq)/d;
b2d = (b0 - b1 * c + b2 * csq)/d;
a1d = 2 * (a0 - csq)/d;
a2d = (a0 - a1*c + csq)/d;
};
resonlp(fc,Q,gain) = tf2s(b2,b1,b0,a1,a0,wc)
with {
wc = 2*ma.PI*fc;
a1 = 1/Q;
a0 = 1;
b2 = 0;
b1 = 0;
b0 = gain;
};
feedbackCircuit = presence:*(gainNFL)
with {
p1gain = hslider("Presence[name:p1Gain][style:knob]", 0, -15, 15, 0.1);
presence = fi.peak_eq(p1gain, 2000, 1000) : fi.peak_eq(p1gain, 4000, 1000);
gainNFL = hslider("Negative gain[name:Level][style:knob]", -0.4, -0.8, 1, 0.01) : si.smoo;
};
main = *(masterVolume) :(+ : waveshaper : fi.dcblocker) ~ feedbackCircuit : gain with {
gain = *(4.0) : *(plevel);
masterVolume = hslider("Master Volume[name:MV][style:knob]", 1, 0, 4, 0.1) : si.smoo;
};
poweramp = main;
finalPWAMono = hgroup("PowerAmp FAUST",ba.bypass_fade(ma.SR/10, checkbox("bypass"), poweramp));
|
6d5bb66c122c4885ddcfd6724e7716c2289917dfe3397524e9adfa5ee57fabaf | darkoverlordofdata/amp-sim-faust | amp_sim_browser.dsp | declare name "amp-sim";
declare version "0.1";
declare author "darkoverlordofdata";
declare description "Amplifier demo application.";
declare license "MIT";
declare copyright "(c)DarkOverlordOfData 2021";
import("stdfaust.lib");
wa = library("webaudio.lib");
process = _,_ : +
// : component_echo
: component_amp
: component_flanger
: component_chorus
: component_phaser
: component_freeverb;
/**
* component_amp
*
* based on https://github.com/micbuffa/FaustPowerAmp
*/
component_amp = environment {
// Modified version of https://github.com/creativeintent/temper/blob/master/Dsp/temper.dsp
// Adapted for PowerAmp simulation (addition of presence filter, param adaptation, small changes...)
// Distortion parameters
pdrive = hslider("Drive gain[style:knob]", 4.0, -10.0, 10.0, 0.001) : si.smooth(0.995);
psat = hslider("Saturation dry wet[style:knob]", 1.0, 0.0, 1.0, 0.001) : si.smooth(0.995);
pcurve = hslider("Curve k[style:knob]", 1.0, 0.1, 4.0, 0.001) : si.smooth(0.995);
// Output parameters
plevel = hslider("Level[style:knob]", -3, -24, 24, 1) : ba.db2linear : si.smooth(0.995);
// A fairly standard wave shaping curve; we use this to shape the input signal
// before modulating the filter coefficients by this signal. Which shaping curve
// we use here is pretty unimportant; as long as we can introduce higher harmonics,
// the coefficient modulation will react. Which harmonics we introduce here seems
// to affect the resulting sound pretty minimally.
//
// Also note here that we use an approximation of the `tanh` function for computational
// improvement. See `http://www.musicdsp.org/showone.php?id=238`.
tanh(x) = x * (27 + x * x) / (27 + 9 * x * x);
transfer(x) = tanh(pcurve * x) / tanh(pcurve);
// The allpass filter is stable for `|m(x)| <= 1`, but should not linger
// near +/-1.0 for very long. We therefore clamp the driven signal with a tanh
// function to ensure smooth coefficient calculation. We also here introduce
// a modulated DC offset in the signal before the curve.
drive(x) = x : *(pdrive) : +(fol(x)) : max(-3) : min(3) with {
fol = an.amp_follower(0.04);
};
// Our modulated filter is an allpass with coefficients governed by the input
// signal applied through our wave shaper. Before the filter, we mix the dry
// input signal with the raw waveshaper output according to the `psat` parameter.
// Note the constant gain coefficient on the waveshaper; that number is to offset
// the global gain from the waveshaper to make sure the shaping process stays
// under unity gain. The maximum differential gain of the waveshaper can be found
// by evaluating the derivative of the transfer function at x0 where x0 is the
// steepest part of the slope. Here that number is ~4, so we multiply by ~1/4.
waveshaper(x) = x <: _, tap(x) : *(1.0 - psat), *(psat) : + : fi.tf1(b0(x), b1(x), a1(x)) with {
b0(x) = m(x);
b1(x) = 1.0;
a1(x) = m(x);
m(x) = drive(x) : transfer : *(0.24);
tap(x) = m(x);
};
// A fork of the `tf2s` function from the standard filter library which uses a
// smoothing function after the `tan` computation to move that expensive call
// outside of the inner loop of the filter function.
tf2s(b2,b1,b0,a1,a0,w1) = fi.tf2(b0d,b1d,b2d,a1d,a2d)
with {
c = 1/tan(w1*0.5/ma.SR) : si.smooth(0.995); // bilinear-transform scale-factor
csq = c*c;
d = a0 + a1 * c + csq;
b0d = (b0 + b1 * c + b2 * csq)/d;
b1d = 2 * (b0 - b2 * csq)/d;
b2d = (b0 - b1 * c + b2 * csq)/d;
a1d = 2 * (a0 - csq)/d;
a2d = (a0 - a1*c + csq)/d;
};
// A fork of the `resonlp` function from the standard filter library which uses
// a local `tf2s` implementation.
resonlp(fc,Q,gain) = tf2s(b2,b1,b0,a1,a0,wc)
with {
wc = 2*ma.PI*fc;
a1 = 1/Q;
a0 = 1;
b2 = 0;
b1 = 0;
b0 = gain;
};
feedbackCircuit = presence:*(gainNFL)
with {
p1gain = hslider("Presence[name:p1Gain][style:knob]", 0, -15, 15, 0.1);
presence =wa.peaking2(2000, p1gain, 1, 1) : wa.peaking2(4000, p1gain, 1, 1);
gainNFL = hslider("Negative gain[name:Level][style:knob]", -0.4, -0.8, 1, 0.01) : si.smoo;
};
// Our main processing block.
main = *(masterVolume) :(+ : waveshaper : fi.dcblocker) ~ feedbackCircuit : gain with {
// This explicit gain multiplier of 4.0 accounts for the loss of gain that
// occurs from oversampling by a factor of 2, and for the loss of gain that
// occurs from the prefilter and modulation step. Then we apply the output
// level parameter.
gain = *(4.0) : *(plevel);
masterVolume = hslider("Master Volume[name:MV][style:knob]", 1, 0, 4, 0.1) : si.smoo;
};
// And the overall process declaration.
poweramp = main;
finalPWAMono = hgroup("PowerAmp FAUST / WebAudio",ba.bypass_fade(ma.SR/10, checkbox("bypass"), poweramp));
amp_process = finalPWAMono;//, finalPWAMono;
}.amp_process;
/**
* component_phaser
*
* just a wrapper for dm.phaser2_demo
*/
component_phaser = environment {
phaser_process = dm.phaser2_demo;
}.phaser_process;
/**
* component_echo
*
* echo effect (unused)
*/
component_echo = environment {
echo_group(x) = x; // Let layout2.dsp lay us out
knobs_group(x) = ekg(x);
switches_group(x) = esg(x);
dmax = 32768; // one and done
dmaxs = float(dmax)/44100.0;
Nnines = 1.8; // Increase until you get the desired maximum amount of smoothing when fbs==1
//fastpow2 = ffunction(float fastpow2(float), "fast_pow2.h", "");
fbspr(fbs) = 1.0 - pow(2.0, -3.33219*Nnines*fbs); // pole radius of feedback smoother
inputSelect(gi) = _,0 : select2(gi);
echo_mono(dmax,curdel,tapdel,fb,fbspr,gi) = inputSelect(gi) : (+:si.smooth(fbspr)
<: de.fdelay(dmax,curdel),
de.fdelay(dmax,tapdel))
~(*(fb),!) : !,_;
tau2pole(tau) = ba.if(tau>0, exp(-1.0/(tau*ma.SR)), 0.0);
t60smoother(dEchoT60) = si.smooth(tau2pole(dEchoT60/6.91));
dEchoT60 = knobs_group(vslider("[1] DelayT60 [midi:ctrl 60] [style:knob]", 0.5, 0, 100, 0.001));
dEchoSamplesRaw = knobs_group(vslider("[0] Delay [midi:ctrl 61] [style:knob]", 0.5, 0.001, (dmaxs-0.001), 0.001)) * ma.SR;
dEchoSamples = dEchoSamplesRaw : t60smoother(dEchoT60);
warpRaw = knobs_group(vslider("[0] Warp [midi:ctrl 62] [style:knob]", 0, -1.0, 1.0, 0.001));
scrubAmpRaw = 0;
scrubPhaseRaw = 0;
fb = knobs_group(vslider("[2] Feedback [midi:ctrl 2] [style:knob]", .3, 0.0, 1.0, 0.0001));
amp = knobs_group(vslider("[3] Amp [midi:ctrl 75] [style:knob]", .5, 0, 1, 0.001)) : si.smooth(ba.tau2pole(ampT60/6.91));
ampT60 = 0.15661;
fbs = knobs_group(vslider("[5] [midi:ctrl 76] FeedbackSm [style:knob]", 0, 0, 1, 0.00001));
gi = switches_group(1-vslider("[7] [midi:ctrl 105] EnableEcho[style:knob]",0,0,1,1)); // "ground input" switches input to zeros
// Warp and Scrubber stuff:
enableEcho = (scrubAmpRaw > 0.00001);
triggerScrubOn = (enableEcho - enableEcho') > 0; // enableEcho went 0 to 1
triggerScrubOff = (enableEcho - enableEcho') < 0; // enableEcho went 1 to 0
// Ramps up only during scrub "hold" time and is otherwise zero:
counter = (enableEcho * (triggerScrubOn : + ~ +(1) * enableEcho : -(2))) & (dmax-1);
// implementation that continues scrubbing where it left off:
scrubPhase = scrubPhaseRaw : t60smoother(dEchoT60*(1-triggerScrubOff));
scrubAmp = scrubAmpRaw : t60smoother(dEchoT60*(1-triggerScrubOff));
warp = warpRaw : t60smoother(dEchoT60);
dTapSamplesRaw = dEchoSamplesRaw * (1.0 + warp + scrubPhase * scrubAmp) + float(counter);
dTapSamples = dTapSamplesRaw : t60smoother(dEchoT60*(1-triggerScrubOff));
echo_process = _ <: _, amp * echo_mono(dmax,dEchoSamples,dTapSamples,fb,fbspr(fbs),gi) : +;
}.echo_process;
/**
* component_flanger
*
* flange effect
*/
component_flanger = environment {
// Created from flange.dsp 2015/06/21
flanger_mono(dmax,curdel,depth,fb,invert,lfoshape)
= _ <: _, (-:de.fdelay(dmax,curdel)) ~ *(fb) : _, *(select2(invert,depth,0-depth)) : + : *(1/(1+depth)); // ideal for dc and reinforced sinusoids (in-phase summed signals)
flanger_process = ba.bypass1(fbp,flanger_mono_gui);
// Kill the groups to save vertical space:
meter_group(x) = flsg(x);
ctl_group(x) = flkg(x);
del_group(x) = flkg(x);
lvl_group(x) = flkf(x);
flangeview = lfo(freq);
flanger_mono_gui = attach(flangeview) : flanger_mono(dmax,curdel,depth,fb,invert,lfoshape);
sinlfo(freq) = (1 + os.oscrs(freq))/2;
trilfo(freq) = 1.0-abs(os.saw1(freq));
lfo(f) = (lfoshape * trilfo(f)) + ((1-lfoshape) * sinlfo(f));
dmax = 2048;
odflange = 44; // ~1 ms at 44.1 kHz = min delay
dflange = ((dmax-1)-odflange)*del_group(vslider("[1] Delay [midi:ctrl 50][style:knob]", 0.22, 0, 1, 1));
freq = ctl_group(vslider("[1] Rate [midi:ctrl 51] [unit:Hz] [style:knob]", 0.5, 0, 10, 0.01)) : si.smooth(ba.tau2pole(freqT60/6.91));
freqT60 = 0.15661;
depth = ctl_group(vslider("[3] Depth [midi:ctrl 52] [style:knob]", .75, 0, 1, 0.001)) : si.smooth(ba.tau2pole(depthT60/6.91));
depthT60 = 0.15661;
fb = ctl_group(vslider("[5] Feedback [midi:ctrl 53] [style:knob]", 0, -0.995, 0.99, 0.001)) : si.smooth(ba.tau2pole(fbT60/6.91));
fbT60 = 0.15661;
lfoshape = ctl_group(vslider("[7] Waveshape [midi:ctrl 54] [style:knob]", 0, 0, 1, 0.001));
curdel = odflange+dflange*lfo(freq);
fbp = 1-int(flsg(vslider("[0] Enable [midi:ctrl 102][style:knob]",0,0,1,1)));
invert = flsg(vslider("[1] Invert [midi:ctrl 49][style:knob]",0,0,1,1):int);
}.flanger_process;
component_chorus = environment {
voices = 8; // MUST BE EVEN
chorus_process = ba.bypass1to2(cbp,chorus_mono(dmax,curdel,rate,sigma,do2,voices));
dmax = 8192;
curdel = dmax * ckg(vslider("[0] Delay [midi:ctrl 55] [style:knob]", 0.5, 0, 1, 1)) : si.smooth(0.999);
rateMax = 7.0; // Hz
rateMin = 0.01;
rateT60 = 0.15661;
rate = ckg(vslider("[1] Rate [midi:ctrl 56] [unit:Hz] [style:knob]", 0.5, rateMin, rateMax, 0.0001))
: si.smooth(ba.tau2pole(rateT60/6.91));
depth = ckg(vslider("[4] Depth [midi:ctrl 57] [style:knob]", 0.5, 0, 1, 0.001)) : si.smooth(ba.tau2pole(depthT60/6.91));
depthT60 = 0.15661;
delayPerVoice = 0.5*curdel/voices;
sigma = delayPerVoice * ckg(vslider("[6] Deviation [midi:ctrl 58] [style:knob]",0.5,0,1,0.001)) : si.smooth(0.999);
periodic = 1;
do2 = depth; // use when depth=1 means "multivibrato" effect (no original => all are modulated)
cbp = 1-int(csg(vslider("[0] Enable [midi:ctrl 103][style:knob]",0,0,1,1)));
chorus_mono(dmax,curdel,rate,sigma,do2,voices)
= _ <: (*(1-do2)<:_,_),(*(do2) <: par(i,voices,voice(i)) :> _,_) : ro.interleave(2,2) : +,+
with {
angle(i) = 2*ma.PI*(i/2)/voices + (i%2)*ma.PI/2;
voice(i) = de.fdelay(dmax,min(dmax,del(i))) * cos(angle(i));
del(i) = curdel*(i+1)/voices + dev(i);
rates(i) = rate/float(i+1);
dev(i) = sigma * os.oscp(rates(i),i*2*ma.PI/voices);
};
}.chorus_process;
/**
* component_freeverb
*
* reverb effect
*/
component_freeverb = environment {
import("stdfaust.lib");
declare name "freeverb";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c) GRAME 2006 and MoForte Inc. 2017";
declare reference "https://ccrma.stanford.edu/~jos/pasp/Freeverb.html";
//======================================================
//
// Freeverb
// Faster version using fixed delays (20% gain)
//
//======================================================
// Constant Parameters
//--------------------
fixedgain = 0.015; //value of the gain of fxctrl
scalewet = 3.0;
scaledry = 2.0;
scaledamp = 0.4;
scaleroom = 0.28;
offsetroom = 0.7;
initialroom = 0.5;
initialdamp = 0.5;
initialwet = 1.0/scalewet;
initialdry = 0;
initialwidth= 1.0;
initialmode = 0.0;
freezemode = 0.5;
stereospread= 23;
allpassfeed = 0.5; //feedback of the delays used in allpass filters
// Filter Parameters
//------------------
combtuningL1 = 1116;
combtuningL2 = 1188;
combtuningL3 = 1277;
combtuningL4 = 1356;
combtuningL5 = 1422;
combtuningL6 = 1491;
combtuningL7 = 1557;
combtuningL8 = 1617;
allpasstuningL1 = 556;
allpasstuningL2 = 441;
allpasstuningL3 = 341;
allpasstuningL4 = 225;
// Control Sliders
//--------------------
// Damp : filters the high frequencies of the echoes (especially active for great values of RoomSize)
// RoomSize : size of the reverberation room
// Dry : original signal
// Wet : reverberated signal
dampSlider = rkg(vslider("Damp [midi:ctrl 3] [style:knob]",0.5, 0, 1, 0.025))*scaledamp;
roomsizeSlider = rkg(vslider("RoomSize [midi:ctrl 4] [style:knob]", 0.5, 0, 1, 0.025))*scaleroom + offsetroom;
wetSlider = rkg(vslider("Wet [midi:ctrl 79] [style:knob]", 0.3333, 0, 1, 0.025));
combfeed = roomsizeSlider;
// Comb and Allpass filters
//-------------------------
allpass(dt,fb) = (_,_ <: (*(fb),_:+:@(dt)), -) ~ _ : (!,_);
comb(dt, fb, damp) = (+:@(dt)) ~ (*(1-damp) : (+ ~ *(damp)) : *(fb));
// Reverb components
//------------------
monoReverb(fb1, fb2, damp, spread)
= _ <: comb(combtuningL1+spread, fb1, damp),
comb(combtuningL2+spread, fb1, damp),
comb(combtuningL3+spread, fb1, damp),
comb(combtuningL4+spread, fb1, damp),
comb(combtuningL5+spread, fb1, damp),
comb(combtuningL6+spread, fb1, damp),
comb(combtuningL7+spread, fb1, damp),
comb(combtuningL8+spread, fb1, damp)
+>
allpass (allpasstuningL1+spread, fb2)
: allpass (allpasstuningL2+spread, fb2)
: allpass (allpasstuningL3+spread, fb2)
: allpass (allpasstuningL4+spread, fb2)
;
monoReverbToStereo(fb1, fb2, damp, spread)
= + <: monoReverb(fb1, fb2, damp, 0) <: _,_;
stereoReverb(fb1, fb2, damp, spread)
= + <: monoReverb(fb1, fb2, damp, 0), monoReverb(fb1, fb2, damp, spread);
monoToStereoReverb(fb1, fb2, damp, spread)
= _ <: monoReverb(fb1, fb2, damp, 0), monoReverb(fb1, fb2, damp, spread);
// fxctrl : add an input gain and a wet-dry control to a stereo FX
//----------------------------------------------------------------
fxctrl(g,w,Fx) = _,_ <: (*(g),*(g) : Fx : *(w),*(w)), *(1-w), *(1-w) +> _,_;
rbp = 1-int(rsg(vslider("[0] Enable [midi:ctrl 104][style:knob]",0,0,1,1)));
// Freeverb
//---------
//JOS:freeverb = fxctrl(fixedgain, wetSlider, stereoReverb(combfeed, allpassfeed, dampSlider, stereospread));
freeverb = fxctrl(fixedgain, wetSlider, monoReverbToStereo(combfeed, allpassfeed, dampSlider, stereospread));
freeverb_process = ba.bypass2(rbp,freeverb);
}.freeverb_process;
/**
* Layout
*
*/
// This layout loosely follows the MiniMoog-V
// Arturia-only features are labeled
// Original versions also added where different
// Need vrocker and hrocker toggle switches in Faust!
// Need orange and blue color choices
// Orange => Connect modulation sources to their destinations
// Blue => Turn audio sources On and Off
// - and later -
// White => Turn performance features On and Off
// Black => Select between modulation sources
// Julius Smith for Analog Devices 3/1/2017
vrocker(x) = checkbox("%%x [style:vrocker]");
hrocker(x) = checkbox("%%x [style:hrocker]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
// USAGE: vrockerorange("[0] ModulationEnable");
hrockerblue(x) = checkbox("%%x [style:hrocker] [color:blue]");
vrockerred(x) = checkbox("%%x [style:vrocker] [color:red]");
hrockerred(x) = checkbox("%%x [style:hrocker] [color:red]");
declare designer "Robert A. Moog";
mmg(x) = hgroup("",x); // Minimoog + Effects
synthg(x) = mmg(vgroup("[0] Minimoog",x));
fxg(x) = mmg(hgroup("[1] Effects",x));
mg(x) = synthg(hgroup("[0]",x));
cg(x) = mg(vgroup("[0] Controllers",x)); // Formerly named "Modules" but "Minimoog" group-title is enough
vg(x) = cg(hgroup("[0] Master Volume", x));
dg(x) = cg(hgroup("[1] Oscillator Tuning & Switching", x));
// Tune knob = master tune
dsg(x) = dg(vgroup("[1] Switches", x));
// Oscillator Modulation HrockerRed => apply Modulation Mix output to osc1&2 pitches
// [MOVED here from osc3 group] Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
gmmg(x) = cg(hgroup("[2] Glide and ModMix", x));
// Glide knob [0:10] = portamento speed
// Modulation Mix knob [0:10] (between Osc3 and Noise) = mix of noise and osc3 modulating osc1&2 pitch and/or VCF freq
og(x) = mg(vgroup("[1] Oscillator Bank", x));
osc1(x) = og(hgroup("[1] Oscillator 1", x));
// UNUSED Control switch (for alignment) - Could put Oscillator Modulation switch there
// Range rotary switch: LO (slow pulses or rhythm), 32', 16', 8', 4', 2'
// Frequency <something> switch: LED to right
// Waveform rotary switch: tri, impulse/bent-triangle, saw, pulseWide, pulseMed, pulseNarrow
osc2(x) = og(hgroup("[2] Oscillator 2", x));
// UNUSED (originall) or Osc 2 Control VrockerRed
// Range rotary switch: LO, 32', 16', 8', 4', 2'
// Detuning knob: -7 to 7 [NO SWITCH]
// Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
osc3(x) = og(hgroup("[3] Oscillator 3", x));
// Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
// Range rotary switch: LO, 32', 16', 8', 4', 2'
// Detuning knob: -7 to 7 [NO SWITCH]
// Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
mixg(x) = mg(vgroup("[2] Mixer", x));
// Each row 5 slots to maintain alignment and include red rockers joining VCF area:
mr1(x) = mixg(hgroup("[0] Osc1", x)); // mixer row 1 =
// Osc1 Volume and Osc1 HrockerBlue & _ & _ & Filter Modulation HrockerRed
// Filter Modulation => Modulation Mix output to VCF freq
mr2(x) = mixg(hgroup("[1] Ext In, KeyCtl", x)); // row 2 = Ext In HrockerBlue and Vol and Overload LED and Keyboard Ctl HrockerRed 1
mr3(x) = mixg(hgroup("[2] Osc2", x)); // = Osc2 Volume and Osc2 HrockerBlue and Keyboard Ctl HrockerRed 2
// Keyboard Control Modulation 1&2 => 0, 1/3, 2/3, all of Keyboard Control Signal ("gate?") applied to VCF freq
mr4(x) = mixg(hgroup("[3] Noise", x)); // = Noise HrockerBlue and Volume and Noise Type VrockerBlue
mr4cbg(x) = mr4(vgroup("[1]", x)); // = Noise Off and White/Pink selection
// two rockers
mr5(x) = mixg(hgroup("[4] Osc3", x)); // Osc3 Volume and Osc3 HrockerBlue
modg(x) = mg(vgroup("[3] Modifiers", x));
vcfg(x) = modg(vgroup("[0] Filter", x));
vcf1(x) = vcfg(hgroup("[0] [tooltip:freq, Q, ContourScale]", x));
vcf1cbg(x) = vcf1(vgroup("[0] [tooltip:two checkboxes]", x));
// Filter Modulation switch
// VCF Off switch
// Corner Frequency knob
// Filter Emphasis knob
// Amount of Contour knob
vcf2(x) = vcfg(hgroup("[1] Filter Contour [tooltip:AttFilt, DecFilt, Sustain Level for Filter Contour]", x));
// Attack Time knob
// Decay Time knob
// Sustain Level knob
ng(x) = modg(hgroup("[1] Loudness Contour", x));
// Attack Time knob
// Decay Time knob
// Sustain Level knob
echog(x) = fxg(hgroup("[4] Echo",x));
ekg(x) = echog(vgroup("[0] Knobs",x));
esg(x) = echog(vgroup("[1] Switches",x));
flg(x) = fxg(hgroup("[5] Flanger",x));
flkg(x) = flg(vgroup("[0] Knobs",x));
flsg(x) = flg(vgroup("[1] Switches",x));
chg(x) = fxg(hgroup("[6] Chorus",x));
ckg(x) = chg(vgroup("[0] Knobs",x));
csg(x) = chg(vgroup("[1] Switches",x));
rg(x) = fxg(hgroup("[7] Reverb",x));
rkg(x) = rg(vgroup("[0] Knobs",x));
rsg(x) = rg(vgroup("[1] Switches",x));
outg(x) = fxg(vgroup("[8] Output", x));
volg(x) = outg(hgroup("[0] Volume Main Output", x));
// Volume knob [0-10]
// Unison switch (Arturia) or Output connect/disconnect switch (original)
// When set, all voices are stacked and instrument is in mono mode
tunerg(x) = outg(hgroup("[1] A-440 Switch", x));
vdtpolyg(x) = outg(hgroup("[2] Voice Detune / Poly", x));
// Voice Detune knob [0-10] (Arturia) or
// Polyphonic switch [red LED below] (Arturia)
// When set, instrument is in polyphonic mode with one oscillator per key
clipg(x) = fxg(vgroup("[9] Soft Clip", x));
// Soft Clipping switch [red LED above]
kg(x) = synthg(hgroup("[1] Keyboard Group", x)); // Keyboard was 3 1/2 octaves
ws(x) = kg(vgroup("[0] Wheels and Switches", x));
s1g(x) = ws(hgroup("[0] Jacks and Rockers", x));
jg(x) = s1g(vgroup("[0] MiniJacks",x));
gdlg(x) = s1g(vgroup("[1] Glide/Decay/Legato Enables",x)); // Arturia
// Glide Hrocker (see original Button version below)
// Decay Hrocker (see original Button version below) => Sets Release (R) of ADSR to either 0 or Decay (R)
// Legato Hrocker (not in original)
s2g(x) = ws(hgroup("[1] [tooltip:Wheels+]", x));
bg(x) = s2g(vgroup("[0] [tooltip:Bend Enable and Range]", x));
wg(x) = s2g(hgroup("[1] [tooltip:Bend and Mod Wheels]", x));
// Using Glide/Decay/Legato enables above following Arturia:
// dg(x) = s2g(hgroup("[2] Glide and Decay momentary pushbuttons", x));
// Glide Button injects portamento as set by Glide knob
// Decay Button uses decay of Loudness Contour (else 0)
keys(x) = kg(hgroup("[1] [tooltip:Keys]", x));
gg(x) = keys(hgroup("[0] [tooltip: Gates]",x));
// leave slot 1 open for sustain (below)
| https://raw.githubusercontent.com/darkoverlordofdata/amp-sim-faust/91696611bc64e94c5767a43aaa0478f260ca43a3/src/amp_sim_browser.dsp | faust | : component_echo
*
* component_amp
*
* based on https://github.com/micbuffa/FaustPowerAmp
Modified version of https://github.com/creativeintent/temper/blob/master/Dsp/temper.dsp
Adapted for PowerAmp simulation (addition of presence filter, param adaptation, small changes...)
Distortion parameters
Output parameters
A fairly standard wave shaping curve; we use this to shape the input signal
before modulating the filter coefficients by this signal. Which shaping curve
we use here is pretty unimportant; as long as we can introduce higher harmonics,
the coefficient modulation will react. Which harmonics we introduce here seems
to affect the resulting sound pretty minimally.
Also note here that we use an approximation of the `tanh` function for computational
improvement. See `http://www.musicdsp.org/showone.php?id=238`.
The allpass filter is stable for `|m(x)| <= 1`, but should not linger
near +/-1.0 for very long. We therefore clamp the driven signal with a tanh
function to ensure smooth coefficient calculation. We also here introduce
a modulated DC offset in the signal before the curve.
Our modulated filter is an allpass with coefficients governed by the input
signal applied through our wave shaper. Before the filter, we mix the dry
input signal with the raw waveshaper output according to the `psat` parameter.
Note the constant gain coefficient on the waveshaper; that number is to offset
the global gain from the waveshaper to make sure the shaping process stays
under unity gain. The maximum differential gain of the waveshaper can be found
by evaluating the derivative of the transfer function at x0 where x0 is the
steepest part of the slope. Here that number is ~4, so we multiply by ~1/4.
A fork of the `tf2s` function from the standard filter library which uses a
smoothing function after the `tan` computation to move that expensive call
outside of the inner loop of the filter function.
bilinear-transform scale-factor
A fork of the `resonlp` function from the standard filter library which uses
a local `tf2s` implementation.
Our main processing block.
This explicit gain multiplier of 4.0 accounts for the loss of gain that
occurs from oversampling by a factor of 2, and for the loss of gain that
occurs from the prefilter and modulation step. Then we apply the output
level parameter.
And the overall process declaration.
, finalPWAMono;
*
* component_phaser
*
* just a wrapper for dm.phaser2_demo
*
* component_echo
*
* echo effect (unused)
Let layout2.dsp lay us out
one and done
Increase until you get the desired maximum amount of smoothing when fbs==1
fastpow2 = ffunction(float fastpow2(float), "fast_pow2.h", "");
pole radius of feedback smoother
"ground input" switches input to zeros
Warp and Scrubber stuff:
enableEcho went 0 to 1
enableEcho went 1 to 0
Ramps up only during scrub "hold" time and is otherwise zero:
implementation that continues scrubbing where it left off:
*
* component_flanger
*
* flange effect
Created from flange.dsp 2015/06/21
ideal for dc and reinforced sinusoids (in-phase summed signals)
Kill the groups to save vertical space:
~1 ms at 44.1 kHz = min delay
MUST BE EVEN
Hz
use when depth=1 means "multivibrato" effect (no original => all are modulated)
*
* component_freeverb
*
* reverb effect
======================================================
Freeverb
Faster version using fixed delays (20% gain)
======================================================
Constant Parameters
--------------------
value of the gain of fxctrl
feedback of the delays used in allpass filters
Filter Parameters
------------------
Control Sliders
--------------------
Damp : filters the high frequencies of the echoes (especially active for great values of RoomSize)
RoomSize : size of the reverberation room
Dry : original signal
Wet : reverberated signal
Comb and Allpass filters
-------------------------
Reverb components
------------------
fxctrl : add an input gain and a wet-dry control to a stereo FX
----------------------------------------------------------------
Freeverb
---------
JOS:freeverb = fxctrl(fixedgain, wetSlider, stereoReverb(combfeed, allpassfeed, dampSlider, stereospread));
*
* Layout
*
This layout loosely follows the MiniMoog-V
Arturia-only features are labeled
Original versions also added where different
Need vrocker and hrocker toggle switches in Faust!
Need orange and blue color choices
Orange => Connect modulation sources to their destinations
Blue => Turn audio sources On and Off
- and later -
White => Turn performance features On and Off
Black => Select between modulation sources
Julius Smith for Analog Devices 3/1/2017
USAGE: vrockerorange("[0] ModulationEnable");
Minimoog + Effects
Formerly named "Modules" but "Minimoog" group-title is enough
Tune knob = master tune
Oscillator Modulation HrockerRed => apply Modulation Mix output to osc1&2 pitches
[MOVED here from osc3 group] Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
Glide knob [0:10] = portamento speed
Modulation Mix knob [0:10] (between Osc3 and Noise) = mix of noise and osc3 modulating osc1&2 pitch and/or VCF freq
UNUSED Control switch (for alignment) - Could put Oscillator Modulation switch there
Range rotary switch: LO (slow pulses or rhythm), 32', 16', 8', 4', 2'
Frequency <something> switch: LED to right
Waveform rotary switch: tri, impulse/bent-triangle, saw, pulseWide, pulseMed, pulseNarrow
UNUSED (originall) or Osc 2 Control VrockerRed
Range rotary switch: LO, 32', 16', 8', 4', 2'
Detuning knob: -7 to 7 [NO SWITCH]
Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
Osc 3 Control VrockerRed => use osc3 as LFO instead of osc3
Range rotary switch: LO, 32', 16', 8', 4', 2'
Detuning knob: -7 to 7 [NO SWITCH]
Waveform rotary switch: tri, impulse(?), saw, pulseWide, pulseMed, pulseNarrow
Each row 5 slots to maintain alignment and include red rockers joining VCF area:
mixer row 1 =
Osc1 Volume and Osc1 HrockerBlue & _ & _ & Filter Modulation HrockerRed
Filter Modulation => Modulation Mix output to VCF freq
row 2 = Ext In HrockerBlue and Vol and Overload LED and Keyboard Ctl HrockerRed 1
= Osc2 Volume and Osc2 HrockerBlue and Keyboard Ctl HrockerRed 2
Keyboard Control Modulation 1&2 => 0, 1/3, 2/3, all of Keyboard Control Signal ("gate?") applied to VCF freq
= Noise HrockerBlue and Volume and Noise Type VrockerBlue
= Noise Off and White/Pink selection
two rockers
Osc3 Volume and Osc3 HrockerBlue
Filter Modulation switch
VCF Off switch
Corner Frequency knob
Filter Emphasis knob
Amount of Contour knob
Attack Time knob
Decay Time knob
Sustain Level knob
Attack Time knob
Decay Time knob
Sustain Level knob
Volume knob [0-10]
Unison switch (Arturia) or Output connect/disconnect switch (original)
When set, all voices are stacked and instrument is in mono mode
Voice Detune knob [0-10] (Arturia) or
Polyphonic switch [red LED below] (Arturia)
When set, instrument is in polyphonic mode with one oscillator per key
Soft Clipping switch [red LED above]
Keyboard was 3 1/2 octaves
Arturia
Glide Hrocker (see original Button version below)
Decay Hrocker (see original Button version below) => Sets Release (R) of ADSR to either 0 or Decay (R)
Legato Hrocker (not in original)
Using Glide/Decay/Legato enables above following Arturia:
dg(x) = s2g(hgroup("[2] Glide and Decay momentary pushbuttons", x));
Glide Button injects portamento as set by Glide knob
Decay Button uses decay of Loudness Contour (else 0)
leave slot 1 open for sustain (below) | declare name "amp-sim";
declare version "0.1";
declare author "darkoverlordofdata";
declare description "Amplifier demo application.";
declare license "MIT";
declare copyright "(c)DarkOverlordOfData 2021";
import("stdfaust.lib");
wa = library("webaudio.lib");
process = _,_ : +
: component_amp
: component_flanger
: component_chorus
: component_phaser
: component_freeverb;
component_amp = environment {
pdrive = hslider("Drive gain[style:knob]", 4.0, -10.0, 10.0, 0.001) : si.smooth(0.995);
psat = hslider("Saturation dry wet[style:knob]", 1.0, 0.0, 1.0, 0.001) : si.smooth(0.995);
pcurve = hslider("Curve k[style:knob]", 1.0, 0.1, 4.0, 0.001) : si.smooth(0.995);
plevel = hslider("Level[style:knob]", -3, -24, 24, 1) : ba.db2linear : si.smooth(0.995);
tanh(x) = x * (27 + x * x) / (27 + 9 * x * x);
transfer(x) = tanh(pcurve * x) / tanh(pcurve);
drive(x) = x : *(pdrive) : +(fol(x)) : max(-3) : min(3) with {
fol = an.amp_follower(0.04);
};
waveshaper(x) = x <: _, tap(x) : *(1.0 - psat), *(psat) : + : fi.tf1(b0(x), b1(x), a1(x)) with {
b0(x) = m(x);
b1(x) = 1.0;
a1(x) = m(x);
m(x) = drive(x) : transfer : *(0.24);
tap(x) = m(x);
};
tf2s(b2,b1,b0,a1,a0,w1) = fi.tf2(b0d,b1d,b2d,a1d,a2d)
with {
csq = c*c;
d = a0 + a1 * c + csq;
b0d = (b0 + b1 * c + b2 * csq)/d;
b1d = 2 * (b0 - b2 * csq)/d;
b2d = (b0 - b1 * c + b2 * csq)/d;
a1d = 2 * (a0 - csq)/d;
a2d = (a0 - a1*c + csq)/d;
};
resonlp(fc,Q,gain) = tf2s(b2,b1,b0,a1,a0,wc)
with {
wc = 2*ma.PI*fc;
a1 = 1/Q;
a0 = 1;
b2 = 0;
b1 = 0;
b0 = gain;
};
feedbackCircuit = presence:*(gainNFL)
with {
p1gain = hslider("Presence[name:p1Gain][style:knob]", 0, -15, 15, 0.1);
presence =wa.peaking2(2000, p1gain, 1, 1) : wa.peaking2(4000, p1gain, 1, 1);
gainNFL = hslider("Negative gain[name:Level][style:knob]", -0.4, -0.8, 1, 0.01) : si.smoo;
};
main = *(masterVolume) :(+ : waveshaper : fi.dcblocker) ~ feedbackCircuit : gain with {
gain = *(4.0) : *(plevel);
masterVolume = hslider("Master Volume[name:MV][style:knob]", 1, 0, 4, 0.1) : si.smoo;
};
poweramp = main;
finalPWAMono = hgroup("PowerAmp FAUST / WebAudio",ba.bypass_fade(ma.SR/10, checkbox("bypass"), poweramp));
}.amp_process;
component_phaser = environment {
phaser_process = dm.phaser2_demo;
}.phaser_process;
component_echo = environment {
knobs_group(x) = ekg(x);
switches_group(x) = esg(x);
dmaxs = float(dmax)/44100.0;
inputSelect(gi) = _,0 : select2(gi);
echo_mono(dmax,curdel,tapdel,fb,fbspr,gi) = inputSelect(gi) : (+:si.smooth(fbspr)
<: de.fdelay(dmax,curdel),
de.fdelay(dmax,tapdel))
~(*(fb),!) : !,_;
tau2pole(tau) = ba.if(tau>0, exp(-1.0/(tau*ma.SR)), 0.0);
t60smoother(dEchoT60) = si.smooth(tau2pole(dEchoT60/6.91));
dEchoT60 = knobs_group(vslider("[1] DelayT60 [midi:ctrl 60] [style:knob]", 0.5, 0, 100, 0.001));
dEchoSamplesRaw = knobs_group(vslider("[0] Delay [midi:ctrl 61] [style:knob]", 0.5, 0.001, (dmaxs-0.001), 0.001)) * ma.SR;
dEchoSamples = dEchoSamplesRaw : t60smoother(dEchoT60);
warpRaw = knobs_group(vslider("[0] Warp [midi:ctrl 62] [style:knob]", 0, -1.0, 1.0, 0.001));
scrubAmpRaw = 0;
scrubPhaseRaw = 0;
fb = knobs_group(vslider("[2] Feedback [midi:ctrl 2] [style:knob]", .3, 0.0, 1.0, 0.0001));
amp = knobs_group(vslider("[3] Amp [midi:ctrl 75] [style:knob]", .5, 0, 1, 0.001)) : si.smooth(ba.tau2pole(ampT60/6.91));
ampT60 = 0.15661;
fbs = knobs_group(vslider("[5] [midi:ctrl 76] FeedbackSm [style:knob]", 0, 0, 1, 0.00001));
enableEcho = (scrubAmpRaw > 0.00001);
counter = (enableEcho * (triggerScrubOn : + ~ +(1) * enableEcho : -(2))) & (dmax-1);
scrubPhase = scrubPhaseRaw : t60smoother(dEchoT60*(1-triggerScrubOff));
scrubAmp = scrubAmpRaw : t60smoother(dEchoT60*(1-triggerScrubOff));
warp = warpRaw : t60smoother(dEchoT60);
dTapSamplesRaw = dEchoSamplesRaw * (1.0 + warp + scrubPhase * scrubAmp) + float(counter);
dTapSamples = dTapSamplesRaw : t60smoother(dEchoT60*(1-triggerScrubOff));
echo_process = _ <: _, amp * echo_mono(dmax,dEchoSamples,dTapSamples,fb,fbspr(fbs),gi) : +;
}.echo_process;
component_flanger = environment {
flanger_mono(dmax,curdel,depth,fb,invert,lfoshape)
flanger_process = ba.bypass1(fbp,flanger_mono_gui);
meter_group(x) = flsg(x);
ctl_group(x) = flkg(x);
del_group(x) = flkg(x);
lvl_group(x) = flkf(x);
flangeview = lfo(freq);
flanger_mono_gui = attach(flangeview) : flanger_mono(dmax,curdel,depth,fb,invert,lfoshape);
sinlfo(freq) = (1 + os.oscrs(freq))/2;
trilfo(freq) = 1.0-abs(os.saw1(freq));
lfo(f) = (lfoshape * trilfo(f)) + ((1-lfoshape) * sinlfo(f));
dmax = 2048;
dflange = ((dmax-1)-odflange)*del_group(vslider("[1] Delay [midi:ctrl 50][style:knob]", 0.22, 0, 1, 1));
freq = ctl_group(vslider("[1] Rate [midi:ctrl 51] [unit:Hz] [style:knob]", 0.5, 0, 10, 0.01)) : si.smooth(ba.tau2pole(freqT60/6.91));
freqT60 = 0.15661;
depth = ctl_group(vslider("[3] Depth [midi:ctrl 52] [style:knob]", .75, 0, 1, 0.001)) : si.smooth(ba.tau2pole(depthT60/6.91));
depthT60 = 0.15661;
fb = ctl_group(vslider("[5] Feedback [midi:ctrl 53] [style:knob]", 0, -0.995, 0.99, 0.001)) : si.smooth(ba.tau2pole(fbT60/6.91));
fbT60 = 0.15661;
lfoshape = ctl_group(vslider("[7] Waveshape [midi:ctrl 54] [style:knob]", 0, 0, 1, 0.001));
curdel = odflange+dflange*lfo(freq);
fbp = 1-int(flsg(vslider("[0] Enable [midi:ctrl 102][style:knob]",0,0,1,1)));
invert = flsg(vslider("[1] Invert [midi:ctrl 49][style:knob]",0,0,1,1):int);
}.flanger_process;
component_chorus = environment {
chorus_process = ba.bypass1to2(cbp,chorus_mono(dmax,curdel,rate,sigma,do2,voices));
dmax = 8192;
curdel = dmax * ckg(vslider("[0] Delay [midi:ctrl 55] [style:knob]", 0.5, 0, 1, 1)) : si.smooth(0.999);
rateMin = 0.01;
rateT60 = 0.15661;
rate = ckg(vslider("[1] Rate [midi:ctrl 56] [unit:Hz] [style:knob]", 0.5, rateMin, rateMax, 0.0001))
: si.smooth(ba.tau2pole(rateT60/6.91));
depth = ckg(vslider("[4] Depth [midi:ctrl 57] [style:knob]", 0.5, 0, 1, 0.001)) : si.smooth(ba.tau2pole(depthT60/6.91));
depthT60 = 0.15661;
delayPerVoice = 0.5*curdel/voices;
sigma = delayPerVoice * ckg(vslider("[6] Deviation [midi:ctrl 58] [style:knob]",0.5,0,1,0.001)) : si.smooth(0.999);
periodic = 1;
cbp = 1-int(csg(vslider("[0] Enable [midi:ctrl 103][style:knob]",0,0,1,1)));
chorus_mono(dmax,curdel,rate,sigma,do2,voices)
= _ <: (*(1-do2)<:_,_),(*(do2) <: par(i,voices,voice(i)) :> _,_) : ro.interleave(2,2) : +,+
with {
angle(i) = 2*ma.PI*(i/2)/voices + (i%2)*ma.PI/2;
voice(i) = de.fdelay(dmax,min(dmax,del(i))) * cos(angle(i));
del(i) = curdel*(i+1)/voices + dev(i);
rates(i) = rate/float(i+1);
dev(i) = sigma * os.oscp(rates(i),i*2*ma.PI/voices);
};
}.chorus_process;
component_freeverb = environment {
import("stdfaust.lib");
declare name "freeverb";
declare version "1.0";
declare author "Grame";
declare license "BSD";
declare copyright "(c) GRAME 2006 and MoForte Inc. 2017";
declare reference "https://ccrma.stanford.edu/~jos/pasp/Freeverb.html";
scalewet = 3.0;
scaledry = 2.0;
scaledamp = 0.4;
scaleroom = 0.28;
offsetroom = 0.7;
initialroom = 0.5;
initialdamp = 0.5;
initialwet = 1.0/scalewet;
initialdry = 0;
initialwidth= 1.0;
initialmode = 0.0;
freezemode = 0.5;
stereospread= 23;
combtuningL1 = 1116;
combtuningL2 = 1188;
combtuningL3 = 1277;
combtuningL4 = 1356;
combtuningL5 = 1422;
combtuningL6 = 1491;
combtuningL7 = 1557;
combtuningL8 = 1617;
allpasstuningL1 = 556;
allpasstuningL2 = 441;
allpasstuningL3 = 341;
allpasstuningL4 = 225;
dampSlider = rkg(vslider("Damp [midi:ctrl 3] [style:knob]",0.5, 0, 1, 0.025))*scaledamp;
roomsizeSlider = rkg(vslider("RoomSize [midi:ctrl 4] [style:knob]", 0.5, 0, 1, 0.025))*scaleroom + offsetroom;
wetSlider = rkg(vslider("Wet [midi:ctrl 79] [style:knob]", 0.3333, 0, 1, 0.025));
combfeed = roomsizeSlider;
allpass(dt,fb) = (_,_ <: (*(fb),_:+:@(dt)), -) ~ _ : (!,_);
comb(dt, fb, damp) = (+:@(dt)) ~ (*(1-damp) : (+ ~ *(damp)) : *(fb));
monoReverb(fb1, fb2, damp, spread)
= _ <: comb(combtuningL1+spread, fb1, damp),
comb(combtuningL2+spread, fb1, damp),
comb(combtuningL3+spread, fb1, damp),
comb(combtuningL4+spread, fb1, damp),
comb(combtuningL5+spread, fb1, damp),
comb(combtuningL6+spread, fb1, damp),
comb(combtuningL7+spread, fb1, damp),
comb(combtuningL8+spread, fb1, damp)
+>
allpass (allpasstuningL1+spread, fb2)
: allpass (allpasstuningL2+spread, fb2)
: allpass (allpasstuningL3+spread, fb2)
: allpass (allpasstuningL4+spread, fb2)
;
monoReverbToStereo(fb1, fb2, damp, spread)
= + <: monoReverb(fb1, fb2, damp, 0) <: _,_;
stereoReverb(fb1, fb2, damp, spread)
= + <: monoReverb(fb1, fb2, damp, 0), monoReverb(fb1, fb2, damp, spread);
monoToStereoReverb(fb1, fb2, damp, spread)
= _ <: monoReverb(fb1, fb2, damp, 0), monoReverb(fb1, fb2, damp, spread);
fxctrl(g,w,Fx) = _,_ <: (*(g),*(g) : Fx : *(w),*(w)), *(1-w), *(1-w) +> _,_;
rbp = 1-int(rsg(vslider("[0] Enable [midi:ctrl 104][style:knob]",0,0,1,1)));
freeverb = fxctrl(fixedgain, wetSlider, monoReverbToStereo(combfeed, allpassfeed, dampSlider, stereospread));
freeverb_process = ba.bypass2(rbp,freeverb);
}.freeverb_process;
vrocker(x) = checkbox("%%x [style:vrocker]");
hrocker(x) = checkbox("%%x [style:hrocker]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
vrockerblue(x) = checkbox("%x [style:vrocker] [color:blue]");
hrockerblue(x) = checkbox("%%x [style:hrocker] [color:blue]");
vrockerred(x) = checkbox("%%x [style:vrocker] [color:red]");
hrockerred(x) = checkbox("%%x [style:hrocker] [color:red]");
declare designer "Robert A. Moog";
synthg(x) = mmg(vgroup("[0] Minimoog",x));
fxg(x) = mmg(hgroup("[1] Effects",x));
mg(x) = synthg(hgroup("[0]",x));
vg(x) = cg(hgroup("[0] Master Volume", x));
dg(x) = cg(hgroup("[1] Oscillator Tuning & Switching", x));
dsg(x) = dg(vgroup("[1] Switches", x));
gmmg(x) = cg(hgroup("[2] Glide and ModMix", x));
og(x) = mg(vgroup("[1] Oscillator Bank", x));
osc1(x) = og(hgroup("[1] Oscillator 1", x));
osc2(x) = og(hgroup("[2] Oscillator 2", x));
osc3(x) = og(hgroup("[3] Oscillator 3", x));
mixg(x) = mg(vgroup("[2] Mixer", x));
modg(x) = mg(vgroup("[3] Modifiers", x));
vcfg(x) = modg(vgroup("[0] Filter", x));
vcf1(x) = vcfg(hgroup("[0] [tooltip:freq, Q, ContourScale]", x));
vcf1cbg(x) = vcf1(vgroup("[0] [tooltip:two checkboxes]", x));
vcf2(x) = vcfg(hgroup("[1] Filter Contour [tooltip:AttFilt, DecFilt, Sustain Level for Filter Contour]", x));
ng(x) = modg(hgroup("[1] Loudness Contour", x));
echog(x) = fxg(hgroup("[4] Echo",x));
ekg(x) = echog(vgroup("[0] Knobs",x));
esg(x) = echog(vgroup("[1] Switches",x));
flg(x) = fxg(hgroup("[5] Flanger",x));
flkg(x) = flg(vgroup("[0] Knobs",x));
flsg(x) = flg(vgroup("[1] Switches",x));
chg(x) = fxg(hgroup("[6] Chorus",x));
ckg(x) = chg(vgroup("[0] Knobs",x));
csg(x) = chg(vgroup("[1] Switches",x));
rg(x) = fxg(hgroup("[7] Reverb",x));
rkg(x) = rg(vgroup("[0] Knobs",x));
rsg(x) = rg(vgroup("[1] Switches",x));
outg(x) = fxg(vgroup("[8] Output", x));
volg(x) = outg(hgroup("[0] Volume Main Output", x));
tunerg(x) = outg(hgroup("[1] A-440 Switch", x));
vdtpolyg(x) = outg(hgroup("[2] Voice Detune / Poly", x));
clipg(x) = fxg(vgroup("[9] Soft Clip", x));
ws(x) = kg(vgroup("[0] Wheels and Switches", x));
s1g(x) = ws(hgroup("[0] Jacks and Rockers", x));
jg(x) = s1g(vgroup("[0] MiniJacks",x));
s2g(x) = ws(hgroup("[1] [tooltip:Wheels+]", x));
bg(x) = s2g(vgroup("[0] [tooltip:Bend Enable and Range]", x));
wg(x) = s2g(hgroup("[1] [tooltip:Bend and Mod Wheels]", x));
keys(x) = kg(hgroup("[1] [tooltip:Keys]", x));
gg(x) = keys(hgroup("[0] [tooltip: Gates]",x));
|
27cb443ffced2695197fc93bfa1784ca3796065a92b7a581ce6256dc244f90dc | jujudusud/BPD | VtbdiMid_Stage1.dsp | // generated automatically
// DO NOT MODIFY!
declare id "VTBassDI";
declare name "VTBassDI";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = -9.67015905878325e-5*fs;
b1 = 0;
b2 = 9.67015905878325e-5*fs;
a0 = fs*(2.32086727536791e-10*fs + 9.68309720290692e-6) + 0.000483514015701648;
a1 = -4.64173455073582e-10*pow(fs,2) + 0.000967028031403296;
a2 = fs*(2.32086727536791e-10*fs - 9.68309720290692e-6) + 0.000483514015701648;
};
| https://raw.githubusercontent.com/jujudusud/BPD/aab4f1ef9f2a3e4b7f15e345004b8aeee428c87e/bddi/VtbdiMid_Stage1.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "VTBassDI";
declare name "VTBassDI";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = -9.67015905878325e-5*fs;
b1 = 0;
b2 = 9.67015905878325e-5*fs;
a0 = fs*(2.32086727536791e-10*fs + 9.68309720290692e-6) + 0.000483514015701648;
a1 = -4.64173455073582e-10*pow(fs,2) + 0.000967028031403296;
a2 = fs*(2.32086727536791e-10*fs - 9.68309720290692e-6) + 0.000483514015701648;
};
|
12aa4c89e42216111cb9d1a5328a603e4fdb8a5eb181d6c4b4a406addb0c83bd | jujudusud/BPD | bddi-p8.dsp | // generated automatically
// DO NOT MODIFY!
declare id "bddi-p8";
declare name "BDDI part 8";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(3.91466389800279e-10*fs + 5.93704521193495e-7) + 0.00069390430247019;
b1 = -7.82932779600557e-10*pow(fs,2) + 0.00138780860494038;
b2 = fs*(3.91466389800279e-10*fs - 5.93704521193495e-7) + 0.00069390430247019;
a0 = fs*(3.91462475136381e-10*fs + 2.02867833171566e-6) + 0.000693897363427165;
a1 = -7.82924950272761e-10*pow(fs,2) + 0.00138779472685433;
a2 = fs*(3.91462475136381e-10*fs - 2.02867833171566e-6) + 0.000693897363427165;
};
| https://raw.githubusercontent.com/jujudusud/BPD/f6f931ae528147d59bcf3d4e0a59586338671a58/bddi-dsp/bddi-p8.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "bddi-p8";
declare name "BDDI part 8";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(3.91466389800279e-10*fs + 5.93704521193495e-7) + 0.00069390430247019;
b1 = -7.82932779600557e-10*pow(fs,2) + 0.00138780860494038;
b2 = fs*(3.91466389800279e-10*fs - 5.93704521193495e-7) + 0.00069390430247019;
a0 = fs*(3.91462475136381e-10*fs + 2.02867833171566e-6) + 0.000693897363427165;
a1 = -7.82924950272761e-10*pow(fs,2) + 0.00138779472685433;
a2 = fs*(3.91462475136381e-10*fs - 2.02867833171566e-6) + 0.000693897363427165;
};
|
d28bd841b1c487ee3262c13bae37a19048f9cbeebf019524521936c26d9db8e2 | jujudusud/BPD | bddi-p4.dsp | // generated automatically
// DO NOT MODIFY!
declare id "bddi-p4";
declare name "BDDI part 4";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PR19v = vslider("PR19v[name:PR19v]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = PR19v*fs*(-6.984707894439e-10*fs - 4.81040488597727e-6) + fs*(7.21520325495548e-10*fs + 2.11927197656615e-5) + 0.00240520244298863;
b1 = 1.3969415788878e-9*PR19v*pow(fs,2) - 1.4430406509911e-9*pow(fs,2) + 0.00481040488597727;
b2 = PR19v*fs*(-6.984707894439e-10*fs + 4.81040488597727e-6) + fs*(7.21520325495548e-10*fs - 2.11927197656615e-5) + 0.00240520244298863;
a0 = PR19v*fs*(-6.98477774151794e-10*fs - 4.81045299002613e-6) + fs*(7.21527540698803e-10*fs + 5.31859556913413e-6) + 0.00240522649501306;
a1 = 1.39695554830359e-9*PR19v*pow(fs,2) - 1.44305508139761e-9*pow(fs,2) + 0.00481045299002613;
a2 = PR19v*fs*(-6.98477774151794e-10*fs + 4.81045299002613e-6) + fs*(7.21527540698803e-10*fs - 5.31859556913413e-6) + 0.00240522649501306;
};
| https://raw.githubusercontent.com/jujudusud/BPD/f6f931ae528147d59bcf3d4e0a59586338671a58/bddi-dsp/bddi-p4.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "bddi-p4";
declare name "BDDI part 4";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0),(a1/a0,a2/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PR19v = vslider("PR19v[name:PR19v]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = PR19v*fs*(-6.984707894439e-10*fs - 4.81040488597727e-6) + fs*(7.21520325495548e-10*fs + 2.11927197656615e-5) + 0.00240520244298863;
b1 = 1.3969415788878e-9*PR19v*pow(fs,2) - 1.4430406509911e-9*pow(fs,2) + 0.00481040488597727;
b2 = PR19v*fs*(-6.984707894439e-10*fs + 4.81040488597727e-6) + fs*(7.21520325495548e-10*fs - 2.11927197656615e-5) + 0.00240520244298863;
a0 = PR19v*fs*(-6.98477774151794e-10*fs - 4.81045299002613e-6) + fs*(7.21527540698803e-10*fs + 5.31859556913413e-6) + 0.00240522649501306;
a1 = 1.39695554830359e-9*PR19v*pow(fs,2) - 1.44305508139761e-9*pow(fs,2) + 0.00481045299002613;
a2 = PR19v*fs*(-6.98477774151794e-10*fs + 4.81045299002613e-6) + fs*(7.21527540698803e-10*fs - 5.31859556913413e-6) + 0.00240522649501306;
};
|
9b9bb3f249858326422529ee20d03de98328f63522c1c5fb75b40921229411c2 | jujudusud/BPD | bddi-p2.dsp | // generated automatically
// DO NOT MODIFY!
declare id "bddi-p2";
declare name "BDDI part 2";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(7.06776156977829e-15*fs + 4.81892834303065e-12) + 3.65070329017474e-8) + 1.71426713475523e-5;
b1 = fs*(fs*(-2.12032847093349e-14*fs - 4.81892834303065e-12) + 3.65070329017474e-8) + 5.14280140426569e-5;
b2 = fs*(fs*(2.12032847093349e-14*fs - 4.81892834303065e-12) - 3.65070329017474e-8) + 5.14280140426569e-5;
b3 = fs*(fs*(-7.06776156977829e-15*fs + 4.81892834303065e-12) - 3.65070329017474e-8) + 1.71426713475523e-5;
a0 = fs*(fs*(7.06776156977829e-15*fs + 9.24358073072243e-11) + 1.11934786830977e-7) + 1.71426713475523e-5;
a1 = fs*(fs*(-2.12032847093349e-14*fs - 9.24358073072243e-11) + 1.11934786830977e-7) + 5.14280140426569e-5;
a2 = fs*(fs*(2.12032847093349e-14*fs - 9.24358073072243e-11) - 1.11934786830977e-7) + 5.14280140426569e-5;
a3 = fs*(fs*(-7.06776156977829e-15*fs + 9.24358073072243e-11) - 1.11934786830977e-7) + 1.71426713475523e-5;
};
| https://raw.githubusercontent.com/jujudusud/BPD/f6f931ae528147d59bcf3d4e0a59586338671a58/bddi-dsp/bddi-p2.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "bddi-p2";
declare name "BDDI part 2";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
b0 = fs*(fs*(7.06776156977829e-15*fs + 4.81892834303065e-12) + 3.65070329017474e-8) + 1.71426713475523e-5;
b1 = fs*(fs*(-2.12032847093349e-14*fs - 4.81892834303065e-12) + 3.65070329017474e-8) + 5.14280140426569e-5;
b2 = fs*(fs*(2.12032847093349e-14*fs - 4.81892834303065e-12) - 3.65070329017474e-8) + 5.14280140426569e-5;
b3 = fs*(fs*(-7.06776156977829e-15*fs + 4.81892834303065e-12) - 3.65070329017474e-8) + 1.71426713475523e-5;
a0 = fs*(fs*(7.06776156977829e-15*fs + 9.24358073072243e-11) + 1.11934786830977e-7) + 1.71426713475523e-5;
a1 = fs*(fs*(-2.12032847093349e-14*fs - 9.24358073072243e-11) + 1.11934786830977e-7) + 5.14280140426569e-5;
a2 = fs*(fs*(2.12032847093349e-14*fs - 9.24358073072243e-11) - 1.11934786830977e-7) + 5.14280140426569e-5;
a3 = fs*(fs*(-7.06776156977829e-15*fs + 9.24358073072243e-11) - 1.11934786830977e-7) + 1.71426713475523e-5;
};
|
84970b61615a2cd52938151d07eee4320340d1c4d0e1242fb7905014d92f74b5 | jujudusud/BPD | VtbdiMid_Stage2.dsp | // generated automatically
// DO NOT MODIFY!
declare id "VTBassDI";
declare name "VTBassDI";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PRmidv = vslider("PRmidv[name:PRmidv]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = PRmidv*(PRmidv*fs*(3.72020134367249e-10*fs + 1.28106106875774e-6) + fs*(-3.72020134367249e-10*fs - 2.56212213751549e-6)) + fs*(-1.92148399400684e-10*fs - 1.70495136579899e-7) - 0.000310366158930853;
b1 = PRmidv*(PRmidv*fs*(-3.72020134367249e-10*fs + 1.28106106875774e-6) + fs*(3.72020134367249e-10*fs - 2.56212213751549e-6)) + fs*(1.92148399400684e-10*fs - 1.70495136579899e-7) - 0.000931098476792559;
b2 = PRmidv*(PRmidv*fs*(-3.72020134367249e-10*fs - 1.28106106875774e-6) + fs*(3.72020134367249e-10*fs + 2.56212213751549e-6)) + fs*(1.92148399400684e-10*fs + 1.70495136579899e-7) - 0.000931098476792559;
b3 = PRmidv*(PRmidv*fs*(3.72020134367249e-10*fs - 1.28106106875774e-6) + fs*(-3.72020134367249e-10*fs + 2.56212213751549e-6)) + fs*(-1.92148399400684e-10*fs + 1.70495136579899e-7) - 0.000310366158930853;
a0 = PRmidv*(PRmidv*fs*(fs*(-8.92895301395342e-15*fs - 4.02806366843586e-10) - 1.28119587969078e-6) + fs*(fs*(8.92895301395342e-15*fs + 4.02806366843586e-10) + 1.34810933040613e-10)) + fs*(fs*(1.47327724730231e-16*fs + 1.95246064736787e-10) + 1.45909073240292e-6) + 0.000310398819943267;
a1 = PRmidv*(PRmidv*fs*(fs*(2.67868590418603e-14*fs + 4.02806366843586e-10) - 1.28119587969078e-6) + fs*(fs*(-2.67868590418603e-14*fs - 4.02806366843586e-10) + 1.34810933040613e-10)) + fs*(fs*(-4.41983174190694e-16*fs - 1.95246064736787e-10) + 1.45909073240292e-6) + 0.000931196459829801;
a2 = PRmidv*(PRmidv*fs*(fs*(-2.67868590418603e-14*fs + 4.02806366843586e-10) + 1.28119587969078e-6) + fs*(fs*(2.67868590418603e-14*fs - 4.02806366843586e-10) - 1.34810933040613e-10)) + fs*(fs*(4.41983174190694e-16*fs - 1.95246064736787e-10) - 1.45909073240292e-6) + 0.000931196459829801;
a3 = PRmidv*(PRmidv*fs*(fs*(8.92895301395342e-15*fs - 4.02806366843586e-10) + 1.28119587969078e-6) + fs*(fs*(-8.92895301395342e-15*fs + 4.02806366843586e-10) - 1.34810933040613e-10)) + fs*(fs*(-1.47327724730231e-16*fs + 1.95246064736787e-10) - 1.45909073240292e-6) + 0.000310398819943267;
};
| https://raw.githubusercontent.com/jujudusud/BPD/aab4f1ef9f2a3e4b7f15e345004b8aeee428c87e/bddi/VtbdiMid_Stage2.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "VTBassDI";
declare name "VTBassDI";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0),(a1/a0,a2/a0,a3/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PRmidv = vslider("PRmidv[name:PRmidv]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = PRmidv*(PRmidv*fs*(3.72020134367249e-10*fs + 1.28106106875774e-6) + fs*(-3.72020134367249e-10*fs - 2.56212213751549e-6)) + fs*(-1.92148399400684e-10*fs - 1.70495136579899e-7) - 0.000310366158930853;
b1 = PRmidv*(PRmidv*fs*(-3.72020134367249e-10*fs + 1.28106106875774e-6) + fs*(3.72020134367249e-10*fs - 2.56212213751549e-6)) + fs*(1.92148399400684e-10*fs - 1.70495136579899e-7) - 0.000931098476792559;
b2 = PRmidv*(PRmidv*fs*(-3.72020134367249e-10*fs - 1.28106106875774e-6) + fs*(3.72020134367249e-10*fs + 2.56212213751549e-6)) + fs*(1.92148399400684e-10*fs + 1.70495136579899e-7) - 0.000931098476792559;
b3 = PRmidv*(PRmidv*fs*(3.72020134367249e-10*fs - 1.28106106875774e-6) + fs*(-3.72020134367249e-10*fs + 2.56212213751549e-6)) + fs*(-1.92148399400684e-10*fs + 1.70495136579899e-7) - 0.000310366158930853;
a0 = PRmidv*(PRmidv*fs*(fs*(-8.92895301395342e-15*fs - 4.02806366843586e-10) - 1.28119587969078e-6) + fs*(fs*(8.92895301395342e-15*fs + 4.02806366843586e-10) + 1.34810933040613e-10)) + fs*(fs*(1.47327724730231e-16*fs + 1.95246064736787e-10) + 1.45909073240292e-6) + 0.000310398819943267;
a1 = PRmidv*(PRmidv*fs*(fs*(2.67868590418603e-14*fs + 4.02806366843586e-10) - 1.28119587969078e-6) + fs*(fs*(-2.67868590418603e-14*fs - 4.02806366843586e-10) + 1.34810933040613e-10)) + fs*(fs*(-4.41983174190694e-16*fs - 1.95246064736787e-10) + 1.45909073240292e-6) + 0.000931196459829801;
a2 = PRmidv*(PRmidv*fs*(fs*(-2.67868590418603e-14*fs + 4.02806366843586e-10) + 1.28119587969078e-6) + fs*(fs*(2.67868590418603e-14*fs - 4.02806366843586e-10) - 1.34810933040613e-10)) + fs*(fs*(4.41983174190694e-16*fs - 1.95246064736787e-10) - 1.45909073240292e-6) + 0.000931196459829801;
a3 = PRmidv*(PRmidv*fs*(fs*(8.92895301395342e-15*fs - 4.02806366843586e-10) + 1.28119587969078e-6) + fs*(fs*(-8.92895301395342e-15*fs + 4.02806366843586e-10) - 1.34810933040613e-10)) + fs*(fs*(-1.47327724730231e-16*fs + 1.95246064736787e-10) - 1.45909073240292e-6) + 0.000310398819943267;
};
|
7db4b02a80b57e7e673731c521750f0d90522d62bd45b9118eb79e2ab709264d | jujudusud/BPD | VtbdiPresence.dsp | // generated automatically
// DO NOT MODIFY!
declare id "VTBassDI-presence";
declare name "VTBassDI-presence";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PRprv = vslider("PRprv[name:PRprv]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = PRprv*(PRprv*pow(fs,2)*(fs*(5.60038187755644e-20*fs + 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(-5.60038187755644e-20*fs - 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(-4.1417369612656e-15*fs - 2.23640373505496e-11) - 1.00571596044962e-8);
b1 = PRprv*(PRprv*pow(fs,2)*(fs*(-1.68011456326693e-19*fs - 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(1.68011456326693e-19*fs + 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(4.1417369612656e-15*fs - 2.23640373505496e-11) - 3.01714788134885e-8);
b2 = PRprv*(PRprv*pow(fs,2)*(fs*(1.12007637551129e-19*fs - 8.9174124661918e-15) - 3.85701231236669e-11) + pow(fs,2)*(fs*(-1.12007637551129e-19*fs + 3.26102676985979e-15) + 8.8711283184434e-13)) + fs*(fs*(8.28347392253121e-15*fs + 4.47280747010991e-11) - 2.01143192089923e-8);
b3 = PRprv*(PRprv*pow(fs,2)*(fs*(1.12007637551129e-19*fs + 8.9174124661918e-15) - 3.85701231236669e-11) + pow(fs,2)*(fs*(-1.12007637551129e-19*fs - 3.26102676985979e-15) + 8.8711283184434e-13)) + fs*(fs*(-8.28347392253121e-15*fs + 4.47280747010991e-11) + 2.01143192089923e-8);
b4 = PRprv*(PRprv*pow(fs,2)*(fs*(-1.68011456326693e-19*fs + 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(1.68011456326693e-19*fs - 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(-4.1417369612656e-15*fs - 2.23640373505496e-11) + 3.01714788134885e-8);
b5 = PRprv*(PRprv*pow(fs,2)*(fs*(5.60038187755644e-20*fs - 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(-5.60038187755644e-20*fs + 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(4.1417369612656e-15*fs - 2.23640373505496e-11) + 1.00571596044962e-8);
a0 = PRprv*(PRprv*fs*(fs*(fs*(fs*(-1.34410850433516e-24*fs - 1.63324048641924e-19) - 4.94959627062431e-15) - 1.9472051612869e-11) - 4.38302349533284e-11) + fs*(fs*(fs*(fs*(1.34410850433516e-24*fs + 1.62651994389757e-19) + 7.73227581824302e-15) + 3.91995893413853e-11) + 4.4838330357255e-11)) + fs*(fs*(fs*(5.76541087238308e-20*fs + 5.54349706891729e-16) + 2.99656219133923e-12) + 1.02476075145952e-8) + 6.66877024814892e-8;
a1 = PRprv*(PRprv*fs*(fs*(fs*(fs*(6.72054252167579e-24*fs + 4.89972145925773e-19) + 4.94959627062431e-15) - 1.9472051612869e-11) - 1.31490704859985e-10) + fs*(fs*(fs*(fs*(-6.72054252167579e-24*fs - 4.8795598316927e-19) - 7.73227581824302e-15) + 3.91995893413853e-11) + 1.34514991071765e-10)) + fs*(fs*(fs*(-1.72962326171492e-19*fs - 5.54349706891729e-16) + 2.99656219133923e-12) + 3.07428225437857e-8) + 3.33438512407446e-7;
a2 = PRprv*(PRprv*fs*(fs*(fs*(fs*(-1.34410850433516e-23*fs - 3.26648097283848e-19) + 9.89919254124861e-15) + 3.89441032257379e-11) - 8.76604699066569e-11) + fs*(fs*(fs*(fs*(1.34410850433516e-23*fs + 3.25303988779513e-19) - 1.5464551636486e-14) - 7.83991786827706e-11) + 8.967666071451e-11)) + fs*(fs*(fs*(1.15308217447662e-19*fs - 1.10869941378346e-15) - 5.99312438267846e-12) + 2.04952150291905e-8) + 6.66877024814892e-7;
a3 = PRprv*(PRprv*fs*(fs*(fs*(fs*(1.34410850433516e-23*fs - 3.26648097283848e-19) - 9.89919254124861e-15) + 3.89441032257379e-11) + 8.76604699066569e-11) + fs*(fs*(fs*(fs*(-1.34410850433516e-23*fs + 3.25303988779513e-19) + 1.5464551636486e-14) - 7.83991786827706e-11) - 8.967666071451e-11)) + fs*(fs*(fs*(1.15308217447662e-19*fs + 1.10869941378346e-15) - 5.99312438267846e-12) - 2.04952150291905e-8) + 6.66877024814892e-7;
a4 = PRprv*(PRprv*fs*(fs*(fs*(fs*(-6.72054252167579e-24*fs + 4.89972145925773e-19) - 4.94959627062431e-15) - 1.9472051612869e-11) + 1.31490704859985e-10) + fs*(fs*(fs*(fs*(6.72054252167579e-24*fs - 4.8795598316927e-19) + 7.73227581824302e-15) + 3.91995893413853e-11) - 1.34514991071765e-10)) + fs*(fs*(fs*(-1.72962326171492e-19*fs + 5.54349706891729e-16) + 2.99656219133923e-12) - 3.07428225437857e-8) + 3.33438512407446e-7;
a5 = PRprv*(PRprv*fs*(fs*(fs*(fs*(1.34410850433516e-24*fs - 1.63324048641924e-19) + 4.94959627062431e-15) - 1.9472051612869e-11) + 4.38302349533284e-11) + fs*(fs*(fs*(fs*(-1.34410850433516e-24*fs + 1.62651994389757e-19) - 7.73227581824302e-15) + 3.91995893413853e-11) - 4.4838330357255e-11)) + fs*(fs*(fs*(5.76541087238308e-20*fs - 5.54349706891729e-16) + 2.99656219133923e-12) - 1.02476075145952e-8) + 6.66877024814892e-8;
};
| https://raw.githubusercontent.com/jujudusud/BPD/aab4f1ef9f2a3e4b7f15e345004b8aeee428c87e/bddi/VtbdiPresence.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "VTBassDI-presence";
declare name "VTBassDI-presence";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PRprv = vslider("PRprv[name:PRprv]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = PRprv*(PRprv*pow(fs,2)*(fs*(5.60038187755644e-20*fs + 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(-5.60038187755644e-20*fs - 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(-4.1417369612656e-15*fs - 2.23640373505496e-11) - 1.00571596044962e-8);
b1 = PRprv*(PRprv*pow(fs,2)*(fs*(-1.68011456326693e-19*fs - 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(1.68011456326693e-19*fs + 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(4.1417369612656e-15*fs - 2.23640373505496e-11) - 3.01714788134885e-8);
b2 = PRprv*(PRprv*pow(fs,2)*(fs*(1.12007637551129e-19*fs - 8.9174124661918e-15) - 3.85701231236669e-11) + pow(fs,2)*(fs*(-1.12007637551129e-19*fs + 3.26102676985979e-15) + 8.8711283184434e-13)) + fs*(fs*(8.28347392253121e-15*fs + 4.47280747010991e-11) - 2.01143192089923e-8);
b3 = PRprv*(PRprv*pow(fs,2)*(fs*(1.12007637551129e-19*fs + 8.9174124661918e-15) - 3.85701231236669e-11) + pow(fs,2)*(fs*(-1.12007637551129e-19*fs - 3.26102676985979e-15) + 8.8711283184434e-13)) + fs*(fs*(-8.28347392253121e-15*fs + 4.47280747010991e-11) + 2.01143192089923e-8);
b4 = PRprv*(PRprv*pow(fs,2)*(fs*(-1.68011456326693e-19*fs + 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(1.68011456326693e-19*fs - 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(-4.1417369612656e-15*fs - 2.23640373505496e-11) + 3.01714788134885e-8);
b5 = PRprv*(PRprv*pow(fs,2)*(fs*(5.60038187755644e-20*fs - 4.4587062330959e-15) + 1.92850615618335e-11) + pow(fs,2)*(fs*(-5.60038187755644e-20*fs + 1.6305133849299e-15) - 4.4355641592217e-13)) + fs*(fs*(4.1417369612656e-15*fs - 2.23640373505496e-11) + 1.00571596044962e-8);
a0 = PRprv*(PRprv*fs*(fs*(fs*(fs*(-1.34410850433516e-24*fs - 1.63324048641924e-19) - 4.94959627062431e-15) - 1.9472051612869e-11) - 4.38302349533284e-11) + fs*(fs*(fs*(fs*(1.34410850433516e-24*fs + 1.62651994389757e-19) + 7.73227581824302e-15) + 3.91995893413853e-11) + 4.4838330357255e-11)) + fs*(fs*(fs*(5.76541087238308e-20*fs + 5.54349706891729e-16) + 2.99656219133923e-12) + 1.02476075145952e-8) + 6.66877024814892e-8;
a1 = PRprv*(PRprv*fs*(fs*(fs*(fs*(6.72054252167579e-24*fs + 4.89972145925773e-19) + 4.94959627062431e-15) - 1.9472051612869e-11) - 1.31490704859985e-10) + fs*(fs*(fs*(fs*(-6.72054252167579e-24*fs - 4.8795598316927e-19) - 7.73227581824302e-15) + 3.91995893413853e-11) + 1.34514991071765e-10)) + fs*(fs*(fs*(-1.72962326171492e-19*fs - 5.54349706891729e-16) + 2.99656219133923e-12) + 3.07428225437857e-8) + 3.33438512407446e-7;
a2 = PRprv*(PRprv*fs*(fs*(fs*(fs*(-1.34410850433516e-23*fs - 3.26648097283848e-19) + 9.89919254124861e-15) + 3.89441032257379e-11) - 8.76604699066569e-11) + fs*(fs*(fs*(fs*(1.34410850433516e-23*fs + 3.25303988779513e-19) - 1.5464551636486e-14) - 7.83991786827706e-11) + 8.967666071451e-11)) + fs*(fs*(fs*(1.15308217447662e-19*fs - 1.10869941378346e-15) - 5.99312438267846e-12) + 2.04952150291905e-8) + 6.66877024814892e-7;
a3 = PRprv*(PRprv*fs*(fs*(fs*(fs*(1.34410850433516e-23*fs - 3.26648097283848e-19) - 9.89919254124861e-15) + 3.89441032257379e-11) + 8.76604699066569e-11) + fs*(fs*(fs*(fs*(-1.34410850433516e-23*fs + 3.25303988779513e-19) + 1.5464551636486e-14) - 7.83991786827706e-11) - 8.967666071451e-11)) + fs*(fs*(fs*(1.15308217447662e-19*fs + 1.10869941378346e-15) - 5.99312438267846e-12) - 2.04952150291905e-8) + 6.66877024814892e-7;
a4 = PRprv*(PRprv*fs*(fs*(fs*(fs*(-6.72054252167579e-24*fs + 4.89972145925773e-19) - 4.94959627062431e-15) - 1.9472051612869e-11) + 1.31490704859985e-10) + fs*(fs*(fs*(fs*(6.72054252167579e-24*fs - 4.8795598316927e-19) + 7.73227581824302e-15) + 3.91995893413853e-11) - 1.34514991071765e-10)) + fs*(fs*(fs*(-1.72962326171492e-19*fs + 5.54349706891729e-16) + 2.99656219133923e-12) - 3.07428225437857e-8) + 3.33438512407446e-7;
a5 = PRprv*(PRprv*fs*(fs*(fs*(fs*(1.34410850433516e-24*fs - 1.63324048641924e-19) + 4.94959627062431e-15) - 1.9472051612869e-11) + 4.38302349533284e-11) + fs*(fs*(fs*(fs*(-1.34410850433516e-24*fs + 1.62651994389757e-19) - 7.73227581824302e-15) + 3.91995893413853e-11) - 4.4838330357255e-11)) + fs*(fs*(fs*(5.76541087238308e-20*fs - 5.54349706891729e-16) + 2.99656219133923e-12) - 1.02476075145952e-8) + 6.66877024814892e-8;
};
|
d87129f0dbf64ffb917f88475fadb7e3695b56e0a584fe264b0214dbf83cb96e | jujudusud/BPD | bddi-p11.dsp | // generated automatically
// DO NOT MODIFY!
declare id "bddi-p11";
declare name "BDDI part 11";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PR24v = vslider("PR24v[name:PR24v]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
PR41v = vslider("PR41v[name:PR41v]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = PR24v*(PR24v*pow(fs,3)*(2.24093624107205e-19*fs + 1.12046812053603e-15) + pow(fs,2)*(fs*(-2.91321711339366e-19*fs - 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(-1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.4818724821441e-19*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs + 1.01860738230548e-15) + pow(fs,2)*(2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(-1.90479580491124e-16*fs + 1.84877239888444e-14) + 2.54651845576369e-11)) + fs*(fs*(fs*(-7.39508959553777e-21*fs - 1.86703602924918e-16) - 7.03312746223551e-13) - 2.80117030134006e-11);
b1 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321615e-19*fs - 1.12046812053603e-15) + pow(fs,2)*(fs*(8.739651340181e-19*fs + 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464323e-18*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464323e-18*fs - 1.01860738230548e-15) + pow(fs,2)*(-2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(1.90479580491124e-16*fs + 1.84877239888444e-14) + 7.63955536729108e-11)) + fs*(fs*(fs*(2.21852687866133e-20*fs + 1.86703602924918e-16) - 7.03312746223551e-13) - 8.40351090402019e-11);
b2 = PR24v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs - 2.24093624107205e-15) + pow(fs,2)*(fs*(-5.82643422678733e-19*fs + 2.50781137523608e-15) - 1.00842130848242e-12)) + PR41v*(PR24v*(2.03721476461095e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.9637449642882e-19*pow(fs,2) + 9.16746644074929e-13)) + PR41v*(PR24v*pow(fs,3)*(8.9637449642882e-19*fs - 2.03721476461095e-15) + pow(fs,2)*(-4.4818724821441e-16*fs - 1.01860738230548e-12)) + fs*(fs*(3.80959160982249e-16*fs - 3.69754479776888e-14) + 5.09303691152739e-11)) + fs*(fs*(fs*(-1.47901791910755e-20*fs + 3.73407205849836e-16) + 1.4066254924471e-12) - 5.60234060268012e-11);
b3 = PR24v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs + 2.24093624107205e-15) + pow(fs,2)*(fs*(-5.82643422678733e-19*fs - 2.50781137523608e-15) - 1.00842130848242e-12)) + PR41v*(PR24v*(-2.03721476461095e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.9637449642882e-19*pow(fs,2) + 9.16746644074929e-13)) + PR41v*(PR24v*pow(fs,3)*(8.9637449642882e-19*fs + 2.03721476461095e-15) + pow(fs,2)*(4.4818724821441e-16*fs - 1.01860738230548e-12)) + fs*(fs*(-3.80959160982249e-16*fs - 3.69754479776888e-14) - 5.09303691152739e-11)) + fs*(fs*(fs*(-1.47901791910755e-20*fs - 3.73407205849836e-16) + 1.4066254924471e-12) + 5.60234060268012e-11);
b4 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321615e-19*fs + 1.12046812053603e-15) + pow(fs,2)*(fs*(8.739651340181e-19*fs - 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(-1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464323e-18*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464323e-18*fs + 1.01860738230548e-15) + pow(fs,2)*(2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(-1.90479580491124e-16*fs + 1.84877239888444e-14) - 7.63955536729108e-11)) + fs*(fs*(fs*(2.21852687866133e-20*fs - 1.86703602924918e-16) - 7.03312746223551e-13) + 8.40351090402019e-11);
b5 = PR24v*(PR24v*pow(fs,3)*(2.24093624107205e-19*fs - 1.12046812053603e-15) + pow(fs,2)*(fs*(-2.91321711339366e-19*fs + 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.4818724821441e-19*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs - 1.01860738230548e-15) + pow(fs,2)*(-2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(1.90479580491124e-16*fs + 1.84877239888444e-14) - 2.54651845576369e-11)) + fs*(fs*(fs*(-7.39508959553777e-21*fs + 1.86703602924918e-16) - 7.03312746223551e-13) + 2.80117030134006e-11);
a0 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403223e-25*fs - 2.32516306039478e-19) - 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(4.43710939403223e-25*fs + 1.65110734431555e-19) - 9.85016940777801e-17) - 1.00715463535881e-13) - 2.566922789936e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.95807292935482e-24*fs - 5.2281698062006e-20) - 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(2.95807292935482e-24*fs - 3.97088779324146e-19) + 9.17810373882701e-17) - 4.07240118199924e-13) + 2.29189534815714e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.95807292935482e-24*fs + 5.2281698062006e-20) + 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(-2.95807292935482e-24*fs + 3.97088779324146e-19) + 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(-9.76164066687091e-26*fs - 4.51455770428789e-19) - 1.20654438422157e-15) - 2.24844172006165e-13) - 5.37322131623508e-12)) + fs*(fs*(fs*(fs*(9.76164066687091e-26*fs + 4.51455770428789e-19) + 1.24014733506417e-15) + 7.01362333734443e-13) + 5.11099655732833e-11) - 1.27327519342064e-10) + fs*(fs*(fs*(fs*(1.46424610003064e-26*fs + 7.51326092582141e-20) + 3.92589162530567e-16) + 2.31184202006561e-13) + 4.42912797759979e-11) + 1.42606821663111e-9;
a1 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.21855469701612e-24*fs + 6.97548918118433e-19) + 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(-2.21855469701612e-24*fs - 4.95332203294664e-19) + 9.85016940777801e-17) - 1.00715463535881e-13) - 7.70076836980801e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(1.47903646467741e-23*fs + 1.56845094186018e-19) + 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(-1.47903646467741e-23*fs + 1.19126633797244e-18) - 9.17810373882701e-17) - 4.07240118199924e-13) + 6.87568604447143e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-1.47903646467741e-23*fs - 1.56845094186018e-19) - 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(1.47903646467741e-23*fs - 1.19126633797244e-18) - 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(4.88082033343545e-25*fs + 1.35436731128637e-18) + 1.20654438422157e-15) - 2.24844172006165e-13) - 1.61196639487052e-11)) + fs*(fs*(fs*(fs*(-4.88082033343545e-25*fs - 1.35436731128637e-18) - 1.24014733506417e-15) + 7.01362333734443e-13) + 1.5332989671985e-10) - 6.36637596710318e-10) + fs*(fs*(fs*(fs*(-7.32123050015318e-26*fs - 2.25397827774642e-19) - 3.92589162530567e-16) + 2.31184202006561e-13) + 1.32873839327994e-10) + 7.13034108315556e-9;
a2 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403223e-24*fs - 4.65032612078955e-19) + 4.79993767298874e-16) + 1.14085457330489e-13) + fs*(fs*(fs*(fs*(4.43710939403223e-24*fs + 3.30221468863109e-19) + 1.9700338815556e-16) + 2.01430927071761e-13) - 5.133845579872e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.95807292935482e-23*fs - 1.04563396124012e-19) + 2.26267614966033e-15) - 1.01862015473651e-14) + fs*(fs*(fs*(fs*(2.95807292935482e-23*fs - 7.94177558648292e-19) - 1.8356207477654e-16) + 8.14480236399848e-13) + 4.58379069631429e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.95807292935482e-23*fs + 1.04563396124012e-19) - 2.26133674351505e-16) + pow(fs,2)*(fs*(fs*(-2.95807292935482e-23*fs + 7.94177558648292e-19) - 1.85298040053229e-15) - 9.15739519108121e-14)) + fs*(fs*(fs*(fs*(-9.76164066687091e-25*fs - 9.02911540857577e-19) + 2.41308876844315e-15) + 4.4968834401233e-13) - 1.07464426324702e-11)) + fs*(fs*(fs*(fs*(9.76164066687091e-25*fs + 9.02911540857577e-19) - 2.48029467012834e-15) - 1.40272466746889e-12) + 1.02219931146567e-10) - 1.27327519342064e-9) + fs*(fs*(fs*(fs*(1.46424610003064e-25*fs + 1.50265218516428e-19) - 7.85178325061135e-16) - 4.62368404013121e-13) + 8.85825595519958e-11) + 1.42606821663111e-8;
a3 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403223e-24*fs - 4.65032612078955e-19) - 4.79993767298874e-16) + 1.14085457330489e-13) + fs*(fs*(fs*(fs*(-4.43710939403223e-24*fs + 3.30221468863109e-19) - 1.9700338815556e-16) + 2.01430927071761e-13) + 5.133845579872e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.95807292935482e-23*fs - 1.04563396124012e-19) - 2.26267614966033e-15) - 1.01862015473651e-14) + fs*(fs*(fs*(fs*(-2.95807292935482e-23*fs - 7.94177558648292e-19) + 1.8356207477654e-16) + 8.14480236399848e-13) - 4.58379069631429e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.95807292935482e-23*fs + 1.04563396124012e-19) + 2.26133674351505e-16) + pow(fs,2)*(fs*(fs*(2.95807292935482e-23*fs + 7.94177558648292e-19) + 1.85298040053229e-15) - 9.15739519108121e-14)) + fs*(fs*(fs*(fs*(9.76164066687091e-25*fs - 9.02911540857577e-19) - 2.41308876844315e-15) + 4.4968834401233e-13) + 1.07464426324702e-11)) + fs*(fs*(fs*(fs*(-9.76164066687091e-25*fs + 9.02911540857577e-19) + 2.48029467012834e-15) - 1.40272466746889e-12) - 1.02219931146567e-10) - 1.27327519342064e-9) + fs*(fs*(fs*(fs*(-1.46424610003064e-25*fs + 1.50265218516428e-19) + 7.85178325061135e-16) - 4.62368404013121e-13) - 8.85825595519958e-11) + 1.42606821663111e-8;
a4 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.21855469701612e-24*fs + 6.97548918118433e-19) - 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(2.21855469701612e-24*fs - 4.95332203294664e-19) - 9.85016940777801e-17) - 1.00715463535881e-13) + 7.70076836980801e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-1.47903646467741e-23*fs + 1.56845094186018e-19) - 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(1.47903646467741e-23*fs + 1.19126633797244e-18) + 9.17810373882701e-17) - 4.07240118199924e-13) - 6.87568604447143e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(1.47903646467741e-23*fs - 1.56845094186018e-19) + 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(-1.47903646467741e-23*fs - 1.19126633797244e-18) + 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(-4.88082033343545e-25*fs + 1.35436731128637e-18) - 1.20654438422157e-15) - 2.24844172006165e-13) + 1.61196639487052e-11)) + fs*(fs*(fs*(fs*(4.88082033343545e-25*fs - 1.35436731128637e-18) + 1.24014733506417e-15) + 7.01362333734443e-13) - 1.5332989671985e-10) - 6.36637596710318e-10) + fs*(fs*(fs*(fs*(7.32123050015318e-26*fs - 2.25397827774642e-19) + 3.92589162530567e-16) + 2.31184202006561e-13) - 1.32873839327994e-10) + 7.13034108315556e-9;
a5 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403223e-25*fs - 2.32516306039478e-19) + 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(-4.43710939403223e-25*fs + 1.65110734431555e-19) + 9.85016940777801e-17) - 1.00715463535881e-13) + 2.566922789936e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.95807292935482e-24*fs - 5.2281698062006e-20) + 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(-2.95807292935482e-24*fs - 3.97088779324146e-19) - 9.17810373882701e-17) - 4.07240118199924e-13) - 2.29189534815714e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.95807292935482e-24*fs + 5.2281698062006e-20) - 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(2.95807292935482e-24*fs + 3.97088779324146e-19) - 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(9.76164066687091e-26*fs - 4.51455770428789e-19) + 1.20654438422157e-15) - 2.24844172006165e-13) + 5.37322131623508e-12)) + fs*(fs*(fs*(fs*(-9.76164066687091e-26*fs + 4.51455770428789e-19) - 1.24014733506417e-15) + 7.01362333734443e-13) - 5.11099655732833e-11) - 1.27327519342064e-10) + fs*(fs*(fs*(fs*(-1.46424610003064e-26*fs + 7.51326092582141e-20) - 3.92589162530567e-16) + 2.31184202006561e-13) - 4.42912797759979e-11) + 1.42606821663111e-9;
};
| https://raw.githubusercontent.com/jujudusud/BPD/f6f931ae528147d59bcf3d4e0a59586338671a58/bddi-dsp/bddi-p11.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "bddi-p11";
declare name "BDDI part 11";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PR24v = vslider("PR24v[name:PR24v]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
PR41v = vslider("PR41v[name:PR41v]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
b0 = PR24v*(PR24v*pow(fs,3)*(2.24093624107205e-19*fs + 1.12046812053603e-15) + pow(fs,2)*(fs*(-2.91321711339366e-19*fs - 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(-1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.4818724821441e-19*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs + 1.01860738230548e-15) + pow(fs,2)*(2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(-1.90479580491124e-16*fs + 1.84877239888444e-14) + 2.54651845576369e-11)) + fs*(fs*(fs*(-7.39508959553777e-21*fs - 1.86703602924918e-16) - 7.03312746223551e-13) - 2.80117030134006e-11);
b1 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321615e-19*fs - 1.12046812053603e-15) + pow(fs,2)*(fs*(8.739651340181e-19*fs + 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464323e-18*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464323e-18*fs - 1.01860738230548e-15) + pow(fs,2)*(-2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(1.90479580491124e-16*fs + 1.84877239888444e-14) + 7.63955536729108e-11)) + fs*(fs*(fs*(2.21852687866133e-20*fs + 1.86703602924918e-16) - 7.03312746223551e-13) - 8.40351090402019e-11);
b2 = PR24v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs - 2.24093624107205e-15) + pow(fs,2)*(fs*(-5.82643422678733e-19*fs + 2.50781137523608e-15) - 1.00842130848242e-12)) + PR41v*(PR24v*(2.03721476461095e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.9637449642882e-19*pow(fs,2) + 9.16746644074929e-13)) + PR41v*(PR24v*pow(fs,3)*(8.9637449642882e-19*fs - 2.03721476461095e-15) + pow(fs,2)*(-4.4818724821441e-16*fs - 1.01860738230548e-12)) + fs*(fs*(3.80959160982249e-16*fs - 3.69754479776888e-14) + 5.09303691152739e-11)) + fs*(fs*(fs*(-1.47901791910755e-20*fs + 3.73407205849836e-16) + 1.4066254924471e-12) - 5.60234060268012e-11);
b3 = PR24v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs + 2.24093624107205e-15) + pow(fs,2)*(fs*(-5.82643422678733e-19*fs - 2.50781137523608e-15) - 1.00842130848242e-12)) + PR41v*(PR24v*(-2.03721476461095e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.9637449642882e-19*pow(fs,2) + 9.16746644074929e-13)) + PR41v*(PR24v*pow(fs,3)*(8.9637449642882e-19*fs + 2.03721476461095e-15) + pow(fs,2)*(4.4818724821441e-16*fs - 1.01860738230548e-12)) + fs*(fs*(-3.80959160982249e-16*fs - 3.69754479776888e-14) - 5.09303691152739e-11)) + fs*(fs*(fs*(-1.47901791910755e-20*fs - 3.73407205849836e-16) + 1.4066254924471e-12) + 5.60234060268012e-11);
b4 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321615e-19*fs + 1.12046812053603e-15) + pow(fs,2)*(fs*(8.739651340181e-19*fs - 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(-1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464323e-18*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464323e-18*fs + 1.01860738230548e-15) + pow(fs,2)*(2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(-1.90479580491124e-16*fs + 1.84877239888444e-14) - 7.63955536729108e-11)) + fs*(fs*(fs*(2.21852687866133e-20*fs - 1.86703602924918e-16) - 7.03312746223551e-13) + 8.40351090402019e-11);
b5 = PR24v*(PR24v*pow(fs,3)*(2.24093624107205e-19*fs - 1.12046812053603e-15) + pow(fs,2)*(fs*(-2.91321711339366e-19*fs + 1.25390568761804e-15) + 5.04210654241211e-13)) + PR41v*(PR24v*(1.01860738230548e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.4818724821441e-19*pow(fs,2) - 4.58373322037465e-13)) + PR41v*(PR24v*pow(fs,3)*(4.4818724821441e-19*fs - 1.01860738230548e-15) + pow(fs,2)*(-2.24093624107205e-16*fs + 5.09303691152739e-13)) + fs*(fs*(1.90479580491124e-16*fs + 1.84877239888444e-14) - 2.54651845576369e-11)) + fs*(fs*(fs*(-7.39508959553777e-21*fs + 1.86703602924918e-16) - 7.03312746223551e-13) + 2.80117030134006e-11);
a0 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403223e-25*fs - 2.32516306039478e-19) - 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(4.43710939403223e-25*fs + 1.65110734431555e-19) - 9.85016940777801e-17) - 1.00715463535881e-13) - 2.566922789936e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.95807292935482e-24*fs - 5.2281698062006e-20) - 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(2.95807292935482e-24*fs - 3.97088779324146e-19) + 9.17810373882701e-17) - 4.07240118199924e-13) + 2.29189534815714e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.95807292935482e-24*fs + 5.2281698062006e-20) + 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(-2.95807292935482e-24*fs + 3.97088779324146e-19) + 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(-9.76164066687091e-26*fs - 4.51455770428789e-19) - 1.20654438422157e-15) - 2.24844172006165e-13) - 5.37322131623508e-12)) + fs*(fs*(fs*(fs*(9.76164066687091e-26*fs + 4.51455770428789e-19) + 1.24014733506417e-15) + 7.01362333734443e-13) + 5.11099655732833e-11) - 1.27327519342064e-10) + fs*(fs*(fs*(fs*(1.46424610003064e-26*fs + 7.51326092582141e-20) + 3.92589162530567e-16) + 2.31184202006561e-13) + 4.42912797759979e-11) + 1.42606821663111e-9;
a1 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.21855469701612e-24*fs + 6.97548918118433e-19) + 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(-2.21855469701612e-24*fs - 4.95332203294664e-19) + 9.85016940777801e-17) - 1.00715463535881e-13) - 7.70076836980801e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(1.47903646467741e-23*fs + 1.56845094186018e-19) + 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(-1.47903646467741e-23*fs + 1.19126633797244e-18) - 9.17810373882701e-17) - 4.07240118199924e-13) + 6.87568604447143e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-1.47903646467741e-23*fs - 1.56845094186018e-19) - 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(1.47903646467741e-23*fs - 1.19126633797244e-18) - 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(4.88082033343545e-25*fs + 1.35436731128637e-18) + 1.20654438422157e-15) - 2.24844172006165e-13) - 1.61196639487052e-11)) + fs*(fs*(fs*(fs*(-4.88082033343545e-25*fs - 1.35436731128637e-18) - 1.24014733506417e-15) + 7.01362333734443e-13) + 1.5332989671985e-10) - 6.36637596710318e-10) + fs*(fs*(fs*(fs*(-7.32123050015318e-26*fs - 2.25397827774642e-19) - 3.92589162530567e-16) + 2.31184202006561e-13) + 1.32873839327994e-10) + 7.13034108315556e-9;
a2 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403223e-24*fs - 4.65032612078955e-19) + 4.79993767298874e-16) + 1.14085457330489e-13) + fs*(fs*(fs*(fs*(4.43710939403223e-24*fs + 3.30221468863109e-19) + 1.9700338815556e-16) + 2.01430927071761e-13) - 5.133845579872e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.95807292935482e-23*fs - 1.04563396124012e-19) + 2.26267614966033e-15) - 1.01862015473651e-14) + fs*(fs*(fs*(fs*(2.95807292935482e-23*fs - 7.94177558648292e-19) - 1.8356207477654e-16) + 8.14480236399848e-13) + 4.58379069631429e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.95807292935482e-23*fs + 1.04563396124012e-19) - 2.26133674351505e-16) + pow(fs,2)*(fs*(fs*(-2.95807292935482e-23*fs + 7.94177558648292e-19) - 1.85298040053229e-15) - 9.15739519108121e-14)) + fs*(fs*(fs*(fs*(-9.76164066687091e-25*fs - 9.02911540857577e-19) + 2.41308876844315e-15) + 4.4968834401233e-13) - 1.07464426324702e-11)) + fs*(fs*(fs*(fs*(9.76164066687091e-25*fs + 9.02911540857577e-19) - 2.48029467012834e-15) - 1.40272466746889e-12) + 1.02219931146567e-10) - 1.27327519342064e-9) + fs*(fs*(fs*(fs*(1.46424610003064e-25*fs + 1.50265218516428e-19) - 7.85178325061135e-16) - 4.62368404013121e-13) + 8.85825595519958e-11) + 1.42606821663111e-8;
a3 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403223e-24*fs - 4.65032612078955e-19) - 4.79993767298874e-16) + 1.14085457330489e-13) + fs*(fs*(fs*(fs*(-4.43710939403223e-24*fs + 3.30221468863109e-19) - 1.9700338815556e-16) + 2.01430927071761e-13) + 5.133845579872e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.95807292935482e-23*fs - 1.04563396124012e-19) - 2.26267614966033e-15) - 1.01862015473651e-14) + fs*(fs*(fs*(fs*(-2.95807292935482e-23*fs - 7.94177558648292e-19) + 1.8356207477654e-16) + 8.14480236399848e-13) - 4.58379069631429e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.95807292935482e-23*fs + 1.04563396124012e-19) + 2.26133674351505e-16) + pow(fs,2)*(fs*(fs*(2.95807292935482e-23*fs + 7.94177558648292e-19) + 1.85298040053229e-15) - 9.15739519108121e-14)) + fs*(fs*(fs*(fs*(9.76164066687091e-25*fs - 9.02911540857577e-19) - 2.41308876844315e-15) + 4.4968834401233e-13) + 1.07464426324702e-11)) + fs*(fs*(fs*(fs*(-9.76164066687091e-25*fs + 9.02911540857577e-19) + 2.48029467012834e-15) - 1.40272466746889e-12) - 1.02219931146567e-10) - 1.27327519342064e-9) + fs*(fs*(fs*(fs*(-1.46424610003064e-25*fs + 1.50265218516428e-19) + 7.85178325061135e-16) - 4.62368404013121e-13) - 8.85825595519958e-11) + 1.42606821663111e-8;
a4 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.21855469701612e-24*fs + 6.97548918118433e-19) - 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(2.21855469701612e-24*fs - 4.95332203294664e-19) - 9.85016940777801e-17) - 1.00715463535881e-13) + 7.70076836980801e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-1.47903646467741e-23*fs + 1.56845094186018e-19) - 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(1.47903646467741e-23*fs + 1.19126633797244e-18) + 9.17810373882701e-17) - 4.07240118199924e-13) - 6.87568604447143e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(1.47903646467741e-23*fs - 1.56845094186018e-19) + 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(-1.47903646467741e-23*fs - 1.19126633797244e-18) + 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(-4.88082033343545e-25*fs + 1.35436731128637e-18) - 1.20654438422157e-15) - 2.24844172006165e-13) + 1.61196639487052e-11)) + fs*(fs*(fs*(fs*(4.88082033343545e-25*fs - 1.35436731128637e-18) + 1.24014733506417e-15) + 7.01362333734443e-13) - 1.5332989671985e-10) - 6.36637596710318e-10) + fs*(fs*(fs*(fs*(7.32123050015318e-26*fs - 2.25397827774642e-19) + 3.92589162530567e-16) + 2.31184202006561e-13) - 1.32873839327994e-10) + 7.13034108315556e-9;
a5 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403223e-25*fs - 2.32516306039478e-19) + 2.39996883649437e-16) - 5.70427286652445e-14) + fs*(fs*(fs*(fs*(-4.43710939403223e-25*fs + 1.65110734431555e-19) + 9.85016940777801e-17) - 1.00715463535881e-13) + 2.566922789936e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.95807292935482e-24*fs - 5.2281698062006e-20) + 1.13133807483017e-15) + 5.09310077368254e-15) + fs*(fs*(fs*(fs*(-2.95807292935482e-24*fs - 3.97088779324146e-19) - 9.17810373882701e-17) - 4.07240118199924e-13) - 2.29189534815714e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.95807292935482e-24*fs + 5.2281698062006e-20) - 1.13066837175752e-16) + pow(fs,2)*(fs*(fs*(2.95807292935482e-24*fs + 3.97088779324146e-19) - 9.26490200266144e-16) + 4.57869759554061e-14)) + fs*(fs*(fs*(fs*(9.76164066687091e-26*fs - 4.51455770428789e-19) + 1.20654438422157e-15) - 2.24844172006165e-13) + 5.37322131623508e-12)) + fs*(fs*(fs*(fs*(-9.76164066687091e-26*fs + 4.51455770428789e-19) - 1.24014733506417e-15) + 7.01362333734443e-13) - 5.11099655732833e-11) - 1.27327519342064e-10) + fs*(fs*(fs*(fs*(-1.46424610003064e-26*fs + 7.51326092582141e-20) - 3.92589162530567e-16) + 2.31184202006561e-13) - 4.42912797759979e-11) + 1.42606821663111e-9;
};
|
f77c0ccc2336851d5db0de97a0cc63950d867c043753a5dc7d030b36e07305a6 | jujudusud/BPD | BddiBassTreble.dsp | // generated automatically
// DO NOT MODIFY!
declare id "BddiBassTreble";
declare name "Tech21 Bass Driver: Combo Filter Bass+Treble";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PR24v = vslider("PR24v[name:treble]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
PR41v = vslider("PR41v[name:bass]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = PR24v*(PR24v*pow(fs,3)*(2.24093624107316e-19*fs + 1.12046812053658e-15) + pow(fs,2)*(fs*(-2.9132171133951e-19*fs - 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(-1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.48187248214631e-19*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs + 1.01860738230598e-15) + pow(fs,2)*(2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(-1.90479580491218e-16*fs + 1.84877239888535e-14) + 2.54651845576495e-11)) + fs*(fs*(fs*(-7.39508959554141e-21*fs - 1.8670360292501e-16) - 7.03312746223898e-13) - 2.80117030134144e-11);
b1 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321947e-19*fs - 1.12046812053658e-15) + pow(fs,2)*(fs*(8.73965134018531e-19*fs + 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464389e-18*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464389e-18*fs - 1.01860738230598e-15) + pow(fs,2)*(-2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(1.90479580491218e-16*fs + 1.84877239888535e-14) + 7.63955536729485e-11)) + fs*(fs*(fs*(2.21852687866242e-20*fs + 1.8670360292501e-16) - 7.03312746223898e-13) - 8.40351090402433e-11);
b2 = PR24v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs - 2.24093624107316e-15) + pow(fs,2)*(fs*(-5.82643422679021e-19*fs + 2.50781137523732e-15) - 1.00842130848292e-12)) + PR41v*(PR24v*(2.03721476461196e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.96374496429262e-19*pow(fs,2) + 9.16746644075382e-13)) + PR41v*(PR24v*pow(fs,3)*(8.96374496429262e-19*fs - 2.03721476461196e-15) + pow(fs,2)*(-4.48187248214631e-16*fs - 1.01860738230598e-12)) + fs*(fs*(3.80959160982437e-16*fs - 3.69754479777071e-14) + 5.0930369115299e-11)) + fs*(fs*(fs*(-1.47901791910828e-20*fs + 3.7340720585002e-16) + 1.4066254924478e-12) - 5.60234060268289e-11);
b3 = PR24v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs + 2.24093624107316e-15) + pow(fs,2)*(fs*(-5.82643422679021e-19*fs - 2.50781137523732e-15) - 1.00842130848292e-12)) + PR41v*(PR24v*(-2.03721476461196e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.96374496429262e-19*pow(fs,2) + 9.16746644075382e-13)) + PR41v*(PR24v*pow(fs,3)*(8.96374496429262e-19*fs + 2.03721476461196e-15) + pow(fs,2)*(4.48187248214631e-16*fs - 1.01860738230598e-12)) + fs*(fs*(-3.80959160982437e-16*fs - 3.69754479777071e-14) - 5.0930369115299e-11)) + fs*(fs*(fs*(-1.47901791910828e-20*fs - 3.7340720585002e-16) + 1.4066254924478e-12) + 5.60234060268289e-11);
b4 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321947e-19*fs + 1.12046812053658e-15) + pow(fs,2)*(fs*(8.73965134018531e-19*fs - 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(-1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464389e-18*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464389e-18*fs + 1.01860738230598e-15) + pow(fs,2)*(2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(-1.90479580491218e-16*fs + 1.84877239888535e-14) - 7.63955536729485e-11)) + fs*(fs*(fs*(2.21852687866242e-20*fs - 1.8670360292501e-16) - 7.03312746223898e-13) + 8.40351090402433e-11);
b5 = PR24v*(PR24v*pow(fs,3)*(2.24093624107316e-19*fs - 1.12046812053658e-15) + pow(fs,2)*(fs*(-2.9132171133951e-19*fs + 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.48187248214631e-19*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs - 1.01860738230598e-15) + pow(fs,2)*(-2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(1.90479580491218e-16*fs + 1.84877239888535e-14) - 2.54651845576495e-11)) + fs*(fs*(fs*(-7.39508959554141e-21*fs + 1.8670360292501e-16) - 7.03312746223898e-13) + 2.80117030134144e-11);
a0 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403325e-25*fs - 2.32516306039472e-19) - 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(4.43710939403325e-25*fs + 1.65110734431516e-19) - 9.85016940781327e-17) - 1.00715463535771e-13) - 2.56692278993659e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.9580729293555e-24*fs - 5.22816980620181e-20) - 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(2.9580729293555e-24*fs - 3.97088779324355e-19) + 9.17810373882912e-17) - 4.07240118200139e-13) + 2.29189534815767e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.9580729293555e-24*fs + 5.22816980620181e-20) + 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(-2.9580729293555e-24*fs + 3.97088779324355e-19) + 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(-9.76164066687316e-26*fs - 4.51455770428893e-19) - 1.20654438422179e-15) - 2.24844172006083e-13) - 5.37322131623632e-12)) + fs*(fs*(fs*(fs*(9.76164066687316e-26*fs + 4.51455770428893e-19) + 1.2401473350644e-15) + 7.01362333734609e-13) + 5.11099655733017e-11) - 1.27327519342093e-10) + fs*(fs*(fs*(fs*(1.46424610003097e-26*fs + 7.51326092582295e-20) + 3.92589162530609e-16) + 2.31184202006429e-13) + 4.42912797760007e-11) + 1.42606821663144e-9;
a1 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.21855469701663e-24*fs + 6.97548918118416e-19) + 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(-2.21855469701663e-24*fs - 4.95332203294548e-19) + 9.85016940781327e-17) - 1.00715463535771e-13) - 7.70076836980978e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(1.47903646467775e-23*fs + 1.56845094186054e-19) + 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(-1.47903646467775e-23*fs + 1.19126633797307e-18) - 9.17810373882912e-17) - 4.07240118200139e-13) + 6.87568604447302e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-1.47903646467775e-23*fs - 1.56845094186054e-19) - 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(1.47903646467775e-23*fs - 1.19126633797307e-18) - 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(4.88082033343658e-25*fs + 1.35436731128668e-18) + 1.20654438422179e-15) - 2.24844172006083e-13) - 1.6119663948709e-11)) + fs*(fs*(fs*(fs*(-4.88082033343658e-25*fs - 1.35436731128668e-18) - 1.2401473350644e-15) + 7.01362333734609e-13) + 1.53329896719905e-10) - 6.36637596710464e-10) + fs*(fs*(fs*(fs*(-7.32123050015487e-26*fs - 2.25397827774688e-19) - 3.92589162530609e-16) + 2.31184202006429e-13) + 1.32873839328002e-10) + 7.1303410831572e-9;
a2 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403325e-24*fs - 4.65032612078944e-19) + 4.79993767298395e-16) + 1.14085457330515e-13) + fs*(fs*(fs*(fs*(4.43710939403325e-24*fs + 3.30221468863032e-19) + 1.97003388156265e-16) + 2.01430927071542e-13) - 5.13384557987319e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.9580729293555e-23*fs - 1.04563396124036e-19) + 2.26267614966139e-15) - 1.01862015473674e-14) + fs*(fs*(fs*(fs*(2.9580729293555e-23*fs - 7.94177558648711e-19) - 1.83562074776582e-16) + 8.14480236400277e-13) + 4.58379069631534e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.9580729293555e-23*fs + 1.04563396124036e-19) - 2.26133674351557e-16) + pow(fs,2)*(fs*(fs*(-2.9580729293555e-23*fs + 7.94177558648711e-19) - 1.85298040053325e-15) - 9.15739519108332e-14)) + fs*(fs*(fs*(fs*(-9.76164066687316e-25*fs - 9.02911540857785e-19) + 2.41308876844358e-15) + 4.49688344012165e-13) - 1.07464426324726e-11)) + fs*(fs*(fs*(fs*(9.76164066687316e-25*fs + 9.02911540857785e-19) - 2.48029467012881e-15) - 1.40272466746922e-12) + 1.02219931146603e-10) - 1.27327519342093e-9) + fs*(fs*(fs*(fs*(1.46424610003097e-25*fs + 1.50265218516459e-19) - 7.85178325061217e-16) - 4.62368404012858e-13) + 8.85825595520015e-11) + 1.42606821663144e-8;
a3 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403325e-24*fs - 4.65032612078944e-19) - 4.79993767298395e-16) + 1.14085457330515e-13) + fs*(fs*(fs*(fs*(-4.43710939403325e-24*fs + 3.30221468863032e-19) - 1.97003388156265e-16) + 2.01430927071542e-13) + 5.13384557987319e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.9580729293555e-23*fs - 1.04563396124036e-19) - 2.26267614966139e-15) - 1.01862015473674e-14) + fs*(fs*(fs*(fs*(-2.9580729293555e-23*fs - 7.94177558648711e-19) + 1.83562074776582e-16) + 8.14480236400277e-13) - 4.58379069631534e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.9580729293555e-23*fs + 1.04563396124036e-19) + 2.26133674351557e-16) + pow(fs,2)*(fs*(fs*(2.9580729293555e-23*fs + 7.94177558648711e-19) + 1.85298040053325e-15) - 9.15739519108332e-14)) + fs*(fs*(fs*(fs*(9.76164066687316e-25*fs - 9.02911540857785e-19) - 2.41308876844358e-15) + 4.49688344012165e-13) + 1.07464426324726e-11)) + fs*(fs*(fs*(fs*(-9.76164066687316e-25*fs + 9.02911540857785e-19) + 2.48029467012881e-15) - 1.40272466746922e-12) - 1.02219931146603e-10) - 1.27327519342093e-9) + fs*(fs*(fs*(fs*(-1.46424610003097e-25*fs + 1.50265218516459e-19) + 7.85178325061217e-16) - 4.62368404012858e-13) - 8.85825595520015e-11) + 1.42606821663144e-8;
a4 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.21855469701663e-24*fs + 6.97548918118416e-19) - 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(2.21855469701663e-24*fs - 4.95332203294548e-19) - 9.85016940781327e-17) - 1.00715463535771e-13) + 7.70076836980978e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-1.47903646467775e-23*fs + 1.56845094186054e-19) - 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(1.47903646467775e-23*fs + 1.19126633797307e-18) + 9.17810373882912e-17) - 4.07240118200139e-13) - 6.87568604447302e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(1.47903646467775e-23*fs - 1.56845094186054e-19) + 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(-1.47903646467775e-23*fs - 1.19126633797307e-18) + 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(-4.88082033343658e-25*fs + 1.35436731128668e-18) - 1.20654438422179e-15) - 2.24844172006083e-13) + 1.6119663948709e-11)) + fs*(fs*(fs*(fs*(4.88082033343658e-25*fs - 1.35436731128668e-18) + 1.2401473350644e-15) + 7.01362333734609e-13) - 1.53329896719905e-10) - 6.36637596710464e-10) + fs*(fs*(fs*(fs*(7.32123050015487e-26*fs - 2.25397827774688e-19) + 3.92589162530609e-16) + 2.31184202006429e-13) - 1.32873839328002e-10) + 7.1303410831572e-9;
a5 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403325e-25*fs - 2.32516306039472e-19) + 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(-4.43710939403325e-25*fs + 1.65110734431516e-19) + 9.85016940781327e-17) - 1.00715463535771e-13) + 2.56692278993659e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.9580729293555e-24*fs - 5.22816980620181e-20) + 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(-2.9580729293555e-24*fs - 3.97088779324355e-19) - 9.17810373882912e-17) - 4.07240118200139e-13) - 2.29189534815767e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.9580729293555e-24*fs + 5.22816980620181e-20) - 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(2.9580729293555e-24*fs + 3.97088779324355e-19) - 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(9.76164066687316e-26*fs - 4.51455770428893e-19) + 1.20654438422179e-15) - 2.24844172006083e-13) + 5.37322131623632e-12)) + fs*(fs*(fs*(fs*(-9.76164066687316e-26*fs + 4.51455770428893e-19) - 1.2401473350644e-15) + 7.01362333734609e-13) - 5.11099655733017e-11) - 1.27327519342093e-10) + fs*(fs*(fs*(fs*(-1.46424610003097e-26*fs + 7.51326092582295e-20) - 3.92589162530609e-16) + 2.31184202006429e-13) - 4.42912797760007e-11) + 1.42606821663144e-9;
};
| https://raw.githubusercontent.com/jujudusud/BPD/aab4f1ef9f2a3e4b7f15e345004b8aeee428c87e/bddi/BddiBassTreble.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "BddiBassTreble";
declare name "Tech21 Bass Driver: Combo Filter Bass+Treble";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PR24v = vslider("PR24v[name:treble]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
PR41v = vslider("PR41v[name:bass]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = PR24v*(PR24v*pow(fs,3)*(2.24093624107316e-19*fs + 1.12046812053658e-15) + pow(fs,2)*(fs*(-2.9132171133951e-19*fs - 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(-1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.48187248214631e-19*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs + 1.01860738230598e-15) + pow(fs,2)*(2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(-1.90479580491218e-16*fs + 1.84877239888535e-14) + 2.54651845576495e-11)) + fs*(fs*(fs*(-7.39508959554141e-21*fs - 1.8670360292501e-16) - 7.03312746223898e-13) - 2.80117030134144e-11);
b1 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321947e-19*fs - 1.12046812053658e-15) + pow(fs,2)*(fs*(8.73965134018531e-19*fs + 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464389e-18*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464389e-18*fs - 1.01860738230598e-15) + pow(fs,2)*(-2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(1.90479580491218e-16*fs + 1.84877239888535e-14) + 7.63955536729485e-11)) + fs*(fs*(fs*(2.21852687866242e-20*fs + 1.8670360292501e-16) - 7.03312746223898e-13) - 8.40351090402433e-11);
b2 = PR24v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs - 2.24093624107316e-15) + pow(fs,2)*(fs*(-5.82643422679021e-19*fs + 2.50781137523732e-15) - 1.00842130848292e-12)) + PR41v*(PR24v*(2.03721476461196e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.96374496429262e-19*pow(fs,2) + 9.16746644075382e-13)) + PR41v*(PR24v*pow(fs,3)*(8.96374496429262e-19*fs - 2.03721476461196e-15) + pow(fs,2)*(-4.48187248214631e-16*fs - 1.01860738230598e-12)) + fs*(fs*(3.80959160982437e-16*fs - 3.69754479777071e-14) + 5.0930369115299e-11)) + fs*(fs*(fs*(-1.47901791910828e-20*fs + 3.7340720585002e-16) + 1.4066254924478e-12) - 5.60234060268289e-11);
b3 = PR24v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs + 2.24093624107316e-15) + pow(fs,2)*(fs*(-5.82643422679021e-19*fs - 2.50781137523732e-15) - 1.00842130848292e-12)) + PR41v*(PR24v*(-2.03721476461196e-15*PR24v*pow(fs,3) + pow(fs,2)*(-8.96374496429262e-19*pow(fs,2) + 9.16746644075382e-13)) + PR41v*(PR24v*pow(fs,3)*(8.96374496429262e-19*fs + 2.03721476461196e-15) + pow(fs,2)*(4.48187248214631e-16*fs - 1.01860738230598e-12)) + fs*(fs*(-3.80959160982437e-16*fs - 3.69754479777071e-14) - 5.0930369115299e-11)) + fs*(fs*(fs*(-1.47901791910828e-20*fs - 3.7340720585002e-16) + 1.4066254924478e-12) + 5.60234060268289e-11);
b4 = PR24v*(PR24v*pow(fs,3)*(-6.72280872321947e-19*fs + 1.12046812053658e-15) + pow(fs,2)*(fs*(8.73965134018531e-19*fs - 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(-1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(1.34456174464389e-18*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(-1.34456174464389e-18*fs + 1.01860738230598e-15) + pow(fs,2)*(2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(-1.90479580491218e-16*fs + 1.84877239888535e-14) - 7.63955536729485e-11)) + fs*(fs*(fs*(2.21852687866242e-20*fs - 1.8670360292501e-16) - 7.03312746223898e-13) + 8.40351090402433e-11);
b5 = PR24v*(PR24v*pow(fs,3)*(2.24093624107316e-19*fs - 1.12046812053658e-15) + pow(fs,2)*(fs*(-2.9132171133951e-19*fs + 1.25390568761866e-15) + 5.0421065424146e-13)) + PR41v*(PR24v*(1.01860738230598e-15*PR24v*pow(fs,3) + pow(fs,2)*(-4.48187248214631e-19*pow(fs,2) - 4.58373322037691e-13)) + PR41v*(PR24v*pow(fs,3)*(4.48187248214631e-19*fs - 1.01860738230598e-15) + pow(fs,2)*(-2.24093624107316e-16*fs + 5.0930369115299e-13)) + fs*(fs*(1.90479580491218e-16*fs + 1.84877239888535e-14) - 2.54651845576495e-11)) + fs*(fs*(fs*(-7.39508959554141e-21*fs + 1.8670360292501e-16) - 7.03312746223898e-13) + 2.80117030134144e-11);
a0 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403325e-25*fs - 2.32516306039472e-19) - 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(4.43710939403325e-25*fs + 1.65110734431516e-19) - 9.85016940781327e-17) - 1.00715463535771e-13) - 2.56692278993659e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.9580729293555e-24*fs - 5.22816980620181e-20) - 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(2.9580729293555e-24*fs - 3.97088779324355e-19) + 9.17810373882912e-17) - 4.07240118200139e-13) + 2.29189534815767e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.9580729293555e-24*fs + 5.22816980620181e-20) + 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(-2.9580729293555e-24*fs + 3.97088779324355e-19) + 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(-9.76164066687316e-26*fs - 4.51455770428893e-19) - 1.20654438422179e-15) - 2.24844172006083e-13) - 5.37322131623632e-12)) + fs*(fs*(fs*(fs*(9.76164066687316e-26*fs + 4.51455770428893e-19) + 1.2401473350644e-15) + 7.01362333734609e-13) + 5.11099655733017e-11) - 1.27327519342093e-10) + fs*(fs*(fs*(fs*(1.46424610003097e-26*fs + 7.51326092582295e-20) + 3.92589162530609e-16) + 2.31184202006429e-13) + 4.42912797760007e-11) + 1.42606821663144e-9;
a1 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.21855469701663e-24*fs + 6.97548918118416e-19) + 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(-2.21855469701663e-24*fs - 4.95332203294548e-19) + 9.85016940781327e-17) - 1.00715463535771e-13) - 7.70076836980978e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(1.47903646467775e-23*fs + 1.56845094186054e-19) + 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(-1.47903646467775e-23*fs + 1.19126633797307e-18) - 9.17810373882912e-17) - 4.07240118200139e-13) + 6.87568604447302e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-1.47903646467775e-23*fs - 1.56845094186054e-19) - 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(1.47903646467775e-23*fs - 1.19126633797307e-18) - 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(4.88082033343658e-25*fs + 1.35436731128668e-18) + 1.20654438422179e-15) - 2.24844172006083e-13) - 1.6119663948709e-11)) + fs*(fs*(fs*(fs*(-4.88082033343658e-25*fs - 1.35436731128668e-18) - 1.2401473350644e-15) + 7.01362333734609e-13) + 1.53329896719905e-10) - 6.36637596710464e-10) + fs*(fs*(fs*(fs*(-7.32123050015487e-26*fs - 2.25397827774688e-19) - 3.92589162530609e-16) + 2.31184202006429e-13) + 1.32873839328002e-10) + 7.1303410831572e-9;
a2 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-4.43710939403325e-24*fs - 4.65032612078944e-19) + 4.79993767298395e-16) + 1.14085457330515e-13) + fs*(fs*(fs*(fs*(4.43710939403325e-24*fs + 3.30221468863032e-19) + 1.97003388156265e-16) + 2.01430927071542e-13) - 5.13384557987319e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.9580729293555e-23*fs - 1.04563396124036e-19) + 2.26267614966139e-15) - 1.01862015473674e-14) + fs*(fs*(fs*(fs*(2.9580729293555e-23*fs - 7.94177558648711e-19) - 1.83562074776582e-16) + 8.14480236400277e-13) + 4.58379069631534e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(2.9580729293555e-23*fs + 1.04563396124036e-19) - 2.26133674351557e-16) + pow(fs,2)*(fs*(fs*(-2.9580729293555e-23*fs + 7.94177558648711e-19) - 1.85298040053325e-15) - 9.15739519108332e-14)) + fs*(fs*(fs*(fs*(-9.76164066687316e-25*fs - 9.02911540857785e-19) + 2.41308876844358e-15) + 4.49688344012165e-13) - 1.07464426324726e-11)) + fs*(fs*(fs*(fs*(9.76164066687316e-25*fs + 9.02911540857785e-19) - 2.48029467012881e-15) - 1.40272466746922e-12) + 1.02219931146603e-10) - 1.27327519342093e-9) + fs*(fs*(fs*(fs*(1.46424610003097e-25*fs + 1.50265218516459e-19) - 7.85178325061217e-16) - 4.62368404012858e-13) + 8.85825595520015e-11) + 1.42606821663144e-8;
a3 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403325e-24*fs - 4.65032612078944e-19) - 4.79993767298395e-16) + 1.14085457330515e-13) + fs*(fs*(fs*(fs*(-4.43710939403325e-24*fs + 3.30221468863032e-19) - 1.97003388156265e-16) + 2.01430927071542e-13) + 5.13384557987319e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.9580729293555e-23*fs - 1.04563396124036e-19) - 2.26267614966139e-15) - 1.01862015473674e-14) + fs*(fs*(fs*(fs*(-2.9580729293555e-23*fs - 7.94177558648711e-19) + 1.83562074776582e-16) + 8.14480236400277e-13) - 4.58379069631534e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.9580729293555e-23*fs + 1.04563396124036e-19) + 2.26133674351557e-16) + pow(fs,2)*(fs*(fs*(2.9580729293555e-23*fs + 7.94177558648711e-19) + 1.85298040053325e-15) - 9.15739519108332e-14)) + fs*(fs*(fs*(fs*(9.76164066687316e-25*fs - 9.02911540857785e-19) - 2.41308876844358e-15) + 4.49688344012165e-13) + 1.07464426324726e-11)) + fs*(fs*(fs*(fs*(-9.76164066687316e-25*fs + 9.02911540857785e-19) + 2.48029467012881e-15) - 1.40272466746922e-12) - 1.02219931146603e-10) - 1.27327519342093e-9) + fs*(fs*(fs*(fs*(-1.46424610003097e-25*fs + 1.50265218516459e-19) + 7.85178325061217e-16) - 4.62368404012858e-13) - 8.85825595520015e-11) + 1.42606821663144e-8;
a4 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-2.21855469701663e-24*fs + 6.97548918118416e-19) - 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(2.21855469701663e-24*fs - 4.95332203294548e-19) - 9.85016940781327e-17) - 1.00715463535771e-13) + 7.70076836980978e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(-1.47903646467775e-23*fs + 1.56845094186054e-19) - 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(1.47903646467775e-23*fs + 1.19126633797307e-18) + 9.17810373882912e-17) - 4.07240118200139e-13) - 6.87568604447302e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(1.47903646467775e-23*fs - 1.56845094186054e-19) + 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(-1.47903646467775e-23*fs - 1.19126633797307e-18) + 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(-4.88082033343658e-25*fs + 1.35436731128668e-18) - 1.20654438422179e-15) - 2.24844172006083e-13) + 1.6119663948709e-11)) + fs*(fs*(fs*(fs*(4.88082033343658e-25*fs - 1.35436731128668e-18) + 1.2401473350644e-15) + 7.01362333734609e-13) - 1.53329896719905e-10) - 6.36637596710464e-10) + fs*(fs*(fs*(fs*(7.32123050015487e-26*fs - 2.25397827774688e-19) + 3.92589162530609e-16) + 2.31184202006429e-13) - 1.32873839328002e-10) + 7.1303410831572e-9;
a5 = PR24v*(PR24v*pow(fs,2)*(fs*(fs*(4.43710939403325e-25*fs - 2.32516306039472e-19) + 2.39996883649198e-16) - 5.70427286652576e-14) + fs*(fs*(fs*(fs*(-4.43710939403325e-25*fs + 1.65110734431516e-19) + 9.85016940781327e-17) - 1.00715463535771e-13) + 2.56692278993659e-11)) + PR41v*(PR24v*(PR24v*pow(fs,2)*(fs*(fs*(2.9580729293555e-24*fs - 5.22816980620181e-20) + 1.1313380748307e-15) + 5.09310077368372e-15) + fs*(fs*(fs*(fs*(-2.9580729293555e-24*fs - 3.97088779324355e-19) - 9.17810373882912e-17) - 4.07240118200139e-13) - 2.29189534815767e-12)) + PR41v*(PR24v*(PR24v*pow(fs,3)*(fs*(-2.9580729293555e-24*fs + 5.22816980620181e-20) - 1.13066837175778e-16) + pow(fs,2)*(fs*(fs*(2.9580729293555e-24*fs + 3.97088779324355e-19) - 9.26490200266625e-16) + 4.57869759554166e-14)) + fs*(fs*(fs*(fs*(9.76164066687316e-26*fs - 4.51455770428893e-19) + 1.20654438422179e-15) - 2.24844172006083e-13) + 5.37322131623632e-12)) + fs*(fs*(fs*(fs*(-9.76164066687316e-26*fs + 4.51455770428893e-19) - 1.2401473350644e-15) + 7.01362333734609e-13) - 5.11099655733017e-11) - 1.27327519342093e-10) + fs*(fs*(fs*(fs*(-1.46424610003097e-26*fs + 7.51326092582295e-20) - 3.92589162530609e-16) + 2.31184202006429e-13) - 4.42912797760007e-11) + 1.42606821663144e-9;
};
|
df70c2b4035a39e315f907bd235706585abe4395f0d973270692e8d871bb4f27 | jujudusud/BPD | VtbdiBassTreble.dsp | // generated automatically
// DO NOT MODIFY!
declare id "VTBassDI-bt";
declare name "VTBassDI-bt";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PRhiv = vslider("PRhiv[name:PRhiv]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
PRlowv = vslider("PRlowv[name:PRlowv]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs - 1.05271852152956e-25) - 5.7820204555647e-22) - 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs + 8.82196393625693e-26) - 2.06393642882301e-22) - 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(1.3542492249444e-29*fs + 6.43724911681198e-25) + 3.95619266430714e-21) + 4.61903942029657e-18) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs + 8.33292494391057e-25) + 6.12715760225671e-21) + 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs - 8.1624028160067e-25) - 5.32442126191328e-21) - 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(-1.3542492249444e-29*fs - 1.39573072477331e-24) - 1.00255575093992e-20) - 1.15765753015532e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs + 8.38109861943823e-22) + 3.20283703968909e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs - 7.48973295084982e-22) + 9.39903156639126e-19) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(-2.28368248589625e-25*fs - 3.77218008187042e-21) - 2.13215680570896e-17) - 2.46839838431341e-14) - 1.07554045808185e-12);
b1 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 3.15815556458869e-25) + 5.7820204555647e-22) - 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 2.64658918087708e-25) + 2.06393642882301e-22) - 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs - 1.93117473504359e-24) - 3.95619266430714e-21) + 4.61903942029657e-18) + 6.05369863835936e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 2.49987748317317e-24) - 6.12715760225671e-21) + 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 2.44872084480201e-24) + 5.32442126191328e-21) - 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs + 4.18719217431992e-24) + 1.00255575093992e-20) - 1.15765753015532e-17) - 6.6590685021953e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-5.0035842930484e-25*fs - 8.38109861943823e-22) + 3.20283703968909e-18) + 6.05369863835936e-15) + pow(fs,2)*(fs*(fs*(5.0035842930484e-25*fs + 7.48973295084982e-22) + 9.39903156639126e-19) + 5.44832877452343e-14)) + fs*(fs*(fs*(fs*(6.85104745768876e-25*fs + 3.77218008187042e-21) - 2.13215680570896e-17) - 7.40519515294022e-14) - 5.37770229040923e-12);
b2 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs - 1.05271852152956e-25) + 1.73460613666941e-21) + 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs + 8.82196393625693e-26) + 6.19180928646902e-22) + 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(1.21882430244996e-28*fs + 6.43724911681198e-25) - 1.18685779929214e-20) - 1.38571182608897e-17) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs + 8.33292494391057e-25) - 1.83814728067701e-20) - 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs - 8.1624028160067e-25) + 1.59732637857398e-20) + 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(-1.21882430244996e-28*fs - 1.39573072477331e-24) + 3.00766725281977e-20) + 3.47297259046597e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs - 2.51432958583147e-21) - 9.60851111906727e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs + 2.24691988525495e-21) - 2.81970946991738e-18) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(-2.28368248589625e-25*fs + 1.13165402456113e-20) + 6.39647041712689e-17) - 2.46839838431341e-14) - 9.67986412273662e-12);
b3 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 5.26359260764782e-25) - 1.73460613666941e-21) + 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 4.41098196812847e-25) - 6.19180928646902e-22) + 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs + 3.21862455840599e-24) + 1.18685779929214e-20) - 1.38571182608897e-17) - 1.00894977305989e-15)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 4.16646247195529e-24) + 1.83814728067701e-20) - 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 4.08120140800335e-24) - 1.59732637857398e-20) + 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs - 6.97865362386654e-24) - 3.00766725281977e-20) + 3.47297259046597e-17) + 1.10984475036588e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(8.33930715508067e-25*fs + 2.51432958583147e-21) - 9.60851111906727e-18) - 1.00894977305989e-14) + pow(fs,2)*(fs*(fs*(-8.33930715508067e-25*fs - 2.24691988525495e-21) - 2.81970946991738e-18) - 9.08054795753904e-14)) + fs*(fs*(fs*(fs*(-1.14184124294813e-24*fs - 1.13165402456113e-20) + 6.39647041712689e-17) + 1.2341991921567e-13) - 5.37770229040923e-12);
b4 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 5.26359260764782e-25) - 1.73460613666941e-21) - 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 4.41098196812847e-25) - 6.19180928646902e-22) - 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs - 3.21862455840599e-24) + 1.18685779929214e-20) + 1.38571182608897e-17) - 1.00894977305989e-15)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 4.16646247195529e-24) + 1.83814728067701e-20) + 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 4.08120140800335e-24) - 1.59732637857398e-20) - 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs + 6.97865362386654e-24) - 3.00766725281977e-20) - 3.47297259046597e-17) + 1.10984475036588e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-8.33930715508067e-25*fs + 2.51432958583147e-21) + 9.60851111906727e-18) - 1.00894977305989e-14) + pow(fs,2)*(fs*(fs*(8.33930715508067e-25*fs - 2.24691988525495e-21) + 2.81970946991738e-18) - 9.08054795753904e-14)) + fs*(fs*(fs*(fs*(1.14184124294813e-24*fs - 1.13165402456113e-20) - 6.39647041712689e-17) + 1.2341991921567e-13) + 5.37770229040923e-12);
b5 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs + 1.05271852152956e-25) + 1.73460613666941e-21) - 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs - 8.82196393625693e-26) + 6.19180928646902e-22) - 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(1.21882430244996e-28*fs - 6.43724911681198e-25) - 1.18685779929214e-20) + 1.38571182608897e-17) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs - 8.33292494391057e-25) - 1.83814728067701e-20) + 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs + 8.1624028160067e-25) + 1.59732637857398e-20) - 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(-1.21882430244996e-28*fs + 1.39573072477331e-24) + 3.00766725281977e-20) - 3.47297259046597e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs - 2.51432958583147e-21) + 9.60851111906727e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs + 2.24691988525495e-21) + 2.81970946991738e-18) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(2.28368248589625e-25*fs + 1.13165402456113e-20) - 6.39647041712689e-17) - 2.46839838431341e-14) + 9.67986412273662e-12);
b6 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 3.15815556458869e-25) + 5.7820204555647e-22) + 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 2.64658918087708e-25) + 2.06393642882301e-22) + 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs + 1.93117473504359e-24) - 3.95619266430714e-21) - 4.61903942029657e-18) + 6.05369863835936e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 2.49987748317317e-24) - 6.12715760225671e-21) - 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 2.44872084480201e-24) + 5.32442126191328e-21) + 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs - 4.18719217431992e-24) + 1.00255575093992e-20) + 1.15765753015532e-17) - 6.6590685021953e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(5.0035842930484e-25*fs - 8.38109861943823e-22) - 3.20283703968909e-18) + 6.05369863835936e-15) + pow(fs,2)*(fs*(fs*(-5.0035842930484e-25*fs + 7.48973295084982e-22) - 9.39903156639126e-19) + 5.44832877452343e-14)) + fs*(fs*(fs*(fs*(-6.85104745768876e-25*fs + 3.77218008187042e-21) + 2.13215680570896e-17) - 7.40519515294022e-14) + 5.37770229040923e-12);
b7 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs + 1.05271852152956e-25) - 5.7820204555647e-22) + 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs - 8.82196393625693e-26) - 2.06393642882301e-22) + 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(1.3542492249444e-29*fs - 6.43724911681198e-25) + 3.95619266430714e-21) - 4.61903942029657e-18) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs - 8.33292494391057e-25) + 6.12715760225671e-21) - 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs + 8.1624028160067e-25) - 5.32442126191328e-21) + 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(-1.3542492249444e-29*fs + 1.39573072477331e-24) - 1.00255575093992e-20) + 1.15765753015532e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs + 8.38109861943823e-22) - 3.20283703968909e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs - 7.48973295084982e-22) - 9.39903156639126e-19) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(2.28368248589625e-25*fs - 3.77218008187042e-21) + 2.13215680570896e-17) - 2.46839838431341e-14) + 1.07554045808185e-12);
a0 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs + 2.76395574393073e-29) + 2.47590405660162e-25) + 6.9962186308502e-22) + 4.58215139506045e-19) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs - 2.76395574393073e-29) - 2.64640572159356e-25) - 1.4841233988606e-21) - 4.24368867635019e-18) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-5.49134519444555e-34*fs - 3.96553480211966e-29) - 7.90796376100631e-25) - 3.47996685752438e-21) - 1.38306404847714e-18) - 2.67283163365866e-16) - 1.99388390547645e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs - 2.82142604978253e-29) + 4.75074761635673e-25) + 4.84467561983897e-21) + 3.32725749029414e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs + 2.82142604978253e-29) - 4.58024595136479e-25) - 4.04203560906425e-21) + 4.63713282723472e-19) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(5.49134519444555e-34*fs + 4.02395336801801e-29) + 6.85048270381817e-26) - 2.5604994651478e-21) - 5.57414911026091e-18) - 1.76929455450831e-15) + 1.99388390547645e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.53330849719164e-29*fs - 1.07257703344352e-24) - 7.27150786397279e-21) - 8.09248674416533e-18) - 2.49206576816899e-15) - 1.99388390547645e-14) + fs*(fs*(fs*(fs*(fs*(2.53330849719164e-29*fs + 1.07257703344352e-24) + 7.36054847217644e-21) + 1.22318904829528e-17) + 2.26497098429179e-14) + 1.99388390547645e-14)) + fs*(fs*(fs*(fs*(fs*(2.5751080873953e-29*fs + 1.16340859042599e-24) + 1.07598927576606e-20) + 2.63291612467212e-17) + 9.91125369338092e-15) + 1.58211776015604e-12) + 2.07170254601745e-11;
a1 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs - 1.38197787196536e-28) - 7.42771216980487e-25) - 6.9962186308502e-22) + 4.58215139506045e-19) + 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs + 1.38197787196536e-28) + 7.93921716478069e-25) + 1.4841233988606e-21) - 4.24368867635019e-18) - 5.67896298910978e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(3.84394163611188e-33*fs + 1.98276740105983e-28) + 2.37238912830189e-24) + 3.47996685752438e-21) - 1.38306404847714e-18) - 8.01849490097598e-16) - 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs + 1.41071302489126e-28) - 1.42522428490702e-24) - 4.84467561983897e-21) + 3.32725749029414e-18) - 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs - 1.41071302489126e-28) + 1.37407378540944e-24) + 4.04203560906425e-21) + 4.63713282723472e-19) + 1.14147156081107e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(-3.84394163611188e-33*fs - 2.01197668400901e-28) - 2.05514481114545e-25) + 2.5604994651478e-21) - 5.57414911026091e-18) - 5.30788366352493e-15) + 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs + 3.21773110033057e-24) + 7.27150786397279e-21) - 8.09248674416533e-18) - 7.47619730450697e-15) - 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs - 3.21773110033057e-24) - 7.36054847217644e-21) + 1.22318904829528e-17) + 6.79491295287538e-14) + 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs - 3.49022577127798e-24) - 1.07598927576606e-20) + 2.63291612467212e-17) + 2.97337610801428e-14) + 7.9105888007802e-12) + 1.45019178221222e-10;
a2 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs + 2.48756016953765e-28) + 2.47590405660162e-25) - 2.09886558925506e-21) - 1.37464541851814e-18) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs - 2.48756016953765e-28) - 2.64640572159356e-25) + 4.45237019658181e-21) + 1.27310660290506e-17) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.15318249083356e-32*fs - 3.56898132190769e-28) - 7.90796376100631e-25) + 1.04399005725732e-20) + 4.14919214543143e-18) - 2.67283163365866e-16) - 1.7944955149288e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs - 2.53928344480428e-28) + 4.75074761635673e-25) - 1.45340268595169e-20) - 9.98177247088241e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs + 2.53928344480428e-28) - 4.58024595136479e-25) + 1.21261068271927e-20) - 1.39113984817042e-18) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(1.15318249083356e-32*fs + 3.62155803121621e-28) + 6.85048270381817e-26) + 7.68149839544339e-21) + 1.67224473307827e-17) - 1.76929455450831e-15) + 1.7944955149288e-14)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.27997764747247e-28*fs - 1.07257703344352e-24) + 2.18145235919184e-20) + 2.4277460232496e-17) - 2.49206576816899e-15) - 1.7944955149288e-13) + fs*(fs*(fs*(fs*(fs*(2.27997764747247e-28*fs + 1.07257703344352e-24) - 2.20816454165293e-20) - 3.66956714488585e-17) + 2.26497098429179e-14) + 1.7944955149288e-13)) + fs*(fs*(fs*(fs*(fs*(2.31759727865577e-28*fs + 1.16340859042599e-24) - 3.22796782729819e-20) - 7.89874837401636e-17) + 9.91125369338092e-15) + 1.42390598414044e-11) + 4.35057534663665e-10;
a3 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs - 1.38197787196536e-28) + 1.23795202830081e-24) + 2.09886558925506e-21) - 1.37464541851814e-18) - 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs + 1.38197787196536e-28) - 1.32320286079678e-24) - 4.45237019658181e-21) + 1.27310660290506e-17) + 9.46493831518297e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(1.92197081805594e-32*fs + 1.98276740105983e-28) - 3.95398188050316e-24) - 1.04399005725732e-20) + 4.14919214543143e-18) + 1.33641581682933e-15) - 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs + 1.41071302489126e-28) + 2.37537380817836e-24) + 1.45340268595169e-20) - 9.98177247088241e-18) + 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs - 1.41071302489126e-28) - 2.29012297568239e-24) - 1.21261068271927e-20) - 1.39113984817042e-18) - 1.90245260135178e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.92197081805594e-32*fs - 2.01197668400901e-28) + 3.42524135190908e-25) - 7.68149839544339e-21) + 1.67224473307827e-17) + 8.84647277254155e-15) + 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs - 5.36288516721762e-24) - 2.18145235919184e-20) + 2.4277460232496e-17) + 1.2460328840845e-14) - 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs + 5.36288516721762e-24) + 2.20816454165293e-20) - 3.66956714488585e-17) - 1.1324854921459e-13) + 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs + 5.81704295212996e-24) + 3.22796782729819e-20) - 7.89874837401636e-17) - 4.95562684669046e-14) + 7.9105888007802e-12) + 7.25095891106108e-10;
a4 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs - 1.38197787196536e-28) - 1.23795202830081e-24) + 2.09886558925506e-21) + 1.37464541851814e-18) - 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs + 1.38197787196536e-28) + 1.32320286079678e-24) - 4.45237019658181e-21) - 1.27310660290506e-17) + 9.46493831518297e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.92197081805594e-32*fs + 1.98276740105983e-28) + 3.95398188050316e-24) - 1.04399005725732e-20) - 4.14919214543143e-18) + 1.33641581682933e-15) + 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs + 1.41071302489126e-28) - 2.37537380817836e-24) + 1.45340268595169e-20) + 9.98177247088241e-18) + 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs - 1.41071302489126e-28) + 2.29012297568239e-24) - 1.21261068271927e-20) + 1.39113984817042e-18) - 1.90245260135178e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(1.92197081805594e-32*fs - 2.01197668400901e-28) - 3.42524135190908e-25) - 7.68149839544339e-21) - 1.67224473307827e-17) + 8.84647277254155e-15) - 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs + 5.36288516721762e-24) - 2.18145235919184e-20) - 2.4277460232496e-17) + 1.2460328840845e-14) + 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs - 5.36288516721762e-24) + 2.20816454165293e-20) + 3.66956714488585e-17) - 1.1324854921459e-13) - 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs - 5.81704295212996e-24) + 3.22796782729819e-20) + 7.89874837401636e-17) - 4.95562684669046e-14) - 7.9105888007802e-12) + 7.25095891106108e-10;
a5 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs + 2.48756016953765e-28) - 2.47590405660162e-25) - 2.09886558925506e-21) + 1.37464541851814e-18) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs - 2.48756016953765e-28) + 2.64640572159356e-25) + 4.45237019658181e-21) - 1.27310660290506e-17) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(1.15318249083356e-32*fs - 3.56898132190769e-28) + 7.90796376100631e-25) + 1.04399005725732e-20) - 4.14919214543143e-18) - 2.67283163365866e-16) + 1.7944955149288e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs - 2.53928344480428e-28) - 4.75074761635673e-25) - 1.45340268595169e-20) + 9.98177247088241e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs + 2.53928344480428e-28) + 4.58024595136479e-25) + 1.21261068271927e-20) + 1.39113984817042e-18) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.15318249083356e-32*fs + 3.62155803121621e-28) - 6.85048270381817e-26) + 7.68149839544339e-21) - 1.67224473307827e-17) - 1.76929455450831e-15) - 1.7944955149288e-14)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.27997764747247e-28*fs + 1.07257703344352e-24) + 2.18145235919184e-20) - 2.4277460232496e-17) - 2.49206576816899e-15) + 1.7944955149288e-13) + fs*(fs*(fs*(fs*(fs*(2.27997764747247e-28*fs - 1.07257703344352e-24) - 2.20816454165293e-20) + 3.66956714488585e-17) + 2.26497098429179e-14) - 1.7944955149288e-13)) + fs*(fs*(fs*(fs*(fs*(2.31759727865577e-28*fs - 1.16340859042599e-24) - 3.22796782729819e-20) + 7.89874837401636e-17) + 9.91125369338092e-15) - 1.42390598414044e-11) + 4.35057534663665e-10;
a6 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs - 1.38197787196536e-28) + 7.42771216980487e-25) - 6.9962186308502e-22) - 4.58215139506045e-19) + 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs + 1.38197787196536e-28) - 7.93921716478069e-25) + 1.4841233988606e-21) + 4.24368867635019e-18) - 5.67896298910978e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-3.84394163611188e-33*fs + 1.98276740105983e-28) - 2.37238912830189e-24) + 3.47996685752438e-21) + 1.38306404847714e-18) - 8.01849490097598e-16) + 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs + 1.41071302489126e-28) + 1.42522428490702e-24) - 4.84467561983897e-21) - 3.32725749029414e-18) - 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs - 1.41071302489126e-28) - 1.37407378540944e-24) + 4.04203560906425e-21) - 4.63713282723472e-19) + 1.14147156081107e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(3.84394163611188e-33*fs - 2.01197668400901e-28) + 2.05514481114545e-25) + 2.5604994651478e-21) + 5.57414911026091e-18) - 5.30788366352493e-15) - 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs - 3.21773110033057e-24) + 7.27150786397279e-21) + 8.09248674416533e-18) - 7.47619730450697e-15) + 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs + 3.21773110033057e-24) - 7.36054847217644e-21) - 1.22318904829528e-17) + 6.79491295287538e-14) - 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs + 3.49022577127798e-24) - 1.07598927576606e-20) - 2.63291612467212e-17) + 2.97337610801428e-14) - 7.9105888007802e-12) + 1.45019178221222e-10;
a7 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs + 2.76395574393073e-29) - 2.47590405660162e-25) + 6.9962186308502e-22) - 4.58215139506045e-19) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs - 2.76395574393073e-29) + 2.64640572159356e-25) - 1.4841233988606e-21) + 4.24368867635019e-18) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(5.49134519444555e-34*fs - 3.96553480211966e-29) + 7.90796376100631e-25) - 3.47996685752438e-21) + 1.38306404847714e-18) - 2.67283163365866e-16) + 1.99388390547645e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs - 2.82142604978253e-29) - 4.75074761635673e-25) + 4.84467561983897e-21) - 3.32725749029414e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs + 2.82142604978253e-29) + 4.58024595136479e-25) - 4.04203560906425e-21) - 4.63713282723472e-19) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(-5.49134519444555e-34*fs + 4.02395336801801e-29) - 6.85048270381817e-26) - 2.5604994651478e-21) + 5.57414911026091e-18) - 1.76929455450831e-15) - 1.99388390547645e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.53330849719164e-29*fs + 1.07257703344352e-24) - 7.27150786397279e-21) + 8.09248674416533e-18) - 2.49206576816899e-15) + 1.99388390547645e-14) + fs*(fs*(fs*(fs*(fs*(2.53330849719164e-29*fs - 1.07257703344352e-24) + 7.36054847217644e-21) - 1.22318904829528e-17) + 2.26497098429179e-14) - 1.99388390547645e-14)) + fs*(fs*(fs*(fs*(fs*(2.5751080873953e-29*fs - 1.16340859042599e-24) + 1.07598927576606e-20) - 2.63291612467212e-17) + 9.91125369338092e-15) - 1.58211776015604e-12) + 2.07170254601745e-11;
};
| https://raw.githubusercontent.com/jujudusud/BPD/aab4f1ef9f2a3e4b7f15e345004b8aeee428c87e/bddi/VtbdiBassTreble.dsp | faust | generated automatically
DO NOT MODIFY! | declare id "VTBassDI-bt";
declare name "VTBassDI-bt";
declare category "External";
import("stdfaust.lib");
process = pre : fi.iir((b0/a0,b1/a0,b2/a0,b3/a0,b4/a0,b5/a0,b6/a0,b7/a0),(a1/a0,a2/a0,a3/a0,a4/a0,a5/a0,a6/a0,a7/a0)) with {
LogPot(a, x) = ba.if(a, (exp(a * x) - 1) / (exp(a) - 1), x);
Inverted(b, x) = ba.if(b, 1 - x, x);
s = 0.993;
fs = float(ma.SR);
pre = _;
PRhiv = vslider("PRhiv[name:PRhiv]", 0.5, 0, 1, 0.01) : Inverted(0) : si.smooth(s);
PRlowv = vslider("PRlowv[name:PRlowv]", 0.5, 0, 1, 0.01) : Inverted(1) : si.smooth(s);
b0 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs - 1.05271852152956e-25) - 5.7820204555647e-22) - 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs + 8.82196393625693e-26) - 2.06393642882301e-22) - 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(1.3542492249444e-29*fs + 6.43724911681198e-25) + 3.95619266430714e-21) + 4.61903942029657e-18) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs + 8.33292494391057e-25) + 6.12715760225671e-21) + 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs - 8.1624028160067e-25) - 5.32442126191328e-21) - 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(-1.3542492249444e-29*fs - 1.39573072477331e-24) - 1.00255575093992e-20) - 1.15765753015532e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs + 8.38109861943823e-22) + 3.20283703968909e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs - 7.48973295084982e-22) + 9.39903156639126e-19) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(-2.28368248589625e-25*fs - 3.77218008187042e-21) - 2.13215680570896e-17) - 2.46839838431341e-14) - 1.07554045808185e-12);
b1 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 3.15815556458869e-25) + 5.7820204555647e-22) - 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 2.64658918087708e-25) + 2.06393642882301e-22) - 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs - 1.93117473504359e-24) - 3.95619266430714e-21) + 4.61903942029657e-18) + 6.05369863835936e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 2.49987748317317e-24) - 6.12715760225671e-21) + 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 2.44872084480201e-24) + 5.32442126191328e-21) - 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs + 4.18719217431992e-24) + 1.00255575093992e-20) - 1.15765753015532e-17) - 6.6590685021953e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-5.0035842930484e-25*fs - 8.38109861943823e-22) + 3.20283703968909e-18) + 6.05369863835936e-15) + pow(fs,2)*(fs*(fs*(5.0035842930484e-25*fs + 7.48973295084982e-22) + 9.39903156639126e-19) + 5.44832877452343e-14)) + fs*(fs*(fs*(fs*(6.85104745768876e-25*fs + 3.77218008187042e-21) - 2.13215680570896e-17) - 7.40519515294022e-14) - 5.37770229040923e-12);
b2 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs - 1.05271852152956e-25) + 1.73460613666941e-21) + 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs + 8.82196393625693e-26) + 6.19180928646902e-22) + 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(1.21882430244996e-28*fs + 6.43724911681198e-25) - 1.18685779929214e-20) - 1.38571182608897e-17) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs + 8.33292494391057e-25) - 1.83814728067701e-20) - 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs - 8.1624028160067e-25) + 1.59732637857398e-20) + 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(-1.21882430244996e-28*fs - 1.39573072477331e-24) + 3.00766725281977e-20) + 3.47297259046597e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs - 2.51432958583147e-21) - 9.60851111906727e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs + 2.24691988525495e-21) - 2.81970946991738e-18) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(-2.28368248589625e-25*fs + 1.13165402456113e-20) + 6.39647041712689e-17) - 2.46839838431341e-14) - 9.67986412273662e-12);
b3 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 5.26359260764782e-25) - 1.73460613666941e-21) + 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 4.41098196812847e-25) - 6.19180928646902e-22) + 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs + 3.21862455840599e-24) + 1.18685779929214e-20) - 1.38571182608897e-17) - 1.00894977305989e-15)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 4.16646247195529e-24) + 1.83814728067701e-20) - 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 4.08120140800335e-24) - 1.59732637857398e-20) + 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs - 6.97865362386654e-24) - 3.00766725281977e-20) + 3.47297259046597e-17) + 1.10984475036588e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(8.33930715508067e-25*fs + 2.51432958583147e-21) - 9.60851111906727e-18) - 1.00894977305989e-14) + pow(fs,2)*(fs*(fs*(-8.33930715508067e-25*fs - 2.24691988525495e-21) - 2.81970946991738e-18) - 9.08054795753904e-14)) + fs*(fs*(fs*(fs*(-1.14184124294813e-24*fs - 1.13165402456113e-20) + 6.39647041712689e-17) + 1.2341991921567e-13) - 5.37770229040923e-12);
b4 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 5.26359260764782e-25) - 1.73460613666941e-21) - 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 4.41098196812847e-25) - 6.19180928646902e-22) - 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs - 3.21862455840599e-24) + 1.18685779929214e-20) + 1.38571182608897e-17) - 1.00894977305989e-15)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs - 4.16646247195529e-24) + 1.83814728067701e-20) + 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs + 4.08120140800335e-24) - 1.59732637857398e-20) - 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs + 6.97865362386654e-24) - 3.00766725281977e-20) - 3.47297259046597e-17) + 1.10984475036588e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-8.33930715508067e-25*fs + 2.51432958583147e-21) + 9.60851111906727e-18) - 1.00894977305989e-14) + pow(fs,2)*(fs*(fs*(8.33930715508067e-25*fs - 2.24691988525495e-21) + 2.81970946991738e-18) - 9.08054795753904e-14)) + fs*(fs*(fs*(fs*(1.14184124294813e-24*fs - 1.13165402456113e-20) - 6.39647041712689e-17) + 1.2341991921567e-13) + 5.37770229040923e-12);
b5 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs + 1.05271852152956e-25) + 1.73460613666941e-21) - 1.13577835616498e-18) + pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs - 8.82196393625693e-26) + 6.19180928646902e-22) - 1.02220052054848e-17)) + pow(fs,2)*(fs*(fs*(fs*(1.21882430244996e-28*fs - 6.43724911681198e-25) - 1.18685779929214e-20) + 1.38571182608897e-17) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.02580287949799e-29*fs - 8.33292494391057e-25) - 1.83814728067701e-20) + 1.24935619178148e-17) + pow(fs,3)*(fs*(fs*(-2.02580287949799e-29*fs + 8.1624028160067e-25) + 1.59732637857398e-20) - 1.13577835616498e-18)) + pow(fs,2)*(fs*(fs*(fs*(-1.21882430244996e-28*fs + 1.39573072477331e-24) + 3.00766725281977e-20) - 3.47297259046597e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs - 2.51432958583147e-21) + 9.60851111906727e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs + 2.24691988525495e-21) + 2.81970946991738e-18) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(2.28368248589625e-25*fs + 1.13165402456113e-20) - 6.39647041712689e-17) - 2.46839838431341e-14) + 9.67986412273662e-12);
b6 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 3.15815556458869e-25) + 5.7820204555647e-22) + 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 2.64658918087708e-25) + 2.06393642882301e-22) + 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(-6.77124612472202e-29*fs + 1.93117473504359e-24) - 3.95619266430714e-21) - 4.61903942029657e-18) + 6.05369863835936e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-1.12544604416555e-29*fs + 2.49987748317317e-24) - 6.12715760225671e-21) - 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(1.12544604416555e-29*fs - 2.44872084480201e-24) + 5.32442126191328e-21) + 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(6.77124612472202e-29*fs - 4.18719217431992e-24) + 1.00255575093992e-20) + 1.15765753015532e-17) - 6.6590685021953e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(5.0035842930484e-25*fs - 8.38109861943823e-22) - 3.20283703968909e-18) + 6.05369863835936e-15) + pow(fs,2)*(fs*(fs*(-5.0035842930484e-25*fs + 7.48973295084982e-22) - 9.39903156639126e-19) + 5.44832877452343e-14)) + fs*(fs*(fs*(fs*(-6.85104745768876e-25*fs + 3.77218008187042e-21) + 2.13215680570896e-17) - 7.40519515294022e-14) + 5.37770229040923e-12);
b7 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs + 1.05271852152956e-25) - 5.7820204555647e-22) + 3.78592785388328e-19) + pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs - 8.82196393625693e-26) - 2.06393642882301e-22) + 3.40733506849495e-18)) + pow(fs,2)*(fs*(fs*(fs*(1.3542492249444e-29*fs - 6.43724911681198e-25) + 3.95619266430714e-21) - 4.61903942029657e-18) + 2.01789954611979e-16)) + PRlowv*(PRlowv*pow(fs,3)*(fs*(fs*(2.2508920883311e-30*fs - 8.33292494391057e-25) + 6.12715760225671e-21) - 4.16452063927161e-18) + pow(fs,3)*(fs*(fs*(-2.2508920883311e-30*fs + 8.1624028160067e-25) - 5.32442126191328e-21) + 3.78592785388328e-19)) + pow(fs,2)*(fs*(fs*(fs*(-1.3542492249444e-29*fs + 1.39573072477331e-24) - 1.00255575093992e-20) + 1.15765753015532e-17) - 2.21968950073177e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(-1.66786143101613e-25*fs + 8.38109861943823e-22) - 3.20283703968909e-18) + 2.01789954611979e-15) + pow(fs,2)*(fs*(fs*(1.66786143101613e-25*fs - 7.48973295084982e-22) - 9.39903156639126e-19) + 1.81610959150781e-14)) + fs*(fs*(fs*(fs*(2.28368248589625e-25*fs - 3.77218008187042e-21) + 2.13215680570896e-17) - 2.46839838431341e-14) + 1.07554045808185e-12);
a0 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs + 2.76395574393073e-29) + 2.47590405660162e-25) + 6.9962186308502e-22) + 4.58215139506045e-19) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs - 2.76395574393073e-29) - 2.64640572159356e-25) - 1.4841233988606e-21) - 4.24368867635019e-18) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-5.49134519444555e-34*fs - 3.96553480211966e-29) - 7.90796376100631e-25) - 3.47996685752438e-21) - 1.38306404847714e-18) - 2.67283163365866e-16) - 1.99388390547645e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs - 2.82142604978253e-29) + 4.75074761635673e-25) + 4.84467561983897e-21) + 3.32725749029414e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs + 2.82142604978253e-29) - 4.58024595136479e-25) - 4.04203560906425e-21) + 4.63713282723472e-19) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(5.49134519444555e-34*fs + 4.02395336801801e-29) + 6.85048270381817e-26) - 2.5604994651478e-21) - 5.57414911026091e-18) - 1.76929455450831e-15) + 1.99388390547645e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.53330849719164e-29*fs - 1.07257703344352e-24) - 7.27150786397279e-21) - 8.09248674416533e-18) - 2.49206576816899e-15) - 1.99388390547645e-14) + fs*(fs*(fs*(fs*(fs*(2.53330849719164e-29*fs + 1.07257703344352e-24) + 7.36054847217644e-21) + 1.22318904829528e-17) + 2.26497098429179e-14) + 1.99388390547645e-14)) + fs*(fs*(fs*(fs*(fs*(2.5751080873953e-29*fs + 1.16340859042599e-24) + 1.07598927576606e-20) + 2.63291612467212e-17) + 9.91125369338092e-15) + 1.58211776015604e-12) + 2.07170254601745e-11;
a1 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs - 1.38197787196536e-28) - 7.42771216980487e-25) - 6.9962186308502e-22) + 4.58215139506045e-19) + 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs + 1.38197787196536e-28) + 7.93921716478069e-25) + 1.4841233988606e-21) - 4.24368867635019e-18) - 5.67896298910978e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(3.84394163611188e-33*fs + 1.98276740105983e-28) + 2.37238912830189e-24) + 3.47996685752438e-21) - 1.38306404847714e-18) - 8.01849490097598e-16) - 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs + 1.41071302489126e-28) - 1.42522428490702e-24) - 4.84467561983897e-21) + 3.32725749029414e-18) - 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs - 1.41071302489126e-28) + 1.37407378540944e-24) + 4.04203560906425e-21) + 4.63713282723472e-19) + 1.14147156081107e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(-3.84394163611188e-33*fs - 2.01197668400901e-28) - 2.05514481114545e-25) + 2.5604994651478e-21) - 5.57414911026091e-18) - 5.30788366352493e-15) + 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs + 3.21773110033057e-24) + 7.27150786397279e-21) - 8.09248674416533e-18) - 7.47619730450697e-15) - 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs - 3.21773110033057e-24) - 7.36054847217644e-21) + 1.22318904829528e-17) + 6.79491295287538e-14) + 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs - 3.49022577127798e-24) - 1.07598927576606e-20) + 2.63291612467212e-17) + 2.97337610801428e-14) + 7.9105888007802e-12) + 1.45019178221222e-10;
a2 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs + 2.48756016953765e-28) + 2.47590405660162e-25) - 2.09886558925506e-21) - 1.37464541851814e-18) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs - 2.48756016953765e-28) - 2.64640572159356e-25) + 4.45237019658181e-21) + 1.27310660290506e-17) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.15318249083356e-32*fs - 3.56898132190769e-28) - 7.90796376100631e-25) + 1.04399005725732e-20) + 4.14919214543143e-18) - 2.67283163365866e-16) - 1.7944955149288e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs - 2.53928344480428e-28) + 4.75074761635673e-25) - 1.45340268595169e-20) - 9.98177247088241e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs + 2.53928344480428e-28) - 4.58024595136479e-25) + 1.21261068271927e-20) - 1.39113984817042e-18) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(1.15318249083356e-32*fs + 3.62155803121621e-28) + 6.85048270381817e-26) + 7.68149839544339e-21) + 1.67224473307827e-17) - 1.76929455450831e-15) + 1.7944955149288e-14)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.27997764747247e-28*fs - 1.07257703344352e-24) + 2.18145235919184e-20) + 2.4277460232496e-17) - 2.49206576816899e-15) - 1.7944955149288e-13) + fs*(fs*(fs*(fs*(fs*(2.27997764747247e-28*fs + 1.07257703344352e-24) - 2.20816454165293e-20) - 3.66956714488585e-17) + 2.26497098429179e-14) + 1.7944955149288e-13)) + fs*(fs*(fs*(fs*(fs*(2.31759727865577e-28*fs + 1.16340859042599e-24) - 3.22796782729819e-20) - 7.89874837401636e-17) + 9.91125369338092e-15) + 1.42390598414044e-11) + 4.35057534663665e-10;
a3 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs - 1.38197787196536e-28) + 1.23795202830081e-24) + 2.09886558925506e-21) - 1.37464541851814e-18) - 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs + 1.38197787196536e-28) - 1.32320286079678e-24) - 4.45237019658181e-21) + 1.27310660290506e-17) + 9.46493831518297e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(1.92197081805594e-32*fs + 1.98276740105983e-28) - 3.95398188050316e-24) - 1.04399005725732e-20) + 4.14919214543143e-18) + 1.33641581682933e-15) - 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs + 1.41071302489126e-28) + 2.37537380817836e-24) + 1.45340268595169e-20) - 9.98177247088241e-18) + 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs - 1.41071302489126e-28) - 2.29012297568239e-24) - 1.21261068271927e-20) - 1.39113984817042e-18) - 1.90245260135178e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.92197081805594e-32*fs - 2.01197668400901e-28) + 3.42524135190908e-25) - 7.68149839544339e-21) + 1.67224473307827e-17) + 8.84647277254155e-15) + 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs - 5.36288516721762e-24) - 2.18145235919184e-20) + 2.4277460232496e-17) + 1.2460328840845e-14) - 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs + 5.36288516721762e-24) + 2.20816454165293e-20) - 3.66956714488585e-17) - 1.1324854921459e-13) + 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs + 5.81704295212996e-24) + 3.22796782729819e-20) - 7.89874837401636e-17) - 4.95562684669046e-14) + 7.9105888007802e-12) + 7.25095891106108e-10;
a4 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs - 1.38197787196536e-28) - 1.23795202830081e-24) + 2.09886558925506e-21) + 1.37464541851814e-18) - 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs + 1.38197787196536e-28) + 1.32320286079678e-24) - 4.45237019658181e-21) - 1.27310660290506e-17) + 9.46493831518297e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.92197081805594e-32*fs + 1.98276740105983e-28) + 3.95398188050316e-24) - 1.04399005725732e-20) - 4.14919214543143e-18) + 1.33641581682933e-15) + 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.89077306252429e-32*fs + 1.41071302489126e-28) - 2.37537380817836e-24) + 1.45340268595169e-20) + 9.98177247088241e-18) + 9.46493831518297e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.89077306252429e-32*fs - 1.41071302489126e-28) + 2.29012297568239e-24) - 1.21261068271927e-20) + 1.39113984817042e-18) - 1.90245260135178e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(1.92197081805594e-32*fs - 2.01197668400901e-28) - 3.42524135190908e-25) - 7.68149839544339e-21) - 1.67224473307827e-17) + 8.84647277254155e-15) - 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs + 5.36288516721762e-24) - 2.18145235919184e-20) - 2.4277460232496e-17) + 1.2460328840845e-14) + 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs - 5.36288516721762e-24) + 2.20816454165293e-20) + 3.66956714488585e-17) - 1.1324854921459e-13) - 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs - 5.81704295212996e-24) + 3.22796782729819e-20) + 7.89874837401636e-17) - 4.95562684669046e-14) - 7.9105888007802e-12) + 7.25095891106108e-10;
a5 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs + 2.48756016953765e-28) - 2.47590405660162e-25) - 2.09886558925506e-21) + 1.37464541851814e-18) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs - 2.48756016953765e-28) + 2.64640572159356e-25) + 4.45237019658181e-21) - 1.27310660290506e-17) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(1.15318249083356e-32*fs - 3.56898132190769e-28) + 7.90796376100631e-25) + 1.04399005725732e-20) - 4.14919214543143e-18) - 2.67283163365866e-16) + 1.7944955149288e-14)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(1.13446383751457e-32*fs - 2.53928344480428e-28) - 4.75074761635673e-25) - 1.45340268595169e-20) + 9.98177247088241e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-1.13446383751457e-32*fs + 2.53928344480428e-28) + 4.58024595136479e-25) + 1.21261068271927e-20) + 1.39113984817042e-18) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(-1.15318249083356e-32*fs + 3.62155803121621e-28) - 6.85048270381817e-26) + 7.68149839544339e-21) - 1.67224473307827e-17) - 1.76929455450831e-15) - 1.7944955149288e-14)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.27997764747247e-28*fs + 1.07257703344352e-24) + 2.18145235919184e-20) - 2.4277460232496e-17) - 2.49206576816899e-15) + 1.7944955149288e-13) + fs*(fs*(fs*(fs*(fs*(2.27997764747247e-28*fs - 1.07257703344352e-24) - 2.20816454165293e-20) + 3.66956714488585e-17) + 2.26497098429179e-14) - 1.7944955149288e-13)) + fs*(fs*(fs*(fs*(fs*(2.31759727865577e-28*fs - 1.16340859042599e-24) - 3.22796782729819e-20) + 7.89874837401636e-17) + 9.91125369338092e-15) - 1.42390598414044e-11) + 4.35057534663665e-10;
a6 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs - 1.38197787196536e-28) + 7.42771216980487e-25) - 6.9962186308502e-22) - 4.58215139506045e-19) + 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs + 1.38197787196536e-28) - 7.93921716478069e-25) + 1.4841233988606e-21) + 4.24368867635019e-18) - 5.67896298910978e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(-3.84394163611188e-33*fs + 1.98276740105983e-28) - 2.37238912830189e-24) + 3.47996685752438e-21) + 1.38306404847714e-18) - 8.01849490097598e-16) + 9.96941952738223e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-3.78154612504858e-33*fs + 1.41071302489126e-28) + 1.42522428490702e-24) - 4.84467561983897e-21) - 3.32725749029414e-18) - 5.67896298910978e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(3.78154612504858e-33*fs - 1.41071302489126e-28) - 1.37407378540944e-24) + 4.04203560906425e-21) - 4.63713282723472e-19) + 1.14147156081107e-16)) + fs*(fs*(fs*(fs*(fs*(fs*(3.84394163611188e-33*fs - 2.01197668400901e-28) + 2.05514481114545e-25) + 2.5604994651478e-21) + 5.57414911026091e-18) - 5.30788366352493e-15) - 9.96941952738223e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(1.26665424859582e-28*fs - 3.21773110033057e-24) + 7.27150786397279e-21) + 8.09248674416533e-18) - 7.47619730450697e-15) + 9.96941952738223e-14) + fs*(fs*(fs*(fs*(fs*(-1.26665424859582e-28*fs + 3.21773110033057e-24) - 7.36054847217644e-21) - 1.22318904829528e-17) + 6.79491295287538e-14) - 9.96941952738223e-14)) + fs*(fs*(fs*(fs*(fs*(-1.28755404369765e-28*fs + 3.49022577127798e-24) - 1.07598927576606e-20) - 2.63291612467212e-17) + 2.97337610801428e-14) - 7.9105888007802e-12) + 1.45019178221222e-10;
a7 = PRhiv*(PRhiv*(PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs + 2.76395574393073e-29) - 2.47590405660162e-25) + 6.9962186308502e-22) - 4.58215139506045e-19) + 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs - 2.76395574393073e-29) + 2.64640572159356e-25) - 1.4841233988606e-21) + 4.24368867635019e-18) - 1.89298766303659e-19)) + fs*(fs*(fs*(fs*(fs*(fs*(5.49134519444555e-34*fs - 3.96553480211966e-29) + 7.90796376100631e-25) - 3.47996685752438e-21) + 1.38306404847714e-18) - 2.67283163365866e-16) + 1.99388390547645e-15)) + PRlowv*(PRlowv*pow(fs,2)*(fs*(fs*(fs*(fs*(5.4022087500694e-34*fs - 2.82142604978253e-29) - 4.75074761635673e-25) + 4.84467561983897e-21) - 3.32725749029414e-18) - 1.89298766303659e-19) + pow(fs,2)*(fs*(fs*(fs*(fs*(-5.4022087500694e-34*fs + 2.82142604978253e-29) + 4.58024595136479e-25) - 4.04203560906425e-21) - 4.63713282723472e-19) + 3.80490520270356e-17)) + fs*(fs*(fs*(fs*(fs*(fs*(-5.49134519444555e-34*fs + 4.02395336801801e-29) - 6.85048270381817e-26) - 2.5604994651478e-21) + 5.57414911026091e-18) - 1.76929455450831e-15) - 1.99388390547645e-15)) + PRlowv*(PRlowv*fs*(fs*(fs*(fs*(fs*(-2.53330849719164e-29*fs + 1.07257703344352e-24) - 7.27150786397279e-21) + 8.09248674416533e-18) - 2.49206576816899e-15) + 1.99388390547645e-14) + fs*(fs*(fs*(fs*(fs*(2.53330849719164e-29*fs - 1.07257703344352e-24) + 7.36054847217644e-21) - 1.22318904829528e-17) + 2.26497098429179e-14) - 1.99388390547645e-14)) + fs*(fs*(fs*(fs*(fs*(2.5751080873953e-29*fs - 1.16340859042599e-24) + 1.07598927576606e-20) - 2.63291612467212e-17) + 9.91125369338092e-15) - 1.58211776015604e-12) + 2.07170254601745e-11;
};
|
fc04a07c11510d38434e427976bfe6adfeec216964c114c1841dc9b2cdae9a66 | nick8325/faustilogue | fixedsin.dsp | import("stdfaust.lib");
process = os.oscsin(440);
| https://raw.githubusercontent.com/nick8325/faustilogue/a5d455e6dd17894facec0c2b8623adc8cdfc0bb3/examples/fixedsin.dsp | faust | import("stdfaust.lib");
process = os.oscsin(440);
|
|
f486761ff58b9025737fc2bbf809e468c77076442ec2032a43b72ae65efc8b47 | nick8325/faustilogue | sawtooth.dsp | import("stdfaust.lib");
process = +(0.01) ~ ma.frac;
| https://raw.githubusercontent.com/nick8325/faustilogue/97099ba515a09875234ec4a9514cf67198af21a8/examples/sawtooth.dsp | faust | import("stdfaust.lib");
process = +(0.01) ~ ma.frac;
|
|
961ed726668f7b53c0aa119821a93df1f94d946fd6bef4863e4f5cd2c41d26bd | nick8325/faustilogue | bend.dsp |
import("stdfaust.lib");
bend = ba.semi2ratio(hslider("frequency[midi:pitchwheel]",0,-2,2,0.01)) : si.smoo;
process = os.sawtooth(440*bend);
| https://raw.githubusercontent.com/nick8325/faustilogue/97099ba515a09875234ec4a9514cf67198af21a8/examples/bend.dsp | faust |
import("stdfaust.lib");
bend = ba.semi2ratio(hslider("frequency[midi:pitchwheel]",0,-2,2,0.01)) : si.smoo;
process = os.sawtooth(440*bend);
|
|
44a7e89334cc1abccf2e1dc31ebc7bf8891fc3bb1f5d23993b8e6d8787ce6dce | nick8325/faustilogue | midi.dsp | import("stdfaust.lib");
freq = hslider("freq",200,50,1000,0.01);
gain = hslider("gain",0.5,0,1,0.01);
gate = button("gate");
process = os.sawtooth(freq)*gain*gate;
| https://raw.githubusercontent.com/nick8325/faustilogue/97099ba515a09875234ec4a9514cf67198af21a8/examples/midi.dsp | faust | import("stdfaust.lib");
freq = hslider("freq",200,50,1000,0.01);
gain = hslider("gain",0.5,0,1,0.01);
gate = button("gate");
process = os.sawtooth(freq)*gain*gate;
|
|
088e8f980b6d4ec774da6b82e04635dd5cdb43d45994c324c942f614850e4947 | nick8325/faustilogue | nested_rdtable.dsp | import("stdfaust.lib");
tablesize = pl.tablesize;
phasor = os.phasor;
mything1 = os.oscsin(440);
mything2 = os.osccos(220);
process = rdtable(pl.tablesize, mything1 + mything2, int(os.phasor(pl.tablesize, 1)));
| https://raw.githubusercontent.com/nick8325/faustilogue/f0a849a6670884f5e2717cbcb1d851f30a84a583/tests/nested_rdtable.dsp | faust | import("stdfaust.lib");
tablesize = pl.tablesize;
phasor = os.phasor;
mything1 = os.oscsin(440);
mything2 = os.osccos(220);
process = rdtable(pl.tablesize, mything1 + mything2, int(os.phasor(pl.tablesize, 1)));
|
|
e58599a59bd651bac7df94bf3e70f1503d684c69fc07a73537312fddb49a1227 | nick8325/faustilogue | string.dsp | import("stdfaust.lib");
// freq, res and gate definitions go here
freq = hslider("freq", 2000, 1, 22000, 1);
res = hslider("shape", 1.2, 0, 5, 0.01);
gate = 1;
string(frequency,resonance,trigger) = trigger : ba.impulsify : fi.fb_fcomb(1024,del,1,resonance)
with {
del = ma.SR/frequency;
};
process = string(freq,res,gate);
| https://raw.githubusercontent.com/nick8325/faustilogue/f0a849a6670884f5e2717cbcb1d851f30a84a583/examples/string.dsp | faust | freq, res and gate definitions go here | import("stdfaust.lib");
freq = hslider("freq", 2000, 1, 22000, 1);
res = hslider("shape", 1.2, 0, 5, 0.01);
gate = 1;
string(frequency,resonance,trigger) = trigger : ba.impulsify : fi.fb_fcomb(1024,del,1,resonance)
with {
del = ma.SR/frequency;
};
process = string(freq,res,gate);
|
ecb6b78b18fd88854b3156099407fe914325bd0a2bd132758f08ff7fa8b6c882 | nick8325/faustilogue | karplus.dsp | declare name "KarplusStrong";
declare description "Simple call of the Karplus-Strong model for the Faust physical modeling library";
declare license "MIT";
declare copyright "(c)Romain Michon, CCRMA (Stanford University), GRAME";
import("stdfaust.lib");
process = 1 : pm.impulseExcitation*gain : pm.ks( (freq : pm.f2l), damping )
with{
freq = hslider("freq",440,50,1000,0.01);
gain = hslider("shape",0.8,0,1,0.01);
damping = hslider("shiftshape" ,0.01,0,1,0.01) : si.smoo;
};
| https://raw.githubusercontent.com/nick8325/faustilogue/f77072a9c4a71eab44fc718b2988421840d6847b/examples/karplus.dsp | faust | declare name "KarplusStrong";
declare description "Simple call of the Karplus-Strong model for the Faust physical modeling library";
declare license "MIT";
declare copyright "(c)Romain Michon, CCRMA (Stanford University), GRAME";
import("stdfaust.lib");
process = 1 : pm.impulseExcitation*gain : pm.ks( (freq : pm.f2l), damping )
with{
freq = hslider("freq",440,50,1000,0.01);
gain = hslider("shape",0.8,0,1,0.01);
damping = hslider("shiftshape" ,0.01,0,1,0.01) : si.smoo;
};
|
|
071be929b760192509602956f023056e5eea0b6d4ced97fc7dbe1d949b64afc6 | nick8325/faustilogue | electricGuitarMIDI.dsp | // NOTE: this only works at 24kHz
// TODO: retune it to sound nice at 24kHz!
declare name "ElecGuitarMidi";
declare description "Simple electric guitar model.";
declare license "MIT";
declare copyright "(c)Romain Michon, CCRMA (Stanford University), GRAME";
import("stdfaust.lib");
process = guitar_ui_MIDI;
guitar_ui_MIDI = pm.elecGuitar(stringLength,pluckPosition,1,gain,gate)
with{
f = hslider("freq",440,50,1000,0.01);
bend = ba.semi2ratio(hslider("lfo",0,-1,1,0.01)*2) : si.polySmooth(gate,0.999,1);
gain = hslider("shiftshape",0.8,0,1,0.01);
pluckPosition = hslider("shape" ,0.8,0,1,0.01) : si.smoo;
gate = 1;
freq = f*bend;
stringLength = freq : pm.f2l;
};
| https://raw.githubusercontent.com/nick8325/faustilogue/f77072a9c4a71eab44fc718b2988421840d6847b/examples/electricGuitarMIDI.dsp | faust | NOTE: this only works at 24kHz
TODO: retune it to sound nice at 24kHz! |
declare name "ElecGuitarMidi";
declare description "Simple electric guitar model.";
declare license "MIT";
declare copyright "(c)Romain Michon, CCRMA (Stanford University), GRAME";
import("stdfaust.lib");
process = guitar_ui_MIDI;
guitar_ui_MIDI = pm.elecGuitar(stringLength,pluckPosition,1,gain,gate)
with{
f = hslider("freq",440,50,1000,0.01);
bend = ba.semi2ratio(hslider("lfo",0,-1,1,0.01)*2) : si.polySmooth(gate,0.999,1);
gain = hslider("shiftshape",0.8,0,1,0.01);
pluckPosition = hslider("shape" ,0.8,0,1,0.01) : si.smoo;
gate = 1;
freq = f*bend;
stringLength = freq : pm.f2l;
};
|
baf368646654e0c156b783ec2d8fa70a333cf932006ada991745f5e64d91be96 | nick8325/faustilogue | bubble.dsp | declare name "bubble";
declare description "Production of a water drop bubble sound.";
declare license "MIT";
declare copyright "(c) 2017: Yann Orlarey, GRAME";
import("stdfaust.lib");
//---------------------------`bubble`--------------------------
// bubble(f0, trig) : produces a water drop bubble sound
//
// #### Usage
//
// ```
// bubble(f0, trig) : _
// ```
//
// Where:
//
// * ` f0 `: base frequency of bubble sound
// * `trig`: trigs the bubble sound on the rising front
//
// #### Example
//
// ```
// button("drop") : bubble(600) : _
// ```
//
// #### Reference:
//
// <http://www.cs.ubc.ca/~kvdoel/publications/tap05.pdf>
//------------------------------------------------------------
bubble(f0,trig) = os.osc(f) * (exp(-damp*time) : si.smooth(0.99))
with {
damp = 0.043*f0 + 0.0014*f0^(3/2);
f = f0*(1+sigma*time);
sigma = eta * damp;
eta = 0.075;
time = 0 : (select2(trig>trig'):+(1)) ~ _ : ba.samp2sec;
};
process = button("drop") : bubble(hslider("shape", 600, 150, 2000, 1));
| https://raw.githubusercontent.com/nick8325/faustilogue/97099ba515a09875234ec4a9514cf67198af21a8/examples/bubble.dsp | faust | ---------------------------`bubble`--------------------------
bubble(f0, trig) : produces a water drop bubble sound
#### Usage
```
bubble(f0, trig) : _
```
Where:
* ` f0 `: base frequency of bubble sound
* `trig`: trigs the bubble sound on the rising front
#### Example
```
button("drop") : bubble(600) : _
```
#### Reference:
<http://www.cs.ubc.ca/~kvdoel/publications/tap05.pdf>
------------------------------------------------------------ | declare name "bubble";
declare description "Production of a water drop bubble sound.";
declare license "MIT";
declare copyright "(c) 2017: Yann Orlarey, GRAME";
import("stdfaust.lib");
bubble(f0,trig) = os.osc(f) * (exp(-damp*time) : si.smooth(0.99))
with {
damp = 0.043*f0 + 0.0014*f0^(3/2);
f = f0*(1+sigma*time);
sigma = eta * damp;
eta = 0.075;
time = 0 : (select2(trig>trig'):+(1)) ~ _ : ba.samp2sec;
};
process = button("drop") : bubble(hslider("shape", 600, 150, 2000, 1));
|
9f2c68a42ce5fb216696de03e37b8df59a3098a985114348c44981fa83138ac0 | droosenb/faust-on-ESP32 | ForwardEuler.dsp | import("stdfaust.lib");
fEuler(expr) = si.bus(n) <: si.bus(n), expr <: par(i, n, (ba.selector(i, 2*m) + ba.selector(i+m,2*m)/ma.SR))
with {
n = inputs(expr);
m = outputs(expr);
};
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01);
v0 = start;
c = 1/10000;
start = button("start");
};
lorentz(x, y, z) = o * (y - x), x * (p -z) - y, x*y - b*z
with{
o = 10;
p = 14;
b = 2.7;
};
process = (_, _) ~ fEuler(sho); | https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/ODE_Solver/Midpoint(5)/ForwardEuler.dsp | faust | import("stdfaust.lib");
fEuler(expr) = si.bus(n) <: si.bus(n), expr <: par(i, n, (ba.selector(i, 2*m) + ba.selector(i+m,2*m)/ma.SR))
with {
n = inputs(expr);
m = outputs(expr);
};
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01);
v0 = start;
c = 1/10000;
start = button("start");
};
lorentz(x, y, z) = o * (y - x), x * (p -z) - y, x*y - b*z
with{
o = 10;
p = 14;
b = 2.7;
};
process = (_, _) ~ fEuler(sho); |
|
63587606494df84f0beaaa5aeb23acd5edb163226cefd22be83b03bc8d0c3ed2 | droosenb/faust-on-ESP32 | RuanKutta.dsp | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)) : expr <: par(i,n,ba.selector(i,m)''*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)*.5) : expr <: par(i,n,ba.selector(i,m)'*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
sho(v, x) = -1*w^2 * x , v
with{
w = 1/200;
};
lorentz(x, y, z) = o * (y - x), x * (p -z) - y, x*y - b*z
with{
o = 10;
p = 14;
b = 2.7;
};
process = button("start") : (_, +) ~ midpoint(sho); | https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/ODE_Solver/Midpoint(4)/RuanKutta.dsp | faust | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)) : expr <: par(i,n,ba.selector(i,m)''*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)*.5) : expr <: par(i,n,ba.selector(i,m)'*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
sho(v, x) = -1*w^2 * x , v
with{
w = 1/200;
};
lorentz(x, y, z) = o * (y - x), x * (p -z) - y, x*y - b*z
with{
o = 10;
p = 14;
b = 2.7;
};
process = button("start") : (_, +) ~ midpoint(sho); |
|
fb8559fca9bc89688e878ce81c15f439728b30a92490e1e452647821e03de373 | droosenb/faust-on-ESP32 | FaustBasic.dsp | import("stdfaust.lib");
//freq = nentry("freq", 440, 20, 2000, .01) : si.smoo;
sfreq = hslider("sFreq", 60, 0, 1000, .01);
sQ = hslider("sQ", 1, 0, 100, .001);
speaker = fi.resonbp(sfreq, sQ, 1);
lambda = hslider("lambda", 1, 0.001 , 1, .001);
phase = hslider("phase", 0, 0, 3.14, .01);
a0 = hslider("michelsonAmpOut", 1, 0, 2, .01);
michelson(s) = s/lambda + phase : (cos)^2 * a0 : fi.dcblocker;
dfreq = hslider("dFreq", 600, 0, 1000, .01);
dQ = hslider("dQ", 1, 0, 100, .001);
detector = fi.resonlp(dfreq, dQ, 1);
process = os.osc(os.sawtooth(.1)*200 + 80) : speaker: michelson(_) : detector * 4 <: _ , _;
| https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/ODE_Solver/Midpoint(3)/FaustBasic.dsp | faust | freq = nentry("freq", 440, 20, 2000, .01) : si.smoo; | import("stdfaust.lib");
sfreq = hslider("sFreq", 60, 0, 1000, .01);
sQ = hslider("sQ", 1, 0, 100, .001);
speaker = fi.resonbp(sfreq, sQ, 1);
lambda = hslider("lambda", 1, 0.001 , 1, .001);
phase = hslider("phase", 0, 0, 3.14, .01);
a0 = hslider("michelsonAmpOut", 1, 0, 2, .01);
michelson(s) = s/lambda + phase : (cos)^2 * a0 : fi.dcblocker;
dfreq = hslider("dFreq", 600, 0, 1000, .01);
dQ = hslider("dQ", 1, 0, 100, .001);
detector = fi.resonlp(dfreq, dQ, 1);
process = os.osc(os.sawtooth(.1)*200 + 80) : speaker: michelson(_) : detector * 4 <: _ , _;
|
e6fc5e5131b9c572eba8e718100098e35ef94d06501003e4f5da60f2903264f0 | droosenb/faust-wdf-library | tubeScreamer.dsp | import("stdfaust.lib");
//wd = library("wdmodels.lib");
stage_a(in1) = wd.buildtree(tree_a)
with{
vinA(i) = wd.u_resVoltage(i, 1, in1);
c2(i) = wd.capacitor(i, 1*10^-6);
vB(i) = wd.resVoltage_Vout(i, 10*10^3, 4.5);
rA(i) = wd.resistor(i, 220);
tree_a = vinA : wd.series : (c2, (wd.series : (rA, vB)));
};
stage_b(in1) = wd.buildtree(tree_b)
with{
vinB(i) = wd.u_voltage(i, in1);
c3(i) = wd.capacitor(i, .047*10^-6);
r4(i) = wd.resistor_Iout(i, 4.7*10^3);
tree_b = vinB : wd.series : (c3, r4);
};
stage_c(in1) = wd.buildtree(tree_c)
with{
pot1 = hslider("distortion 0 - 500k", 250, 0, 500, .1);
jinC(i) = wd.resCurrent(i, 51*10^3+pot1*10^3, in1);
d1(i) = wd.u_diodeAntiparallel(i, 2.52*10^-9, 25.85*10^-3, 1, 1);
c4(i) = wd.capacitor_Vout(i, 41*10^-12);
tree_c = d1 : wd.parallel : (c4, jinC);
};
ingain = hslider("input gain", 1, 0, 1, .01);
inputprotect(in) = in*((in < clip) & (in > -clip)) + clip*(in > clip) + -clip*(in < -clip)
with{
clip = .016;
};
onState = checkbox("ON");
gaincorrect(in) = in*(onState*-1 + 1)*12 + in;
process = _*.015*ingain : inputprotect : stage_a <: _, stage_b * onState: _, stage_c : _ - _ - 4.5 : gaincorrect;
| https://raw.githubusercontent.com/droosenb/faust-wdf-library/e581eb15b7b06572add939c6aa99472cca04269b/examples/tube-screamer/tubeScreamer.dsp | faust | wd = library("wdmodels.lib"); | import("stdfaust.lib");
stage_a(in1) = wd.buildtree(tree_a)
with{
vinA(i) = wd.u_resVoltage(i, 1, in1);
c2(i) = wd.capacitor(i, 1*10^-6);
vB(i) = wd.resVoltage_Vout(i, 10*10^3, 4.5);
rA(i) = wd.resistor(i, 220);
tree_a = vinA : wd.series : (c2, (wd.series : (rA, vB)));
};
stage_b(in1) = wd.buildtree(tree_b)
with{
vinB(i) = wd.u_voltage(i, in1);
c3(i) = wd.capacitor(i, .047*10^-6);
r4(i) = wd.resistor_Iout(i, 4.7*10^3);
tree_b = vinB : wd.series : (c3, r4);
};
stage_c(in1) = wd.buildtree(tree_c)
with{
pot1 = hslider("distortion 0 - 500k", 250, 0, 500, .1);
jinC(i) = wd.resCurrent(i, 51*10^3+pot1*10^3, in1);
d1(i) = wd.u_diodeAntiparallel(i, 2.52*10^-9, 25.85*10^-3, 1, 1);
c4(i) = wd.capacitor_Vout(i, 41*10^-12);
tree_c = d1 : wd.parallel : (c4, jinC);
};
ingain = hslider("input gain", 1, 0, 1, .01);
inputprotect(in) = in*((in < clip) & (in > -clip)) + clip*(in > clip) + -clip*(in < -clip)
with{
clip = .016;
};
onState = checkbox("ON");
gaincorrect(in) = in*(onState*-1 + 1)*12 + in;
process = _*.015*ingain : inputprotect : stage_a <: _, stage_b * onState: _, stage_c : _ - _ - 4.5 : gaincorrect;
|
612f729f2e02187a7bfa16344b208f49fc86e76ed6873a43e300bbabfbca01f3 | droosenb/faust-on-ESP32 | Midpoint.dsp | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)') : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)'*.5) : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
solve(expr) = si.bus(n) ~ midpoint(expr)
with{
n = inputs(expr);
m = outputs(expr);
};
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01)*ma.PI;
v0 = start*100;
c = 1/10000;
start = button("start");
};
lorentz(x, y, z) = o * (y - x) + x0, x * (p -z) - y, x*y - b*z
with{
o = hslider("sigma", 10, 0, 1000, .1);
p = hslider("rho", 140, 0, 10000, .1);
b = hslider("beta", 2.7, 0, 1000, .1);
x0 = start;
start = button("start");
};
process = solve(lorentz) : fi.dcblocker*.0005 + fi.dcblocker*.0005, fi.dcblocker*.0005 ; | https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/ODE_Solver/Midpoint(3)/Midpoint.dsp | faust | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)') : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)'*.5) : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
solve(expr) = si.bus(n) ~ midpoint(expr)
with{
n = inputs(expr);
m = outputs(expr);
};
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01)*ma.PI;
v0 = start*100;
c = 1/10000;
start = button("start");
};
lorentz(x, y, z) = o * (y - x) + x0, x * (p -z) - y, x*y - b*z
with{
o = hslider("sigma", 10, 0, 1000, .1);
p = hslider("rho", 140, 0, 10000, .1);
b = hslider("beta", 2.7, 0, 1000, .1);
x0 = start;
start = button("start");
};
process = solve(lorentz) : fi.dcblocker*.0005 + fi.dcblocker*.0005, fi.dcblocker*.0005 ; |
|
b33f2ba08f08f1025db1b4cd313cc9c4632f8c75adc969323e0e6ffd054cdda3 | droosenb/faust-on-ESP32 | Midpoint.dsp | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)') : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)'*.5) : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
solve(expr) = si.bus(n) ~ midpoint(expr)
with{
n = inputs(expr);
m = outputs(expr);
};
//define the ode's for the Simple Harmonic Oscillator
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01)*ma.PI;
v0 = start*100;
c = 1/10000;
start = button("start");
};
//define the ode's for the Lorentz atrractor
lorentz(x, y, z) = o * (y - x) + x0, x * (p -z) - y, x*y - b*z
with{
o = hslider("sigma", 10, 0, 1000, .1);
p = hslider("rho", 140, 0, 10000, .1);
b = hslider("beta", 2.7, 0, 1000, .1);
x0 = start;
start = button("start");
};
//process = solve(sho);
process = solve(lorentz) : fi.dcblocker*.0005 + fi.dcblocker*.0005, fi.dcblocker*.0005 ; | https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/ODE_Solver/Midpoint(4)/Midpoint.dsp | faust | define the ode's for the Simple Harmonic Oscillator
define the ode's for the Lorentz atrractor
process = solve(sho); | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)') : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)'*.5) : expr <: par(i,n,ba.selector(i,m)*2/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
solve(expr) = si.bus(n) ~ midpoint(expr)
with{
n = inputs(expr);
m = outputs(expr);
};
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01)*ma.PI;
v0 = start*100;
c = 1/10000;
start = button("start");
};
lorentz(x, y, z) = o * (y - x) + x0, x * (p -z) - y, x*y - b*z
with{
o = hslider("sigma", 10, 0, 1000, .1);
p = hslider("rho", 140, 0, 10000, .1);
b = hslider("beta", 2.7, 0, 1000, .1);
x0 = start;
start = button("start");
};
process = solve(lorentz) : fi.dcblocker*.0005 + fi.dcblocker*.0005, fi.dcblocker*.0005 ; |
1e4a023cbf43f343c3fd503f1914029f03df9bb8e9d30b2573fd571fbd154415 | droosenb/faust-on-ESP32 | Midpoint.dsp | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)) : expr <: par(i,n,ba.selector(i,m)/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)*.5) : expr <: par(i,n,ba.selector(i,m)/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
solve(expr) = si.bus(n) ~ midpoint(expr)
with{
n = inputs(expr);
m = outputs(expr);
};
//define the ode's for the Simple Harmonic Oscillator
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01)*ma.PI;
v0 = start*100;
c = 1/10000;
start = button("start");
};
//define the ode's for the Lorentz atrractor
lorentz(x, y, z) = o * (y - x) + x0, x * (p -z) - y, x*y - b*z
with{
o = hslider("sigma", 10, 0, 1000, .1);
p = hslider("rho", 140, 0, 10000, .1);
b = hslider("beta", 2.7, 0, 1000, .1);
x0 = start;
start = button("start");
};
//process = solve(sho) : _/128, _/128;
process = solve(lorentz) : fi.dcblocker*.0005 + fi.dcblocker*.0005, fi.dcblocker*.0005 ; | https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/old_examples/LyraT_OSC_simple/main/Midpoint.dsp | faust | define the ode's for the Simple Harmonic Oscillator
define the ode's for the Lorentz atrractor
process = solve(sho) : _/128, _/128; | import("stdfaust.lib");
F1(expr) = si.bus(n) <: par(i,n,ba.selector(i,n)) : expr <: par(i,n,ba.selector(i,m)/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
F2(expr) = si.bus(n) <: si.bus(n) , F1(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n)*.5) : expr <: par(i,n,ba.selector(i,m)/ma.SR)
with {
n = inputs(expr);
m = outputs(expr);
};
midpoint(expr) = si.bus(n) <: si.bus(n), F2(expr) <: par(i, n, ba.selector(i, 2*n) + ba.selector(i+n,2*n))
with {
n = inputs(expr);
m = outputs(expr);
};
solve(expr) = si.bus(n) ~ midpoint(expr)
with{
n = inputs(expr);
m = outputs(expr);
};
sho(x, v) = v+v0, -1 * w^2 * x
with{
w = hslider("freq", 200, 100, 1000, .01)*ma.PI;
v0 = start*100;
c = 1/10000;
start = button("start");
};
lorentz(x, y, z) = o * (y - x) + x0, x * (p -z) - y, x*y - b*z
with{
o = hslider("sigma", 10, 0, 1000, .1);
p = hslider("rho", 140, 0, 10000, .1);
b = hslider("beta", 2.7, 0, 1000, .1);
x0 = start;
start = button("start");
};
process = solve(lorentz) : fi.dcblocker*.0005 + fi.dcblocker*.0005, fi.dcblocker*.0005 ; |
d642f679b485db1bc94c17c0610792b6569246c4564d641ad6980404e0121a29 | droosenb/faust-on-ESP32 | PlateRev.dsp | import("stdfaust.lib");
ap(gain, delay, delay_max) = ( + <: de.delay(delay_max, delay -1 ), *(-gain)) ~ *(gain): _' + _;
ap_constant(gain, delay) = ( + <: de.delay(delay, delay -1), *(-gain)) ~ *(gain): _' + _;
osc(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with{
tablesize = 1 << 15; // instead of 1 << 16
};
onepole(gain) = _*gain :( +)~*(gain);
bandwidth = hslider("bandwidth", .65, 0 , 1, .01);
indiff1 = hslider("Input Diffusion 1", .7, 0 , 1, .01);
indiff2 = hslider("Input Diffusion 2", .7, 0 , 1, .01);
decaydiff1 = hslider("Decay Diffusion 1", .75, 0 , 1, .01);
decaydiff2 = hslider("Decay Diffusion 2", .625, 0 , 1, .01);
damping = hslider("Damping", .38, 0 , 1, .01);
decay = hslider("Decay", .87, 0 , 1, .01);
inputdiffuser(gain1, gain2) = ap_constant(-gain1, 142) : ap_constant(-gain1, 107) : ap_constant(-gain2, 379) : ap_constant(-gain2, 277);
lefttank(gain1, gain2, gain3, gain4) = ap(gain1, 672 + 16*osc(2/3), 686) : _@(4453) : onepole(gain2) : ap(gain3, 1800 + 16*osc(19/17), 1816) : @(3720)*(gain4);
righttank(gain1, gain2, gain3, gain4) = ap(gain1, 908 + 16*osc(5/7), 686) : _@(4217) : onepole(gain2) : ap(gain3, 2656 + 16*osc(13/11), 1816) : @(3162)*(gain4);
tank(in) = (+(in) <: lefttank(decaydiff1, damping, decaydiff2, decay), _ <: +(in), _, _, ! <: righttank(decaydiff1, damping, decaydiff2, decay), _, _, _, !, !) ~ _ : _ + _ - _ - _;
process = onepole(bandwidth) : inputdiffuser(indiff1, indiff2) : tank <: _, _;
| https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/OSC/esp32-osc-reverb/PlateRev.dsp | faust | instead of 1 << 16 | import("stdfaust.lib");
ap(gain, delay, delay_max) = ( + <: de.delay(delay_max, delay -1 ), *(-gain)) ~ *(gain): _' + _;
ap_constant(gain, delay) = ( + <: de.delay(delay, delay -1), *(-gain)) ~ *(gain): _' + _;
osc(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with{
};
onepole(gain) = _*gain :( +)~*(gain);
bandwidth = hslider("bandwidth", .65, 0 , 1, .01);
indiff1 = hslider("Input Diffusion 1", .7, 0 , 1, .01);
indiff2 = hslider("Input Diffusion 2", .7, 0 , 1, .01);
decaydiff1 = hslider("Decay Diffusion 1", .75, 0 , 1, .01);
decaydiff2 = hslider("Decay Diffusion 2", .625, 0 , 1, .01);
damping = hslider("Damping", .38, 0 , 1, .01);
decay = hslider("Decay", .87, 0 , 1, .01);
inputdiffuser(gain1, gain2) = ap_constant(-gain1, 142) : ap_constant(-gain1, 107) : ap_constant(-gain2, 379) : ap_constant(-gain2, 277);
lefttank(gain1, gain2, gain3, gain4) = ap(gain1, 672 + 16*osc(2/3), 686) : _@(4453) : onepole(gain2) : ap(gain3, 1800 + 16*osc(19/17), 1816) : @(3720)*(gain4);
righttank(gain1, gain2, gain3, gain4) = ap(gain1, 908 + 16*osc(5/7), 686) : _@(4217) : onepole(gain2) : ap(gain3, 2656 + 16*osc(13/11), 1816) : @(3162)*(gain4);
tank(in) = (+(in) <: lefttank(decaydiff1, damping, decaydiff2, decay), _ <: +(in), _, _, ! <: righttank(decaydiff1, damping, decaydiff2, decay), _, _, _, !, !) ~ _ : _ + _ - _ - _;
process = onepole(bandwidth) : inputdiffuser(indiff1, indiff2) : tank <: _, _;
|
ddc692fafbe2e349ddbf0b7df0c4ab2fa5fa64506faaa7ab541ec9c914e56e79 | droosenb/faust-on-ESP32 | reverb.dsp | import("stdfaust.lib");
ap(gain, delay, delay_max) = ( + <: de.delay(delay_max, delay -1 ), *(-gain)) ~ *(gain): _' + _;
ap_constant(gain, delay) = ( + <: de.delay(delay, delay -1), *(-gain)) ~ *(gain): _' + _;
osc(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with{
tablesize = 1 << 15; // instead of 1 << 16
};
onepole(gain) = _*gain :( +)~*(gain);
bandwidth = hslider("/bandwidth", .65, 0 , 1, .01);
indiff1 = hslider("/diff/in1", .7, 0 , 1, .01);
indiff2 = hslider("/diff/in2", .7, 0 , 1, .01);
decaydiff1 = hslider("/diff/decay1", .75, 0 , 1, .01);
decaydiff2 = hslider("/diff/decay2", .625, 0 , 1, .01);
damping = hslider("/damping", .38, 0 , 1, .01);
decay = hslider("/decay", .87, 0 , 1, .01);
wet = hslider("/mix", .87, 0 , 1, .01);
ingain = hslider("/ingain", 1, 0 , 2, .01);
inputdiffuser(gain1, gain2) = ap_constant(-gain1, 142) : ap_constant(-gain1, 107) : ap_constant(-gain2, 379) : ap_constant(-gain2, 277);
lefttank(gain1, gain2, gain3, gain4) = ap(gain1, 672 + 16*osc(2/3), 686) : _@(4453) : onepole(gain2) : ap(gain3, 1800 + 16*osc(19/17), 1816) : @(3720)*(gain4);
righttank(gain1, gain2, gain3, gain4) = ap(gain1, 908 + 16*osc(5/7), 686) : _@(4217) : onepole(gain2) : ap(gain3, 2656 + 16*osc(13/11), 1816) : @(3162)*(gain4);
tank(in) = (+(in): lefttank(decaydiff1, damping, decaydiff2, decay) <: +(in), _ : righttank(decaydiff1, damping, decaydiff2, decay), _) ~ _ : _' + _ + in;
process = _*(ingain) <: onepole(bandwidth), _ : inputdiffuser(indiff1, indiff2), _ : tank, _: _* wet + _ * (1-wet) <: _, _;
| https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/OSC/esp32-osc-reverb/reverbfix/reverb.dsp | faust | instead of 1 << 16 | import("stdfaust.lib");
ap(gain, delay, delay_max) = ( + <: de.delay(delay_max, delay -1 ), *(-gain)) ~ *(gain): _' + _;
ap_constant(gain, delay) = ( + <: de.delay(delay, delay -1), *(-gain)) ~ *(gain): _' + _;
osc(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with{
};
onepole(gain) = _*gain :( +)~*(gain);
bandwidth = hslider("/bandwidth", .65, 0 , 1, .01);
indiff1 = hslider("/diff/in1", .7, 0 , 1, .01);
indiff2 = hslider("/diff/in2", .7, 0 , 1, .01);
decaydiff1 = hslider("/diff/decay1", .75, 0 , 1, .01);
decaydiff2 = hslider("/diff/decay2", .625, 0 , 1, .01);
damping = hslider("/damping", .38, 0 , 1, .01);
decay = hslider("/decay", .87, 0 , 1, .01);
wet = hslider("/mix", .87, 0 , 1, .01);
ingain = hslider("/ingain", 1, 0 , 2, .01);
inputdiffuser(gain1, gain2) = ap_constant(-gain1, 142) : ap_constant(-gain1, 107) : ap_constant(-gain2, 379) : ap_constant(-gain2, 277);
lefttank(gain1, gain2, gain3, gain4) = ap(gain1, 672 + 16*osc(2/3), 686) : _@(4453) : onepole(gain2) : ap(gain3, 1800 + 16*osc(19/17), 1816) : @(3720)*(gain4);
righttank(gain1, gain2, gain3, gain4) = ap(gain1, 908 + 16*osc(5/7), 686) : _@(4217) : onepole(gain2) : ap(gain3, 2656 + 16*osc(13/11), 1816) : @(3162)*(gain4);
tank(in) = (+(in): lefttank(decaydiff1, damping, decaydiff2, decay) <: +(in), _ : righttank(decaydiff1, damping, decaydiff2, decay), _) ~ _ : _' + _ + in;
process = _*(ingain) <: onepole(bandwidth), _ : inputdiffuser(indiff1, indiff2), _ : tank, _: _* wet + _ * (1-wet) <: _, _;
|
1124709675414fb65b224dc2d6f995faa52ceb8399648b7c33df934999dbeef5 | droosenb/faust-on-ESP32 | reverb.dsp | import("stdfaust.lib");
ap(gain, delay, delay_max) = ( + <: de.delay(delay_max, delay -1 ), *(-gain)) ~ *(gain): _' + _;
ap_constant(gain, delay) = ( + <: de.delay(delay, delay -1), *(-gain)) ~ *(gain): _' + _;
osc(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with{
tablesize = 1 << 15; // instead of 1 << 16
};
onepole(gain) = _*gain :( +)~*(gain);
bandwidth = hslider("/bandwidth", .65, 0 , 1, .01) : si.smoo;
indiff1 = hslider("/diff/in1", .7, 0 , 1, .01): si.smoo;
indiff2 = hslider("/diff/in2", .7, 0 , 1, .01): si.smoo;
decaydiff1 = hslider("/diff/decay1", .75, 0 , 1, .01): si.smoo;
decaydiff2 = hslider("/diff/decay2", .625, 0 , 1, .01): si.smoo;
damping = hslider("/damping", .38, 0 , 1, .01): si.smoo;
decay = hslider("/decay", .87, 0 , 1, .01): si.smoo;
wet = hslider("/mix", .87, 0 , 1, .01): si.smoo;
ingain = hslider("/ingain", 1, 0 , 2, .01): si.smoo;
inputdiffuser(gain1, gain2) = ap_constant(-gain1, 142) : ap_constant(-gain1, 107) : ap_constant(-gain2, 379) : ap_constant(-gain2, 277);
lefttank(gain1, gain2, gain3, gain4) = ap(gain1, 672 + 16*osc(2/3), 686) : _@(4453) : onepole(gain2) : ap(gain3, 1800 + 16*osc(19/17), 1816) : @(3720)*(gain4);
righttank(gain1, gain2, gain3, gain4) = ap(gain1, 908 + 16*osc(5/7), 686) : _@(4217) : onepole(gain2) : ap(gain3, 2656 + 16*osc(13/11), 1816) : @(3162)*(gain4);
tank(in) = (+(in): lefttank(decaydiff1, damping, decaydiff2, decay) <: +(in), _ : righttank(decaydiff1, damping, decaydiff2, decay), _) ~ _ : _' + _ + in;
process = _*(ingain) <: onepole(bandwidth), _ : inputdiffuser(indiff1, indiff2), _ : tank, _: _* wet + _ * (1-wet) <: _, _;
| https://raw.githubusercontent.com/droosenb/faust-on-ESP32/2060ad6723bed4578d5a75f8eeeacb93a7dc0b60/OSC/esp32-osc-reverb/reverb.dsp | faust | instead of 1 << 16 | import("stdfaust.lib");
ap(gain, delay, delay_max) = ( + <: de.delay(delay_max, delay -1 ), *(-gain)) ~ *(gain): _' + _;
ap_constant(gain, delay) = ( + <: de.delay(delay, delay -1), *(-gain)) ~ *(gain): _' + _;
osc(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with{
};
onepole(gain) = _*gain :( +)~*(gain);
bandwidth = hslider("/bandwidth", .65, 0 , 1, .01) : si.smoo;
indiff1 = hslider("/diff/in1", .7, 0 , 1, .01): si.smoo;
indiff2 = hslider("/diff/in2", .7, 0 , 1, .01): si.smoo;
decaydiff1 = hslider("/diff/decay1", .75, 0 , 1, .01): si.smoo;
decaydiff2 = hslider("/diff/decay2", .625, 0 , 1, .01): si.smoo;
damping = hslider("/damping", .38, 0 , 1, .01): si.smoo;
decay = hslider("/decay", .87, 0 , 1, .01): si.smoo;
wet = hslider("/mix", .87, 0 , 1, .01): si.smoo;
ingain = hslider("/ingain", 1, 0 , 2, .01): si.smoo;
inputdiffuser(gain1, gain2) = ap_constant(-gain1, 142) : ap_constant(-gain1, 107) : ap_constant(-gain2, 379) : ap_constant(-gain2, 277);
lefttank(gain1, gain2, gain3, gain4) = ap(gain1, 672 + 16*osc(2/3), 686) : _@(4453) : onepole(gain2) : ap(gain3, 1800 + 16*osc(19/17), 1816) : @(3720)*(gain4);
righttank(gain1, gain2, gain3, gain4) = ap(gain1, 908 + 16*osc(5/7), 686) : _@(4217) : onepole(gain2) : ap(gain3, 2656 + 16*osc(13/11), 1816) : @(3162)*(gain4);
tank(in) = (+(in): lefttank(decaydiff1, damping, decaydiff2, decay) <: +(in), _ : righttank(decaydiff1, damping, decaydiff2, decay), _) ~ _ : _' + _ + in;
process = _*(ingain) <: onepole(bandwidth), _ : inputdiffuser(indiff1, indiff2), _ : tank, _: _* wet + _ * (1-wet) <: _, _;
|
4a7ef667d713b0ea68e45324bd6969d58c732d6d95dddf02b4ecc8fe5fae79af | droosenb/faust-wdf-library | funtionTesting.dsp | import("stdfaust.lib");
Fader(in) = ba.db2linear(vslider("Input %in", -10, -96, 4, 0.1));
Mixer(N,out) = hgroup("Output %out", par(in, N, *(Fader(in)) ) :> _ );
Matrix(N,M) = tgroup("Matrix %N x %M", par(in, N, _) <: par(out, M, Mixer(N, out)));
funct = _ + 1, r0
with{
r0 = 3.14;
};
funct2(f1) = _, f1 : calc
with{
calc(a0, a1, r1) = a0 * (r1 + r0) + a1, r0
with{
r0 = r1*2;
};
};
length = 1;
pluckPosition = .5;
funct3(a , b) = _ + a + b;
//old attempt at application based WDF
//2 port devices
par_2port(f1) = _ : f1 : _, ! , r0
with{
r0 = 0 : f1 : !, _;
};
serVoltage_2port(f1, ein) = _ + ein : f1 : _ , ! : _ + ein : _, r0
with{
r1 = 0 : f1 : !, _;
r0 = r1;
};
//attempt at reverse stuff
rev_resistor(R, p0) = 0 : p0(R0) : !
with{
R0 = R;
};
rev_capacitor(R, p0) = p0 ~ !
with{
R0 = R;
};
switchfunct=
case{
(0, x) => _, x;
(1, x) => 10 + x, _;
//(x, y) => _, ;
};
grabfunct(a : as) = a(1) , as(0);
f10(x, y) = switchfunct;
f1 = _ , _ , _;
f2 = _, _, _;
//crossover = _, ro.crossn1(2), _, _;
//casefucnt((Ap1, Ap2)) = Ap1(0) , Ap2(0);
funct5(switchfunct(x)) = switchfunct(0, x);
// builddown(A: (As1, As2)) = ((_, _, _, upPortRes): A(0)), addins(inputs(builddown(As1), builddown(As2)) - 2 ) : crossover : builddown(As1), builddown(As2)
// with{
// crossover = _ , ro.cross1n(inputs(builddown{(As1))-1), addins(inputs(builddown(As2))-1);
// upPortRes = getres(As1), getres(As2);
// };
builddown(A : As) = ((addins(inputs(A(0)) - outputs(upPortRes))), upPortRes : A(0)) , addins(inputs(pardown(As)) - outputs(A(0))) : pardown(As)
with{
pardown =
case{
((Ap1, Ap2)) => crossover : builddown(Ap1), builddown(Ap2)
with {
crossover = _ , ro.cross1n(inputs(builddown(Ap1))-1), addins(inputs(builddown(Ap2))-1);
};
(Ap) => builddown(Ap);
};
upPortRes = getres(As);
};
builddown(A) = A(0);
sign(x) = (x>0) + -1*(x<0);
addins =
case{
(0) => 0 : !;
(x) => si.bus(x);
};
//crossover. feed a matrix with the dimensions of the buss.
crossover_5(inl) = par(i, ba.count(inl), ba.selector((ba.subseq(inl, 0, i):> _)*ma.signum(i), (inl:> _))), par(i, ba.count(inl), (!, addins(ba.take(i+1, inl) - 1)));
//split the first n signals from a bus size of s
splitn(n, s) = (si.bus(n) <: si.bus(n), si.bus(n)), (addins(s-n));
funct10 =
case{
(0) => 5;
(1) => 6;
(2) => 7;
};
givezero(f : x) = f(0) ;
array1 = (funct10 : _), (funct10 : _), (funct10 : _);
array2 = funct10, funct10, funct10;
builddown(A : As) = ((addins(inputs(A(0)) - outputs(upPortRes))), upPortRes : A(0)) , addins(inputs(pardown(As)) - outputs(A(0))) : pardown(As)
with{
pardown =
case{
((Ap1, Ap2)) => crossover : builddown(Ap1), builddown(Ap2)
with {
crossover = _ , ro.cross1n(inputs(builddown(Ap1))-1), addins(inputs(builddown(Ap2))-1);
};
(Ap) => builddown(Ap);
};
upPortRes = getres(As);
};
builddown(A) = A(0);
process = funct5(switchfunct(5)); | https://raw.githubusercontent.com/droosenb/faust-wdf-library/65d804019863c4ff86e0362792509b988bab3b84/testing-files/funtionTesting.dsp | faust | old attempt at application based WDF
2 port devices
attempt at reverse stuff
(x, y) => _, ;
crossover = _, ro.crossn1(2), _, _;
casefucnt((Ap1, Ap2)) = Ap1(0) , Ap2(0);
builddown(A: (As1, As2)) = ((_, _, _, upPortRes): A(0)), addins(inputs(builddown(As1), builddown(As2)) - 2 ) : crossover : builddown(As1), builddown(As2)
with{
crossover = _ , ro.cross1n(inputs(builddown{(As1))-1), addins(inputs(builddown(As2))-1);
upPortRes = getres(As1), getres(As2);
};
crossover. feed a matrix with the dimensions of the buss.
split the first n signals from a bus size of s | import("stdfaust.lib");
Fader(in) = ba.db2linear(vslider("Input %in", -10, -96, 4, 0.1));
Mixer(N,out) = hgroup("Output %out", par(in, N, *(Fader(in)) ) :> _ );
Matrix(N,M) = tgroup("Matrix %N x %M", par(in, N, _) <: par(out, M, Mixer(N, out)));
funct = _ + 1, r0
with{
r0 = 3.14;
};
funct2(f1) = _, f1 : calc
with{
calc(a0, a1, r1) = a0 * (r1 + r0) + a1, r0
with{
r0 = r1*2;
};
};
length = 1;
pluckPosition = .5;
funct3(a , b) = _ + a + b;
par_2port(f1) = _ : f1 : _, ! , r0
with{
r0 = 0 : f1 : !, _;
};
serVoltage_2port(f1, ein) = _ + ein : f1 : _ , ! : _ + ein : _, r0
with{
r1 = 0 : f1 : !, _;
r0 = r1;
};
rev_resistor(R, p0) = 0 : p0(R0) : !
with{
R0 = R;
};
rev_capacitor(R, p0) = p0 ~ !
with{
R0 = R;
};
switchfunct=
case{
(0, x) => _, x;
(1, x) => 10 + x, _;
};
grabfunct(a : as) = a(1) , as(0);
f10(x, y) = switchfunct;
f1 = _ , _ , _;
f2 = _, _, _;
funct5(switchfunct(x)) = switchfunct(0, x);
builddown(A : As) = ((addins(inputs(A(0)) - outputs(upPortRes))), upPortRes : A(0)) , addins(inputs(pardown(As)) - outputs(A(0))) : pardown(As)
with{
pardown =
case{
((Ap1, Ap2)) => crossover : builddown(Ap1), builddown(Ap2)
with {
crossover = _ , ro.cross1n(inputs(builddown(Ap1))-1), addins(inputs(builddown(Ap2))-1);
};
(Ap) => builddown(Ap);
};
upPortRes = getres(As);
};
builddown(A) = A(0);
sign(x) = (x>0) + -1*(x<0);
addins =
case{
(0) => 0 : !;
(x) => si.bus(x);
};
crossover_5(inl) = par(i, ba.count(inl), ba.selector((ba.subseq(inl, 0, i):> _)*ma.signum(i), (inl:> _))), par(i, ba.count(inl), (!, addins(ba.take(i+1, inl) - 1)));
splitn(n, s) = (si.bus(n) <: si.bus(n), si.bus(n)), (addins(s-n));
funct10 =
case{
(0) => 5;
(1) => 6;
(2) => 7;
};
givezero(f : x) = f(0) ;
array1 = (funct10 : _), (funct10 : _), (funct10 : _);
array2 = funct10, funct10, funct10;
builddown(A : As) = ((addins(inputs(A(0)) - outputs(upPortRes))), upPortRes : A(0)) , addins(inputs(pardown(As)) - outputs(A(0))) : pardown(As)
with{
pardown =
case{
((Ap1, Ap2)) => crossover : builddown(Ap1), builddown(Ap2)
with {
crossover = _ , ro.cross1n(inputs(builddown(Ap1))-1), addins(inputs(builddown(Ap2))-1);
};
(Ap) => builddown(Ap);
};
upPortRes = getres(As);
};
builddown(A) = A(0);
process = funct5(switchfunct(5)); |
4cb6cf542505758faaa3037565bfab161d630dc377642baca3dcae2d575c5468 | droosenb/portfolio | screamerTone.dsp | import("stdfaust.lib");
wdf = library("wavedigitalfilters.lib");
r_scatter =
case{
(0) => r_up
with{
r_up = si.bus(11) <: b1, b2, b3, b4, b5;
b1(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a0 - a1 + 2*a2 + a3 + a5;
b2(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a2;
b3(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a0*(R3/(R3+R5)) + a3*(R5/(R3+R5)) + a5*(-R3/(R3+R5));
b4(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = -a4;
b5(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a0*(R5/(R3+R5)) + a3*(-R5/(R3+R5)) + a5*(R3/(R3+R5));
};
(1) => b0
with{
b0(R1, R2, R3, R4, R5, a1, a2, a3, a4, a5) = a3, a5;
};
(2) => R0
with{
R0(R1, R2, R3, R4, R5) = R3 + R5;
};
};
vin(i) = wdf.u_resVoltage(i, 1000, no.pink_noise);
process = _; | https://raw.githubusercontent.com/droosenb/portfolio/d4760202d20791c74624b02e2de350392cdd4cf0/wave-digital-model-library/screamerTone.dsp | faust | import("stdfaust.lib");
wdf = library("wavedigitalfilters.lib");
r_scatter =
case{
(0) => r_up
with{
r_up = si.bus(11) <: b1, b2, b3, b4, b5;
b1(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a0 - a1 + 2*a2 + a3 + a5;
b2(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a2;
b3(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a0*(R3/(R3+R5)) + a3*(R5/(R3+R5)) + a5*(-R3/(R3+R5));
b4(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = -a4;
b5(R1, R2, R3, R4, R5, a0, a1, a2, a3, a4, a5) = a0*(R5/(R3+R5)) + a3*(-R5/(R3+R5)) + a5*(R3/(R3+R5));
};
(1) => b0
with{
b0(R1, R2, R3, R4, R5, a1, a2, a3, a4, a5) = a3, a5;
};
(2) => R0
with{
R0(R1, R2, R3, R4, R5) = R3 + R5;
};
};
vin(i) = wdf.u_resVoltage(i, 1000, no.pink_noise);
process = _; |
|
92b3b981c97f5b349525209a967a5741f87977da8b6ec195f88a06271ab4404d | droosenb/portfolio | tubeScreamer.dsp | import("stdfaust.lib");
wd = library("wdmodels.lib");
stage_a(in1) = wd.buildtree(tree_a)
with{
vinA(i) = wd.u_resVoltage(i, 1, in1);
c2(i) = wd.capacitor(i, 1*10^-6);
vB(i) = wd.resVoltage_output(i, 10*10^3, 4.5);
rA(i) = wd.resistor(i, 220);
tree_a = vinA : wd.series : (c2, (wd.series : (rA, vB)));
};
stage_b(in1) = wd.buildtree(tree_b)
with{
vinB(i) = wd.u_voltage(i, in1);
c3(i) = wd.capacitor(i, .047*10^-6);
r4(i) = wd.resistor_output_current(i, 4.7*10^3);
tree_b = vinB : wd.series : (c3, r4);
};
stage_c(in1) = wd.buildtree(tree_c)
with{
pot1 = hslider("distortion 0 - 500k", 250, 0, 500, .1);
jinC(i) = wd.resCurrent(i, 51*10^3+pot1*10^3, in1);
d1(i) = wd.u_diodeAntiparallel(i, 2.52*10^-9, 25.85*10^-3, 1, 1);
c4(i) = wd.capacitor_output(i, 41*10^-12);
tree_c = d1 : wd.parallel : (c4, jinC);
};
ingain = hslider("input gain", 1, 0, 1, .01);
inputprotect(in) = in*((in < clip) & (in > -clip)) + clip*(in > clip) + -clip*(in < -clip)
with{
clip = .016;
};
onState = checkbox("ON");
gaincorrect(in) = in*(onState*-1 + 1)*12 + in;
process = _*.015*ingain : inputprotect : stage_a <: _, stage_b * onState: _, stage_c : _ - _ - 4.5 : gaincorrect <: _, _ ;
| https://raw.githubusercontent.com/droosenb/portfolio/d4760202d20791c74624b02e2de350392cdd4cf0/wave-digital-model-library/tubeScreamer.dsp | faust | import("stdfaust.lib");
wd = library("wdmodels.lib");
stage_a(in1) = wd.buildtree(tree_a)
with{
vinA(i) = wd.u_resVoltage(i, 1, in1);
c2(i) = wd.capacitor(i, 1*10^-6);
vB(i) = wd.resVoltage_output(i, 10*10^3, 4.5);
rA(i) = wd.resistor(i, 220);
tree_a = vinA : wd.series : (c2, (wd.series : (rA, vB)));
};
stage_b(in1) = wd.buildtree(tree_b)
with{
vinB(i) = wd.u_voltage(i, in1);
c3(i) = wd.capacitor(i, .047*10^-6);
r4(i) = wd.resistor_output_current(i, 4.7*10^3);
tree_b = vinB : wd.series : (c3, r4);
};
stage_c(in1) = wd.buildtree(tree_c)
with{
pot1 = hslider("distortion 0 - 500k", 250, 0, 500, .1);
jinC(i) = wd.resCurrent(i, 51*10^3+pot1*10^3, in1);
d1(i) = wd.u_diodeAntiparallel(i, 2.52*10^-9, 25.85*10^-3, 1, 1);
c4(i) = wd.capacitor_output(i, 41*10^-12);
tree_c = d1 : wd.parallel : (c4, jinC);
};
ingain = hslider("input gain", 1, 0, 1, .01);
inputprotect(in) = in*((in < clip) & (in > -clip)) + clip*(in > clip) + -clip*(in < -clip)
with{
clip = .016;
};
onState = checkbox("ON");
gaincorrect(in) = in*(onState*-1 + 1)*12 + in;
process = _*.015*ingain : inputprotect : stage_a <: _, stage_b * onState: _, stage_c : _ - _ - 4.5 : gaincorrect <: _, _ ;
|
|
4344d0cfebc0e5c6a895ac207ef5f283582bca965c32a0e3571e9e2544c6d51d | droosenb/faust-wdf-library | functionTesting2.dsp | import("stdfaust.lib");
//seq(i, ba.count(mtx), (addins(i), ro.cross1n(ba.subseq(mtx, 0, i) :> _*ma.signum(i)), addins(ba.subseq(mtx, i, ba.count(mtx)):> _-1 )))
crossover_bad(mtx, bus) = par(i, ba.count(mtx), (select(bus, i), addins(ba.take(i+1-ma.signum(i), mtx)-1))), addins(ba.take(ba.count(mtx), mtx))
with{
select(bus, i) = bus : ba.selector(i, outputs(bus));
};
crossover(mtx) = bottom
with{
top = (1, 1), par(i, ba.count(mtx)-1, (i+2, mtxsum(ba.subseq(mtx, 0, i+1))+1)); //generate the routed crossover points
mtxsum(t_mtx) = sum(i, ba.count(t_mtx), ba.take(i+1, t_mtx));
top_mtx = 1, par(i, ba.count(mtx)-1, (mtxsum(ba.subseq(mtx, 0, i+1))+1));
bottom = par(i, (mtxsum(mtx) - ba.count(mtx)), ((ba.count(mtx)+1+i), ba.take(1 , ba.take(i, (complement(top_mtx, mtxsum(mtx)))))));
};
complement(mtx, N) = par(i, ba.count(mtx)-1, between((ba.take(i+2, mtx) - ba.take(i+1, mtx) -1), i)), par(g, N - ba.take(ba.count(mtx), mtx)+1, (ba.take(ba.count(mtx), mtx) + g + 1))
with{
between =
case{
(0, i) => 0 : !;
(x, i) => par(h, x, ba.take(i+1, mtx)+h+1);
};
};
crossover_seq(mtx) = seq(i, ba.count(mtx), (addins((i)), ro.cross1n(ba.subseq(mtx, 0, i) :> (_-1)*ma.signum(i)), addins(ba.subseq(mtx, i, ba.count(mtx)-i):> _ - (i/2:int))));
gencross =
case{
((0), (xs, xxs)) => (1, 1), gencross((2, xs+1, ba.count((xs, xxs))-1, mtxsum((xs, xxs))), (xs, xxs));
//((out, next, norm_index, spec_index, sum), (xs, xxs))
((next, next, count, fcount, msum), (xs, xxs)) => (fcount, out), gencross((out+1, next + xs, count-1, fcount+1, msum), (xxs));
((out, next, count, fcount, msum), (xs, xxs)) => (count+(out), out), gencross((out+1, next, count, fcount, msum), (xs, xxs));
((out, next, count, fcount, msum), (xxs)) => (count+(out), out), gencross((out+1, next, count, fcount, msum), (xxs));
((msum, next, count, fcount, msum), (xxs)) => (count+msum, msum);
}
with{
mtxsum(t_mtx) = sum(i, ba.count(t_mtx), ba.take(i+1, t_mtx));
};
gencross =
case{
(0, 0, 0, 0, 0, (1, 1)) => 1, 1, 2, 2;
(0, 0, 0, 0, 0, (xs, xxs)) => (1, 1), gencross(2, xs+1, ba.count((xs, xxs))-1, 2, mtxsum((xs, xxs)), xxs);
(0, 0, 0, 0, 0, 0) => 0: !;
(0, 0, 0, 0, 0, x) => si.bus(x);
//((out, next, norm_index, spec_index, sum), (xs, xxs))
(msum, msum, count, fcount, msum, xs) => (fcount, msum); //output is a special output
(msum, next, count, fcount, msum, xs) => (msum, msum-count); //escape case, reached end of bus
(out, out, count, fcount, msum, (xs, xxs)) => (fcount, out), gencross(out+1, xs+out, count-1, fcount+1, msum, xxs);
(out, out, count, fcount, msum, xs) => (fcount, out), gencross(out+1, xs+out, count-1, fcount+1, msum, 0); //output is a special output
(out, next, count, fcount, msum, xs) => ((count+out), out), gencross(out+1, next, count, fcount, msum, xs); //output is not a special output
};
gencross_up =
case{
(0, 0, 0, 0, 0, (1, 1)) => 1, 1, 2, 2;
(0, 0, 0, 0, 0, (xs, xxs)) => (1, 1), gencross_up(2, xs+1, ba.count((xs, xxs))-1, 2, mtxsum((xs, xxs)), xxs);
(0, 0, 0, 0, 0, 0) => 0: !;
(0, 0, 0, 0, 0, x) => par(i, x, i+1, i+1);
//((out, next, norm_index, spec_index, sum), (xs, xxs))
(msum, msum, count, fcount, msum, xs) => (msum, fcount); //output is a special output
(msum, next, count, fcount, msum, xs) => (msum-count, msum); //escape case, reached end of bus
(out, out, count, fcount, msum, (xs, xxs)) => (out, fcount), gencross_up(out+1, xs+out, count-1, fcount+1, msum, xxs);
(out, out, count, fcount, msum, xs) => (out, fcount), gencross_up(out+1, xs+out, count-1, fcount+1, msum, 0); //output is a special output
(out, next, count, fcount, msum, xs) => (out, (count+out)), gencross_up(out+1, next, count, fcount, msum, xs); //output is not a special output
};
mtxsum(t_mtx) = sum(i, ba.count(t_mtx), ba.take(i+1, t_mtx));
test_rec=
case{
((x, x)) => x;
((y, x)) => y, test_rec((y+1, x));
((x)) => test_rec((0, x));
};
test_mtx = (1, 1);
test((next, next, count, fcount, msum), (xs, xxs)) = (fcount, next), gencross((next+1, next+xs, count-1, fcount+1, msum), xxs);
// process = test((1, 1, 4, 5, 6), test_mtx);
process = gencross((2, 3, 4)) ; | https://raw.githubusercontent.com/droosenb/faust-wdf-library/65d804019863c4ff86e0362792509b988bab3b84/testing-files/functionTesting2.dsp | faust | seq(i, ba.count(mtx), (addins(i), ro.cross1n(ba.subseq(mtx, 0, i) :> _*ma.signum(i)), addins(ba.subseq(mtx, i, ba.count(mtx)):> _-1 )))
generate the routed crossover points
((out, next, norm_index, spec_index, sum), (xs, xxs))
((out, next, norm_index, spec_index, sum), (xs, xxs))
output is a special output
escape case, reached end of bus
output is a special output
output is not a special output
((out, next, norm_index, spec_index, sum), (xs, xxs))
output is a special output
escape case, reached end of bus
output is a special output
output is not a special output
process = test((1, 1, 4, 5, 6), test_mtx); | import("stdfaust.lib");
crossover_bad(mtx, bus) = par(i, ba.count(mtx), (select(bus, i), addins(ba.take(i+1-ma.signum(i), mtx)-1))), addins(ba.take(ba.count(mtx), mtx))
with{
select(bus, i) = bus : ba.selector(i, outputs(bus));
};
crossover(mtx) = bottom
with{
mtxsum(t_mtx) = sum(i, ba.count(t_mtx), ba.take(i+1, t_mtx));
top_mtx = 1, par(i, ba.count(mtx)-1, (mtxsum(ba.subseq(mtx, 0, i+1))+1));
bottom = par(i, (mtxsum(mtx) - ba.count(mtx)), ((ba.count(mtx)+1+i), ba.take(1 , ba.take(i, (complement(top_mtx, mtxsum(mtx)))))));
};
complement(mtx, N) = par(i, ba.count(mtx)-1, between((ba.take(i+2, mtx) - ba.take(i+1, mtx) -1), i)), par(g, N - ba.take(ba.count(mtx), mtx)+1, (ba.take(ba.count(mtx), mtx) + g + 1))
with{
between =
case{
(0, i) => 0 : !;
(x, i) => par(h, x, ba.take(i+1, mtx)+h+1);
};
};
crossover_seq(mtx) = seq(i, ba.count(mtx), (addins((i)), ro.cross1n(ba.subseq(mtx, 0, i) :> (_-1)*ma.signum(i)), addins(ba.subseq(mtx, i, ba.count(mtx)-i):> _ - (i/2:int))));
gencross =
case{
((0), (xs, xxs)) => (1, 1), gencross((2, xs+1, ba.count((xs, xxs))-1, mtxsum((xs, xxs))), (xs, xxs));
((next, next, count, fcount, msum), (xs, xxs)) => (fcount, out), gencross((out+1, next + xs, count-1, fcount+1, msum), (xxs));
((out, next, count, fcount, msum), (xs, xxs)) => (count+(out), out), gencross((out+1, next, count, fcount, msum), (xs, xxs));
((out, next, count, fcount, msum), (xxs)) => (count+(out), out), gencross((out+1, next, count, fcount, msum), (xxs));
((msum, next, count, fcount, msum), (xxs)) => (count+msum, msum);
}
with{
mtxsum(t_mtx) = sum(i, ba.count(t_mtx), ba.take(i+1, t_mtx));
};
gencross =
case{
(0, 0, 0, 0, 0, (1, 1)) => 1, 1, 2, 2;
(0, 0, 0, 0, 0, (xs, xxs)) => (1, 1), gencross(2, xs+1, ba.count((xs, xxs))-1, 2, mtxsum((xs, xxs)), xxs);
(0, 0, 0, 0, 0, 0) => 0: !;
(0, 0, 0, 0, 0, x) => si.bus(x);
(out, out, count, fcount, msum, (xs, xxs)) => (fcount, out), gencross(out+1, xs+out, count-1, fcount+1, msum, xxs);
};
gencross_up =
case{
(0, 0, 0, 0, 0, (1, 1)) => 1, 1, 2, 2;
(0, 0, 0, 0, 0, (xs, xxs)) => (1, 1), gencross_up(2, xs+1, ba.count((xs, xxs))-1, 2, mtxsum((xs, xxs)), xxs);
(0, 0, 0, 0, 0, 0) => 0: !;
(0, 0, 0, 0, 0, x) => par(i, x, i+1, i+1);
(out, out, count, fcount, msum, (xs, xxs)) => (out, fcount), gencross_up(out+1, xs+out, count-1, fcount+1, msum, xxs);
};
mtxsum(t_mtx) = sum(i, ba.count(t_mtx), ba.take(i+1, t_mtx));
test_rec=
case{
((x, x)) => x;
((y, x)) => y, test_rec((y+1, x));
((x)) => test_rec((0, x));
};
test_mtx = (1, 1);
test((next, next, count, fcount, msum), (xs, xxs)) = (fcount, next), gencross((next+1, next+xs, count-1, fcount+1, msum), xxs);
process = gencross((2, 3, 4)) ; |
0a04a8b4f7ecbd11ad207f19bba053b1fb37bbb0b177dd4cb97d0f8548723f80 | droosenb/faust-wdf-library | bassmanTonestack.dsp | import("stdfaust.lib");
tonestack(in1) = wd.buildtree(tree)
with{
r1p(i) = wd.resistor(i, 250*10^3-pot1+.00001);
r1m(i) = wd.resistor_Vout(i, pot1+.00001);
r2(i) = wd.resistor_Vout(i, pot2+.00001);
r3p(i) = wd.resistor_Vout(i, 25*10^3-pot3+.00001);
r3m(i) = wd.resistor_Vout(i, pot3+.00001);
r4(i) = wd.resistor(i, 56*10^3);
c1(i) = wd.capacitor(i, .25*10^-9);
c2(i) = wd.capacitor(i, 20*10^-9);
c3(i) = wd.capacitor(i, 20*10^-9);
u_6port(i) = wd.u_genericNode(i, sixport_scatter)
with{
sixport_scatter(Ra, Rb, Rc, Rd, Re, Rf) = matrix(6, 6, scatter)
with{
scatter =
case{
(1, 1) => ((-Ra)*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 2) => (2*Ra*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 3) => (2*Ra*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 4) => (-1)*((2*Ra*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(1, 5) => (2*Ra*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 6) => (-1)*((2*Ra*(Rc*Re + Rb*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 1) => (2*Rb*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 2) => (Ra*(Rd*Re - Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) - Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 3) => (-1)*((2*Rb*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 4) => (-2*Ra*Rb*Re + 2*Rb*Rc*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 5) => (2*Rb*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 6) => (-1)*((2*Rb*(Rc*Rd + Ra*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 1) => (2*Rc*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 2) => (-1)*((2*Rc*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 3) => 1 - (2*Rc*(Rd*Re + Rd*Rf + Re*Rf + Rb*(Rd + Rf) + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 4) => (-1)*((2*Rc*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 5) => (-1)*((2*Rc*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 6) => (2*Rc*(Rb*Rd - Ra*Re))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 1) => (-1)*((2*Rd*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 2) => (-2*Ra*Rd*Re + 2*Rc*Rd*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 3) => (-1)*((2*Rd*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 4) => 1 - (2*Rd*(Rc*(Re + Rf) + Ra*(Rb + Re + Rf) + Rb*(Rc + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 5) => (-1)*((2*Rd*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 6) => (-1)*((2*Rd*((Ra + Rc)*Re + Rb*(Rc + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 1) => (2*Re*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 2) => (2*Re*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 3) => (-1)*((2*Re*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 4) => (-1)*((2*Re*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 5) => 1 - (2*Re*((Rb + Rc)*(Rd + Rf) + Ra*(Rb + Rc + Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 6) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Re)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 1) => (-1)*((2*(Rc*Re + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 2) => (-1)*((2*(Rc*Rd + Ra*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 3) => (2*(Rb*Rd - Ra*Re)*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 4) => (-1)*((2*((Ra + Rc)*Re + Rb*(Rc + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 5) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 6) => 1 - (2*(Rc*(Rd + Re) + Ra*(Rc + Rd + Re) + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(i, j) => 10;
};
matrix(M,N,f) = si.bus(N) <: ro.interleave(N,M) : par(n,N, par(m,M,*(f(m+1,n+1)))) :> si.bus(M);
};
};
vIn(i) = wd.resVoltage(i, .00001, in1);
pot1 = hslider("treble", 5, 0, 10, .01)*250*10^2;
pot2 = hslider("bass", 5, 0, 10, .01)*1*10^5;
pot3 = hslider("mids", 5, 0, 10, .01)*25*10^2;
tree = u_6port : ((wd.series : (r3m, vIn)), r4, c3, (wd.series : (r3p, r2)), c2, (wd.series : (c1, (wd.series : (r1p, r1m)))));
};
genericNode =
case{
(0, scatter, upRes) => down(inputs(scatter))
with{
down(1) = scatter; //leaf node case
down(n) = scatter : !, bus(outputs(scatter)-1); //internal node case
};
(1, scatter, upRes) => up(inputs(scatter))
with{
up(1) = _; //leaf node case
up(n) = bus(inputs(upRes)), 0 , bus(outputs(scatter)-1) : scatter : _, block(outputs(scatter)-1); //internal node case
};
(2, scatter, upRes) => upRes;
}
with{
bus(0) = 0:!;
bus(x) = si.bus(x);
block(0) = 0:!;
block(x) = si.block(x);
};
genericNode_output_V =
case{
(0, scatter, upRes) => _ <: b, voltage
with{
b(a) = a : scatter;
voltage(a) = 1/2*(a + b(a)');
};
(1, scatter, upRes) => _, !;
(2, scatter, upRes) => upRes;
};
genericNode_output_I =
case{
(0, scatter, upRes) => _ <: b, current
with{
b(a) = a : scatter;
current(a) = 1/2/upRes*(a - b(a)');
};
(1, scatter, upRes) => _, !;
(2, scatter, upRes) => upRes;
};
u_genericNode =
case{
(0, scatter) => scatter;
(1, scatter) => block(inputs(scatter));
(2, scatter) => 1000;
}
with{
block(0) = 0:!;
block(x) = si.block(x);
};
capacitorMobius(i, C, aM, bM, cM, dM) = genericNode_output_I(i, f, upPortRes)
with{
f(a) = a*sF <: _, _'*sB : (_, _, _ :> _)~(_'*sB*sB)
with{
sB = (-1)*(aM*dM+bM*cM)/(2*aM*cM);
sF = (aM*dM-bM*cM)/(2*aM*cM);
};
upPortRes = cM/C*aM;
};
process = _ : tonestack : _*-1, _, _*-1, _ :> _ ;
// process(Cv, a, b, c, d) = capacitorMobius(0, Cv, a, b, c, d), wd.capacitor_output(0, Cv); | https://raw.githubusercontent.com/droosenb/faust-wdf-library/e581eb15b7b06572add939c6aa99472cca04269b/examples/basssman-tonestack/bassmanTonestack.dsp | faust | leaf node case
internal node case
leaf node case
internal node case
process(Cv, a, b, c, d) = capacitorMobius(0, Cv, a, b, c, d), wd.capacitor_output(0, Cv); | import("stdfaust.lib");
tonestack(in1) = wd.buildtree(tree)
with{
r1p(i) = wd.resistor(i, 250*10^3-pot1+.00001);
r1m(i) = wd.resistor_Vout(i, pot1+.00001);
r2(i) = wd.resistor_Vout(i, pot2+.00001);
r3p(i) = wd.resistor_Vout(i, 25*10^3-pot3+.00001);
r3m(i) = wd.resistor_Vout(i, pot3+.00001);
r4(i) = wd.resistor(i, 56*10^3);
c1(i) = wd.capacitor(i, .25*10^-9);
c2(i) = wd.capacitor(i, 20*10^-9);
c3(i) = wd.capacitor(i, 20*10^-9);
u_6port(i) = wd.u_genericNode(i, sixport_scatter)
with{
sixport_scatter(Ra, Rb, Rc, Rd, Re, Rf) = matrix(6, 6, scatter)
with{
scatter =
case{
(1, 1) => ((-Ra)*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 2) => (2*Ra*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 3) => (2*Ra*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 4) => (-1)*((2*Ra*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(1, 5) => (2*Ra*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 6) => (-1)*((2*Ra*(Rc*Re + Rb*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 1) => (2*Rb*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 2) => (Ra*(Rd*Re - Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) - Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 3) => (-1)*((2*Rb*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 4) => (-2*Ra*Rb*Re + 2*Rb*Rc*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 5) => (2*Rb*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 6) => (-1)*((2*Rb*(Rc*Rd + Ra*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 1) => (2*Rc*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 2) => (-1)*((2*Rc*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 3) => 1 - (2*Rc*(Rd*Re + Rd*Rf + Re*Rf + Rb*(Rd + Rf) + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 4) => (-1)*((2*Rc*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 5) => (-1)*((2*Rc*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 6) => (2*Rc*(Rb*Rd - Ra*Re))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 1) => (-1)*((2*Rd*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 2) => (-2*Ra*Rd*Re + 2*Rc*Rd*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 3) => (-1)*((2*Rd*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 4) => 1 - (2*Rd*(Rc*(Re + Rf) + Ra*(Rb + Re + Rf) + Rb*(Rc + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 5) => (-1)*((2*Rd*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 6) => (-1)*((2*Rd*((Ra + Rc)*Re + Rb*(Rc + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 1) => (2*Re*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 2) => (2*Re*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 3) => (-1)*((2*Re*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 4) => (-1)*((2*Re*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 5) => 1 - (2*Re*((Rb + Rc)*(Rd + Rf) + Ra*(Rb + Rc + Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 6) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Re)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 1) => (-1)*((2*(Rc*Re + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 2) => (-1)*((2*(Rc*Rd + Ra*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 3) => (2*(Rb*Rd - Ra*Re)*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 4) => (-1)*((2*((Ra + Rc)*Re + Rb*(Rc + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 5) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 6) => 1 - (2*(Rc*(Rd + Re) + Ra*(Rc + Rd + Re) + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(i, j) => 10;
};
matrix(M,N,f) = si.bus(N) <: ro.interleave(N,M) : par(n,N, par(m,M,*(f(m+1,n+1)))) :> si.bus(M);
};
};
vIn(i) = wd.resVoltage(i, .00001, in1);
pot1 = hslider("treble", 5, 0, 10, .01)*250*10^2;
pot2 = hslider("bass", 5, 0, 10, .01)*1*10^5;
pot3 = hslider("mids", 5, 0, 10, .01)*25*10^2;
tree = u_6port : ((wd.series : (r3m, vIn)), r4, c3, (wd.series : (r3p, r2)), c2, (wd.series : (c1, (wd.series : (r1p, r1m)))));
};
genericNode =
case{
(0, scatter, upRes) => down(inputs(scatter))
with{
};
(1, scatter, upRes) => up(inputs(scatter))
with{
};
(2, scatter, upRes) => upRes;
}
with{
bus(0) = 0:!;
bus(x) = si.bus(x);
block(0) = 0:!;
block(x) = si.block(x);
};
genericNode_output_V =
case{
(0, scatter, upRes) => _ <: b, voltage
with{
b(a) = a : scatter;
voltage(a) = 1/2*(a + b(a)');
};
(1, scatter, upRes) => _, !;
(2, scatter, upRes) => upRes;
};
genericNode_output_I =
case{
(0, scatter, upRes) => _ <: b, current
with{
b(a) = a : scatter;
current(a) = 1/2/upRes*(a - b(a)');
};
(1, scatter, upRes) => _, !;
(2, scatter, upRes) => upRes;
};
u_genericNode =
case{
(0, scatter) => scatter;
(1, scatter) => block(inputs(scatter));
(2, scatter) => 1000;
}
with{
block(0) = 0:!;
block(x) = si.block(x);
};
capacitorMobius(i, C, aM, bM, cM, dM) = genericNode_output_I(i, f, upPortRes)
with{
f(a) = a*sF <: _, _'*sB : (_, _, _ :> _)~(_'*sB*sB)
with{
sB = (-1)*(aM*dM+bM*cM)/(2*aM*cM);
sF = (aM*dM-bM*cM)/(2*aM*cM);
};
upPortRes = cM/C*aM;
};
process = _ : tonestack : _*-1, _, _*-1, _ :> _ ;
|
e77c1176accc85343f9d441891a85611ef090df3043c78974540d1d2a2407acc | droosenb/faust-wdf-library | pultec.dsp | import("stdfaust.lib");
pultec(in1) = wd.buildtree(tree)
with{
//resistors and potentiometers
p_HB_p(i) = wd.resistor(i, (10.0e4 - p_HB_ui + 1));
p_HB_m(i) = wd.resistor(i, (p_HB_ui + 1));
p_HBQ(i) = wd.resistor(i, (p_HBQ_ui+1));
p_LC(i) = wd.resistor(i, (p_LC_ui +1));
p_HC_p(i) = wd.resistor(i, (1.0e3 - p_HC_ui + 1));
p_HC_m(i) = wd.resistor(i, (p_HC_ui + 1));
p_BL(i) = wd.resistor(i, (p_BL_ui + 1));
r_a(i) = wd.resistor(i, 570);
r_b(i) = wd.resistor(i, 1.0e3);
r_c(i) = wd.resistor(i, 75);
r_d(i) = wd.resistor_Vout(i, 10.0e3);
//capacitors
c_HBF(i) = wd.capacitor(i, cl_HBF_ui(0));
c_HCF(i) = wd.capacitor(i, c_HCF_ui);
c_LF_a(i) = wd.capacitor(i, c_LF_ui(0));
c_LF_b(i) = wd.capacitor(i, c_LF_ui(1));
//inductor
l_HBF(i) = wd.inductor(i, cl_HBF_ui(1));
//voltage input
vin(i) = wd.resVoltage(i, 10, in1);
//connection tree parts
tree = u_6port : (a, b, c, d, e, f)
with{
a = wd.series : (p_HC_m, (wd.parallel : (p_LC, c_LF_a)));
b = wd.series : (p_HC_p, (wd.parallel : (p_HC_m, (wd.series : (c_HCF, r_c)))));
c = r_b;
d = r_d;
e = wd.parallel : (c_LF_b, p_BL);
f = wd.series : ((wd.series : (p_HB_p, (wd.parallel : (vin, r_a)))), (wd.parallel : (p_HB_m, (wd.series : (p_HBQ, (wd.series : (l_HBF, c_HBF)))))));
};
//approximate a potentiometer position as an audio taper (log) resistance (%)
log_pot(slider) = 10^(slider/50) - 1;
//approximate a potentiometer postion as an inverse log resistance (%)
invlog_pot(slider) = (slider+1) : log10*50;
//ui-elements
p_HB_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[2]HIGH FREQUENCY/h:[0]KNOBS/[0]BOOST[style:knob]", 0, 0, 100, 1))/100 * 10.0e4;
p_HC_ui = invlog_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[2]HIGH FREQUENCY/h:[0]KNOBS/[1]ATTEN[style:knob]", 0, 0, 100, 1))/100 * 1.0e3;
p_HBQ_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[1]BANDWIDTH/ADJUST[style:knob]", 0, 0, 100, 1))/100 * 2.2e3;
p_BL_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[0]LOW FREQUENCY/h:[0]KNOBS/[0]BOOST[style:knob]", 0, 0, 100, 1))/100 * 10.0e4;
p_LC_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[0]LOW FREQUENCY/h:[0]KNOBS/[1]ATTEN[style:knob]", 0, 0, 100, 1))/100 * 100.0e1;
cl_HBF_ui =
case{
(0) => (15.0e-9, 15.0e-9, 10.0e-9, 10.0e-9, 6.8e-9, 6.8e-9, 15.0e-9) : ba.selectn(7, switch_HBF); //capacitor switched values
(1) => (175.0e-3, 100.0e-3, 90.0e-3, 65.0e-3, 35.0e-3, 23.0e-3, 19.0e-3) : ba.selectn(7, switch_HBF);//inductor switched values
//(3kHz, 4kHz, 5kHz, 6kHz, 10kHz, 12kHz, 16kHz)
(x) => 5;
}with{
switch_HBF = hslider("h:PULTEC PROGRAM EQUALIZER/v:[2]HIGH FREQUENCY/[1]CPS[style:menu{'3 kHz':0;'4 kHz':1;'5 kHz':2;'6 kHz':3;'10 kHz':4;'12 kHz':5;'16 kHz':6}]", 0, 0, 6, 1);
};
c_LF_ui =
case{
(0) => (100.0e-9, 47.0e-9, 22.0e-9, 15.0e-9) : ba.selectn(4, switch_LF); //capacitor switched values
(1) => (2.2e-6, 1.0e-6, 470.0e-9, 330.0e-9) : ba.selectn(4, switch_LF);//inductor switched values
//(20hz, 30hz, 60hz, 100hz)
(x) => 5;
}with{
switch_LF = hslider("h:PULTEC PROGRAM EQUALIZER/v:[0]LOW FREQUENCY/[1]CPS[style:menu{'20 Hz':0;'30 Hz':1;'60 Hz':2;'100 Hz':3}]", 0, 0, 3, 1);
};
c_HCF_ui = (47.0e-9, 94.0e-9, 197.0e-9) : ba.selectn(3, switch_HCF) //capacitor switched values
//(20hz, 30hz, 60hz, 100hz)
with{
switch_HCF = hslider("h:PULTEC PROGRAM EQUALIZER/v:[3]ATTEN SELECT/HI-CUT F[style:menu{'20':0;'10':1;'5':2}]", 0, 0, 2, 1);
};
u_6port(i) = wd.u_genericNode(i, sixport_scatter)
with{
sixport_scatter(Ra, Rb, Rc, Rd, Re, Rf) = matrix(6, 6, scatter)
with{
scatter =
case{
(1, 1) => ((-Ra)*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 2) => (2*Ra*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 3) => (2*Ra*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 4) => (-1)*((2*Ra*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(1, 5) => (2*Ra*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 6) => (-1)*((2*Ra*(Rc*Re + Rb*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 1) => (2*Rb*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 2) => (Ra*(Rd*Re - Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) - Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 3) => (-1)*((2*Rb*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 4) => (-2*Ra*Rb*Re + 2*Rb*Rc*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 5) => (2*Rb*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 6) => (-1)*((2*Rb*(Rc*Rd + Ra*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 1) => (2*Rc*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 2) => (-1)*((2*Rc*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 3) => 1 - (2*Rc*(Rd*Re + Rd*Rf + Re*Rf + Rb*(Rd + Rf) + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 4) => (-1)*((2*Rc*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 5) => (-1)*((2*Rc*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 6) => (2*Rc*(Rb*Rd - Ra*Re))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 1) => (-1)*((2*Rd*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 2) => (-2*Ra*Rd*Re + 2*Rc*Rd*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 3) => (-1)*((2*Rd*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 4) => 1 - (2*Rd*(Rc*(Re + Rf) + Ra*(Rb + Re + Rf) + Rb*(Rc + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 5) => (-1)*((2*Rd*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 6) => (-1)*((2*Rd*((Ra + Rc)*Re + Rb*(Rc + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 1) => (2*Re*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 2) => (2*Re*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 3) => (-1)*((2*Re*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 4) => (-1)*((2*Re*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 5) => 1 - (2*Re*((Rb + Rc)*(Rd + Rf) + Ra*(Rb + Rc + Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 6) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Re)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 1) => (-1)*((2*(Rc*Re + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 2) => (-1)*((2*(Rc*Rd + Ra*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 3) => (2*(Rb*Rd - Ra*Re)*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 4) => (-1)*((2*((Ra + Rc)*Re + Rb*(Rc + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 5) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 6) => 1 - (2*(Rc*(Rd + Re) + Ra*(Rc + Rd + Re) + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(i, j) => 10;
};
matrix(M,N,f) = si.bus(N) <: ro.interleave(N,M) : par(n,N, par(m,M,*(f(m+1,n+1)))) :> si.bus(M);
};
};
};
capacitorMobius(i, C, aM, bM, cM, dM) = genericNode_output_I(i, f, upPortRes)
with{
f(a) = a*sF <: _, _'*sB : (_, _, _ :> _)~(_'*sB*sB)
with{
sB = (-1)*(aM*dM+bM*cM)/(2*aM*cM);
sF = (aM*dM-bM*cM)/(2*aM*cM);
};
upPortRes = cM/C*aM;
};
process = no.pink_noise <: pultec*200 , pultec*200;
// process(Cv, a, b, c, d) = capacitorMobius(0, Cv, a, b, c, d), wd.capacitor_output(0, Cv); | https://raw.githubusercontent.com/droosenb/faust-wdf-library/e581eb15b7b06572add939c6aa99472cca04269b/examples/03-pultec-eqp1a/pultec.dsp | faust | resistors and potentiometers
capacitors
inductor
voltage input
connection tree parts
approximate a potentiometer position as an audio taper (log) resistance (%)
approximate a potentiometer postion as an inverse log resistance (%)
ui-elements
capacitor switched values
inductor switched values
(3kHz, 4kHz, 5kHz, 6kHz, 10kHz, 12kHz, 16kHz)
capacitor switched values
inductor switched values
(20hz, 30hz, 60hz, 100hz)
capacitor switched values
(20hz, 30hz, 60hz, 100hz)
process(Cv, a, b, c, d) = capacitorMobius(0, Cv, a, b, c, d), wd.capacitor_output(0, Cv); | import("stdfaust.lib");
pultec(in1) = wd.buildtree(tree)
with{
p_HB_p(i) = wd.resistor(i, (10.0e4 - p_HB_ui + 1));
p_HB_m(i) = wd.resistor(i, (p_HB_ui + 1));
p_HBQ(i) = wd.resistor(i, (p_HBQ_ui+1));
p_LC(i) = wd.resistor(i, (p_LC_ui +1));
p_HC_p(i) = wd.resistor(i, (1.0e3 - p_HC_ui + 1));
p_HC_m(i) = wd.resistor(i, (p_HC_ui + 1));
p_BL(i) = wd.resistor(i, (p_BL_ui + 1));
r_a(i) = wd.resistor(i, 570);
r_b(i) = wd.resistor(i, 1.0e3);
r_c(i) = wd.resistor(i, 75);
r_d(i) = wd.resistor_Vout(i, 10.0e3);
c_HBF(i) = wd.capacitor(i, cl_HBF_ui(0));
c_HCF(i) = wd.capacitor(i, c_HCF_ui);
c_LF_a(i) = wd.capacitor(i, c_LF_ui(0));
c_LF_b(i) = wd.capacitor(i, c_LF_ui(1));
l_HBF(i) = wd.inductor(i, cl_HBF_ui(1));
vin(i) = wd.resVoltage(i, 10, in1);
tree = u_6port : (a, b, c, d, e, f)
with{
a = wd.series : (p_HC_m, (wd.parallel : (p_LC, c_LF_a)));
b = wd.series : (p_HC_p, (wd.parallel : (p_HC_m, (wd.series : (c_HCF, r_c)))));
c = r_b;
d = r_d;
e = wd.parallel : (c_LF_b, p_BL);
f = wd.series : ((wd.series : (p_HB_p, (wd.parallel : (vin, r_a)))), (wd.parallel : (p_HB_m, (wd.series : (p_HBQ, (wd.series : (l_HBF, c_HBF)))))));
};
log_pot(slider) = 10^(slider/50) - 1;
invlog_pot(slider) = (slider+1) : log10*50;
p_HB_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[2]HIGH FREQUENCY/h:[0]KNOBS/[0]BOOST[style:knob]", 0, 0, 100, 1))/100 * 10.0e4;
p_HC_ui = invlog_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[2]HIGH FREQUENCY/h:[0]KNOBS/[1]ATTEN[style:knob]", 0, 0, 100, 1))/100 * 1.0e3;
p_HBQ_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[1]BANDWIDTH/ADJUST[style:knob]", 0, 0, 100, 1))/100 * 2.2e3;
p_BL_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[0]LOW FREQUENCY/h:[0]KNOBS/[0]BOOST[style:knob]", 0, 0, 100, 1))/100 * 10.0e4;
p_LC_ui = log_pot(hslider("h:PULTEC PROGRAM EQUALIZER/v:[0]LOW FREQUENCY/h:[0]KNOBS/[1]ATTEN[style:knob]", 0, 0, 100, 1))/100 * 100.0e1;
cl_HBF_ui =
case{
(x) => 5;
}with{
switch_HBF = hslider("h:PULTEC PROGRAM EQUALIZER/v:[2]HIGH FREQUENCY/[1]CPS[style:menu{'3 kHz':0;'4 kHz':1;'5 kHz':2;'6 kHz':3;'10 kHz':4;'12 kHz':5;'16 kHz':6}]", 0, 0, 6, 1);
};
c_LF_ui =
case{
(x) => 5;
}with{
switch_LF = hslider("h:PULTEC PROGRAM EQUALIZER/v:[0]LOW FREQUENCY/[1]CPS[style:menu{'20 Hz':0;'30 Hz':1;'60 Hz':2;'100 Hz':3}]", 0, 0, 3, 1);
};
with{
switch_HCF = hslider("h:PULTEC PROGRAM EQUALIZER/v:[3]ATTEN SELECT/HI-CUT F[style:menu{'20':0;'10':1;'5':2}]", 0, 0, 2, 1);
};
u_6port(i) = wd.u_genericNode(i, sixport_scatter)
with{
sixport_scatter(Ra, Rb, Rc, Rd, Re, Rf) = matrix(6, 6, scatter)
with{
scatter =
case{
(1, 1) => ((-Ra)*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 2) => (2*Ra*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 3) => (2*Ra*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 4) => (-1)*((2*Ra*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(1, 5) => (2*Ra*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(1, 6) => (-1)*((2*Ra*(Rc*Re + Rb*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 1) => (2*Rb*((Rc + Re)*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 2) => (Ra*(Rd*Re - Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) - Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf))
+ Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 3) => (-1)*((2*Rb*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(2, 4) => (-2*Ra*Rb*Re + 2*Rb*Rc*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 5) => (2*Rb*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(2, 6) => (-1)*((2*Rb*(Rc*Rd + Ra*(Rc + Rd + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 1) => (2*Rc*(Rb*Rd + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 2) => (-1)*((2*Rc*(Ra*Re + Re*Rf + Rd*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 3) => 1 - (2*Rc*(Rd*Re + Rd*Rf + Re*Rf + Rb*(Rd + Rf) + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(3, 4) => (-1)*((2*Rc*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 5) => (-1)*((2*Rc*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(3, 6) => (2*Rc*(Rb*Rd - Ra*Re))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 1) => (-1)*((2*Rd*(Rb*(Rc + Re) + Rc*(Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 2) => (-2*Ra*Rd*Re + 2*Rc*Rd*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 3) => (-1)*((2*Rd*(Rb*Rf + Ra*(Rb + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 4) => 1 - (2*Rd*(Rc*(Re + Rf) + Ra*(Rb + Re + Rf) + Rb*(Rc + Re + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(4, 5) => (-1)*((2*Rd*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(4, 6) => (-1)*((2*Rd*((Ra + Rc)*Re + Rb*(Rc + Re)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 1) => (2*Re*(Rb*Rd - Rc*Rf))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 2) => (2*Re*(Ra*(Rc + Rd) + Rc*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 3) => (-1)*((2*Re*(Ra*(Rb + Rf) + Rb*(Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 4) => (-1)*((2*Re*((Rb + Rc)*Rf + Ra*(Rb + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(5, 5) => 1 - (2*Re*((Rb + Rc)*(Rd + Rf) + Ra*(Rb + Rc + Rd + Rf)))/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(5, 6) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Re)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 1) => (-1)*((2*(Rc*Re + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 2) => (-1)*((2*(Rc*Rd + Ra*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 3) => (2*(Rb*Rd - Ra*Re)*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 4) => (-1)*((2*((Ra + Rc)*Re + Rb*(Rc + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf))));
(6, 5) => (2*((Rb + Rc)*Rd + Ra*(Rc + Rd))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(6, 6) => 1 - (2*(Rc*(Rd + Re) + Ra*(Rc + Rd + Re) + Rb*(Rc + Rd + Re))*Rf)/(Ra*(Rd*Re + Rb*(Rc + Rd + Re) + Rd*Rf + Re*Rf + Rc*(Re + Rf)) + Rc*(Re*Rf + Rd*(Re + Rf)) + Rb*(Re*Rf + Rc*(Rd + Rf) + Rd*(Re + Rf)));
(i, j) => 10;
};
matrix(M,N,f) = si.bus(N) <: ro.interleave(N,M) : par(n,N, par(m,M,*(f(m+1,n+1)))) :> si.bus(M);
};
};
};
capacitorMobius(i, C, aM, bM, cM, dM) = genericNode_output_I(i, f, upPortRes)
with{
f(a) = a*sF <: _, _'*sB : (_, _, _ :> _)~(_'*sB*sB)
with{
sB = (-1)*(aM*dM+bM*cM)/(2*aM*cM);
sF = (aM*dM-bM*cM)/(2*aM*cM);
};
upPortRes = cM/C*aM;
};
process = no.pink_noise <: pultec*200 , pultec*200;
|
8c7098403a1151f05c1372b47c41b9008b29ef1e11363275612c1cba17c637cb | CICM-research-composition/livepatching | delay.dsp | import("stdfaust.lib");
//--------------------------------------------------------------------------------------//
//A delay chain
//--------------------------------------------------------------------------------------//
//--------------------------------------------------------------------------------------//
//CONSTANTS
//--------------------------------------------------------------------------------------//
//Maximum number of samples if a common delay line
//corresponding to a bit more than 5 seconds at 48 KHz
Ndelsamp = 262144;
//Number of samples for a millisecond of sound
millisec = ma.SR / 1000.0;
//Dynamics in dB relative to the original sound//
id = 0; //identical amplitude as the original sound//
bl = -6; //a bit lower than the original amplitude//
ml = -12; //much lower than the original amplitude//
vl = -24; //very low amplitude//
//--------------------------------------------------------------------------------------//
//PARAMETERS OF CONTROL
//--------------------------------------------------------------------------------------//
//general tempo of the structure//
tempo = nentry("tempo", 60, 1, 10000, 1);
//local amplitude of the structure//
vol = nentry("vol", 1, 0, 1, 0.01) : si.smoo;
//feedback of reinjection from the last delay to the first one//
fdbk = nentry("fdbk", 0, 0, 0.99999, 0.001);
//--------------------------------------------------------------------------------------//
//--------------------------------------------------------------------------------------//
//RYTHMICAL AND DYNAMIC STRUCTURE
//TO BE ADAPTED BY EACH USER
//--------------------------------------------------------------------------------------//
//list of durations of delays//
//4 stands for a whole, 2 for a half note, 1 for a quarter note, 0.5 for an eighth, 0.25 for a fourth, etc.
//the first value 0 means we listen to the original note at once//
rythm = (0, 0.25, 0.75, 0.5, 3.5, 0.5, 1.75, 0.75);
//list of dynamics//
//id = identical amplitude as the original sound//
//bl = a bit lower than the original amplitude//
//ml = much lower than the original amplitude//
//vl = very low amplitude//
//there must be the same number of values as in the rythm list//
dynamics = (id, vl, bl, ml, ml, ml, ml, ml);
//--------------------------------------------------------------------------------------//
//END OF THE STRUCTURE TO BE ADAPTED
//--------------------------------------------------------------------------------------//
//--------------------------------------------------------------------------------------//
//--------------------------------------------------------------------------------------//
//DEFINITION OF AN ELEMENTARY DELAY LINE
//--------------------------------------------------------------------------------------//
//durations in samples of each elementary delay, with a maximum of Ndelsamp//
dur(i) = (ba.take(i, rythm) * 60 / tempo * ma.SR, Ndelsamp) : min ;
del(i) = de.sdelay(Ndelsamp, 16, dur(i));
//--------------------------------------------------------------------------------------//
//RECURSIVE DEFINITION OF A DELAY CHAIN
//--------------------------------------------------------------------------------------//
delaychain(1) = del(1);
delaychain(2) = del(1) <: (del(2), _);
delaychain(n) = delaychain(n-1) : ((_ <: (del(n), _)), si.bus(n-2));
//definition of the structure//
struct = delaychain(Nind) : par(i, Nind, *(ba.db2linear((ba.take(Nind-i, dynamics))))) with {
Nind = ba.count(rythm);
};
process = (+ : struct) ~ (*(fdbk)) :toVol(Nind) : toStereo(Nind) with {
toVol(n) = par(i, n, *(vol));
//left to right panning//
toStereo(n) = par(i, n, sp.panner(1 - i / (n-1))) :> (_, _);
Nind = ba.count(rythm);
};
| https://raw.githubusercontent.com/CICM-research-composition/livepatching/da47667b3f5236b4b81cb05593f35d408caaca9e/source/delay.dsp | faust | --------------------------------------------------------------------------------------//
A delay chain
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
CONSTANTS
--------------------------------------------------------------------------------------//
Maximum number of samples if a common delay line
corresponding to a bit more than 5 seconds at 48 KHz
Number of samples for a millisecond of sound
Dynamics in dB relative to the original sound//
identical amplitude as the original sound//
a bit lower than the original amplitude//
much lower than the original amplitude//
very low amplitude//
--------------------------------------------------------------------------------------//
PARAMETERS OF CONTROL
--------------------------------------------------------------------------------------//
general tempo of the structure//
local amplitude of the structure//
feedback of reinjection from the last delay to the first one//
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
RYTHMICAL AND DYNAMIC STRUCTURE
TO BE ADAPTED BY EACH USER
--------------------------------------------------------------------------------------//
list of durations of delays//
4 stands for a whole, 2 for a half note, 1 for a quarter note, 0.5 for an eighth, 0.25 for a fourth, etc.
the first value 0 means we listen to the original note at once//
list of dynamics//
id = identical amplitude as the original sound//
bl = a bit lower than the original amplitude//
ml = much lower than the original amplitude//
vl = very low amplitude//
there must be the same number of values as in the rythm list//
--------------------------------------------------------------------------------------//
END OF THE STRUCTURE TO BE ADAPTED
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
DEFINITION OF AN ELEMENTARY DELAY LINE
--------------------------------------------------------------------------------------//
durations in samples of each elementary delay, with a maximum of Ndelsamp//
--------------------------------------------------------------------------------------//
RECURSIVE DEFINITION OF A DELAY CHAIN
--------------------------------------------------------------------------------------//
definition of the structure//
left to right panning// | import("stdfaust.lib");
Ndelsamp = 262144;
millisec = ma.SR / 1000.0;
tempo = nentry("tempo", 60, 1, 10000, 1);
vol = nentry("vol", 1, 0, 1, 0.01) : si.smoo;
fdbk = nentry("fdbk", 0, 0, 0.99999, 0.001);
rythm = (0, 0.25, 0.75, 0.5, 3.5, 0.5, 1.75, 0.75);
dynamics = (id, vl, bl, ml, ml, ml, ml, ml);
dur(i) = (ba.take(i, rythm) * 60 / tempo * ma.SR, Ndelsamp) : min ;
del(i) = de.sdelay(Ndelsamp, 16, dur(i));
delaychain(1) = del(1);
delaychain(2) = del(1) <: (del(2), _);
delaychain(n) = delaychain(n-1) : ((_ <: (del(n), _)), si.bus(n-2));
struct = delaychain(Nind) : par(i, Nind, *(ba.db2linear((ba.take(Nind-i, dynamics))))) with {
Nind = ba.count(rythm);
};
process = (+ : struct) ~ (*(fdbk)) :toVol(Nind) : toStereo(Nind) with {
toVol(n) = par(i, n, *(vol));
toStereo(n) = par(i, n, sp.panner(1 - i / (n-1))) :> (_, _);
Nind = ba.count(rythm);
};
|
1791202b543e35b24d6874226d65678a905e7b5fc4011c60bc44e3456c919adc | Jikstra/faust-plugins | sawlfo.dsp | import("stdfaust.lib");
decimalpart(x) = x - int(x);
sawtooth(reset, stepSize) = ((+(stepSize)) , 0 : select2(reset)) ~ ma.decimal;
ms = 1 / (nentry("ms", 1000, 1, 100000, 1) * (ma.SR / 1000));
reset = button("reset");
process = sawtooth(reset, ms), sawtooth(reset, ms) : _,_;
| https://raw.githubusercontent.com/Jikstra/faust-plugins/2e91fe48d82e9ea7b74e8ac083dd6d40fb4ca645/sawlfo.dsp | faust | import("stdfaust.lib");
decimalpart(x) = x - int(x);
sawtooth(reset, stepSize) = ((+(stepSize)) , 0 : select2(reset)) ~ ma.decimal;
ms = 1 / (nentry("ms", 1000, 1, 100000, 1) * (ma.SR / 1000));
reset = button("reset");
process = sawtooth(reset, ms), sawtooth(reset, ms) : _,_;
|
|
bf4f06a9a3cfb8a87c5cd8b340ce49501a561af2264c8afba8ac9551e8b98960 | Jikstra/faust-plugins | freqsplitter.dsp | import("stdfaust.lib");
low_cut = hslider("cut", 10000, 1, 10000, 1);
low_gain = hslider("low_gain", 1, 0, 1, 0.001);
high_gain = hslider("high_gain", 1, 0, 1, 0.001);
process = _,_ <: _,_,_,_ : fi.lowpass6e(low_cut)*low_gain,fi.lowpass6e(low_cut)*low_gain,fi.highpass6e(low_cut)*high_gain,fi.highpass6e(low_cut)*high_gain : _,_,_,_;
| https://raw.githubusercontent.com/Jikstra/faust-plugins/2e91fe48d82e9ea7b74e8ac083dd6d40fb4ca645/freqsplitter.dsp | faust | import("stdfaust.lib");
low_cut = hslider("cut", 10000, 1, 10000, 1);
low_gain = hslider("low_gain", 1, 0, 1, 0.001);
high_gain = hslider("high_gain", 1, 0, 1, 0.001);
process = _,_ <: _,_,_,_ : fi.lowpass6e(low_cut)*low_gain,fi.lowpass6e(low_cut)*low_gain,fi.highpass6e(low_cut)*high_gain,fi.highpass6e(low_cut)*high_gain : _,_,_,_;
|
|
fce2f54a125ff8034832a538299727b056900b6df3df558df26e17d12b21a9c4 | Jikstra/faust-plugins | midiclock.dsp | import("stdfaust.lib");
// square signal (1/0), changing state at each received clock
clocker = checkbox("MIDI clock[midi:clock]");
// ON/OFF button controlled with MIDI start/stop messages
play = checkbox("ON/OFF [midi:start] [midi:stop]");
// detect front
front(x) = (x-x') != 0.0;
// count number of peaks during one second
freq(x) = ([email protected]) : + ~ _;
process = os.osc(8*freq(front(clocker))) * play;
| https://raw.githubusercontent.com/Jikstra/faust-plugins/2e91fe48d82e9ea7b74e8ac083dd6d40fb4ca645/midiclock.dsp | faust | square signal (1/0), changing state at each received clock
ON/OFF button controlled with MIDI start/stop messages
detect front
count number of peaks during one second | import("stdfaust.lib");
clocker = checkbox("MIDI clock[midi:clock]");
play = checkbox("ON/OFF [midi:start] [midi:stop]");
front(x) = (x-x') != 0.0;
freq(x) = ([email protected]) : + ~ _;
process = os.osc(8*freq(front(clocker))) * play;
|
30283adbfb9e00100dc6554b80f9287e72944a49aeb85796e35018bfc8aacb67 | Jikstra/faust-plugins | 3bandfreqsplitter.dsp | import("stdfaust.lib");
low_cut = nentry("[0]low cut", 300, 1, 20000, 1) : si.smoo;
mid_cut = nentry("[1]mid cut", 1000, 1, 20000, 1) : si.smoo;
low_gain = hslider("[2]low_gain", 1, 0, 2, 0.001) : si.smoo;
mid_gain = hslider("[3]mid_gain", 1, 0, 2, 0.001) : si.smoo;
high_gain = hslider("[4]]high_gain", 1, 0, 2, 0.001) : si.smoo;
splitLowAndRest(low_cut) = _,_,_,_,_,_ :
fi.lowpass6e(low_cut),
fi.lowpass6e(low_cut),
fi.highpass6e(low_cut),
fi.highpass6e(low_cut),
fi.highpass6e(low_cut),
fi.highpass6e(low_cut);
splitMidAndRest(mid_cut) = _,_,_,_,_,_ :
_,
_,
fi.lowpass6e(mid_cut),
fi.lowpass6e(mid_cut),
fi.highpass6e(mid_cut),
fi.highpass6e(mid_cut);
process = _,_ <: splitLowAndRest(low_cut) : splitMidAndRest(mid_cut) :
_ * low_gain,
_ * low_gain,
_ * mid_gain,
_ * mid_gain,
_ * high_gain,
_ * high_gain :> _,_;
| https://raw.githubusercontent.com/Jikstra/faust-plugins/2e91fe48d82e9ea7b74e8ac083dd6d40fb4ca645/3bandfreqsplitter.dsp | faust | import("stdfaust.lib");
low_cut = nentry("[0]low cut", 300, 1, 20000, 1) : si.smoo;
mid_cut = nentry("[1]mid cut", 1000, 1, 20000, 1) : si.smoo;
low_gain = hslider("[2]low_gain", 1, 0, 2, 0.001) : si.smoo;
mid_gain = hslider("[3]mid_gain", 1, 0, 2, 0.001) : si.smoo;
high_gain = hslider("[4]]high_gain", 1, 0, 2, 0.001) : si.smoo;
splitLowAndRest(low_cut) = _,_,_,_,_,_ :
fi.lowpass6e(low_cut),
fi.lowpass6e(low_cut),
fi.highpass6e(low_cut),
fi.highpass6e(low_cut),
fi.highpass6e(low_cut),
fi.highpass6e(low_cut);
splitMidAndRest(mid_cut) = _,_,_,_,_,_ :
_,
_,
fi.lowpass6e(mid_cut),
fi.lowpass6e(mid_cut),
fi.highpass6e(mid_cut),
fi.highpass6e(mid_cut);
process = _,_ <: splitLowAndRest(low_cut) : splitMidAndRest(mid_cut) :
_ * low_gain,
_ * low_gain,
_ * mid_gain,
_ * mid_gain,
_ * high_gain,
_ * high_gain :> _,_;
|
|
d40abe73ec4e3c90723753309849b0a670f3c04b999a2dbdcd58826281fe97af | Jikstra/faust-plugins | dj-channel.dsp | import("stdfaust.lib");
/* Inverts a boolean value. Makes a 0 out of a one and a one out of zero. */
invertBool = _ : _ - 1;
low_cut = nentry("[0]low cut", 300, 1, 20000, 1) : si.smoo;
low_q = nentry("[1]low q", 6, 1, 16, 2);
mid_cut = nentry("[2]mid cut", 1500, 1, 20000, 1) : si.smoo;
high_q = nentry("[3]high q", 4, 1, 16, 1);
low_gain = hslider("[4]low_gain", 1, 0, 2, 0.001) : si.smoo;
low_kill = checkbox("[5]low_kill") : invertBool : si.smoo;
mid_gain = hslider("[6]mid_gain", 1, 0, 2, 0.001) : si.smoo;
mid_kill = checkbox("[7]mid_kill") : invertBool : si.smoo;
high_gain = hslider("[8]high_gain", 1, 0, 2, 0.001) : si.smoo;
high_kill = checkbox("[9]high_kill") : invertBool : si.smoo;
general_gain = hslider("gain", 1, 0, 10, 0.001) : si.smoo;
volume = vslider("volume", 1, 0, 1, 0.001) : si.smoo;
cue_a = checkbox("cue_a") : si.smoo;
cue_b = checkbox("cue_b") : si.smoo;
/* Splits a single signal into two signals at a given frequency (freq) with
* order of q
*/
splitMono(freq, q) = _ <:
fi.lowpass(q, freq),
fi.highpass(q, freq) :
_,_;
/* Same as splitMono but for a stereo signal */
split(freq,q) = _,_ :
splitMono(freq, q),
splitMono(freq, q):
_,_,_,_ <:
ba.selector(0, 4),
ba.selector(2, 4),
ba.selector(1, 4),
ba.selector(3, 4);
/* Splits a stereo signal into 6 signals, where the 1 & 2 signal are the low
* frequencies (everything below low_cut), the 3 & 4 are everything below mid_cut
* and 5 & 6 are the remaining high frequencies.
*/
ThreeBandSplitter = _,_ :
split((low_cut,mid_cut:min), 2) :
_,
_,
split((low_cut,mid_cut: max), 5) :
_,
_,
_,
_,
_,
_;
equalizer = _,_ :
ThreeBandSplitter :
gain(low_gain*low_kill),
gain(mid_gain*mid_kill),
gain(high_gain*high_kill) :>
_,
_;
/* Boost a mono signal */
gainMono(gain) = _ :
_ * gain :
_;
/* Boost a stereo signal */
gain(gain) = _,_ :
gainMono(gain),
gainMono(gain) :
_,
_;
/* This function enables or disables the signal for the cue channel.
* Internally the same as gain() but for the ease of readability.
*/
cue(activated) = gain(activated);
process = _,_ :
gain(general_gain) :
equalizer <:
gain(volume),
cue(cue_a),
cue(cue_b);
| https://raw.githubusercontent.com/Jikstra/faust-plugins/2e91fe48d82e9ea7b74e8ac083dd6d40fb4ca645/dj-channel.dsp | faust | Inverts a boolean value. Makes a 0 out of a one and a one out of zero.
Splits a single signal into two signals at a given frequency (freq) with
* order of q
Same as splitMono but for a stereo signal
Splits a stereo signal into 6 signals, where the 1 & 2 signal are the low
* frequencies (everything below low_cut), the 3 & 4 are everything below mid_cut
* and 5 & 6 are the remaining high frequencies.
Boost a mono signal
Boost a stereo signal
This function enables or disables the signal for the cue channel.
* Internally the same as gain() but for the ease of readability.
| import("stdfaust.lib");
invertBool = _ : _ - 1;
low_cut = nentry("[0]low cut", 300, 1, 20000, 1) : si.smoo;
low_q = nentry("[1]low q", 6, 1, 16, 2);
mid_cut = nentry("[2]mid cut", 1500, 1, 20000, 1) : si.smoo;
high_q = nentry("[3]high q", 4, 1, 16, 1);
low_gain = hslider("[4]low_gain", 1, 0, 2, 0.001) : si.smoo;
low_kill = checkbox("[5]low_kill") : invertBool : si.smoo;
mid_gain = hslider("[6]mid_gain", 1, 0, 2, 0.001) : si.smoo;
mid_kill = checkbox("[7]mid_kill") : invertBool : si.smoo;
high_gain = hslider("[8]high_gain", 1, 0, 2, 0.001) : si.smoo;
high_kill = checkbox("[9]high_kill") : invertBool : si.smoo;
general_gain = hslider("gain", 1, 0, 10, 0.001) : si.smoo;
volume = vslider("volume", 1, 0, 1, 0.001) : si.smoo;
cue_a = checkbox("cue_a") : si.smoo;
cue_b = checkbox("cue_b") : si.smoo;
splitMono(freq, q) = _ <:
fi.lowpass(q, freq),
fi.highpass(q, freq) :
_,_;
split(freq,q) = _,_ :
splitMono(freq, q),
splitMono(freq, q):
_,_,_,_ <:
ba.selector(0, 4),
ba.selector(2, 4),
ba.selector(1, 4),
ba.selector(3, 4);
ThreeBandSplitter = _,_ :
split((low_cut,mid_cut:min), 2) :
_,
_,
split((low_cut,mid_cut: max), 5) :
_,
_,
_,
_,
_,
_;
equalizer = _,_ :
ThreeBandSplitter :
gain(low_gain*low_kill),
gain(mid_gain*mid_kill),
gain(high_gain*high_kill) :>
_,
_;
gainMono(gain) = _ :
_ * gain :
_;
gain(gain) = _,_ :
gainMono(gain),
gainMono(gain) :
_,
_;
cue(activated) = gain(activated);
process = _,_ :
gain(general_gain) :
equalizer <:
gain(volume),
cue(cue_a),
cue(cue_b);
|
3243bda6ad686df0c873fa58cf3761885b0bac6bd88e022c7981f98a2d352b0a | Jikstra/faust-plugins | djchannelnew.dsp | import("stdfaust.lib");
/* Inverts a boolean value. Makes a 0 out of a one and a one out of zero. */
invertBool = _ : _ - 1;
low_cut = nentry("[0]low cut", 300, 1, 20000, 1) : si.smoo;
low_q = nentry("[1]low q", 6, 1, 16, 2);
mid_cut = nentry("[2]mid cut", 1500, 1, 20000, 1) : si.smoo;
high_q = nentry("[3]high q", 4, 1, 16, 1);
low_gain = hslider("[4]low_gain", 1, 0, 2, 0.001) : si.smoo;
low_kill = checkbox("[5]low_kill") : invertBool : si.smoo;
mid_gain = hslider("[6]mid_gain", 1, 0, 2, 0.001) : si.smoo;
mid_kill = checkbox("[7]mid_kill") : invertBool : si.smoo;
high_gain = hslider("[8]high_gain", 1, 0, 2, 0.001) : si.smoo;
high_kill = checkbox("[9]high_kill") : invertBool : si.smoo;
general_gain = hslider("gain", 1, 0, 10, 0.001) : si.smoo;
volume = vslider("volume", 1, 0, 1, 0.001) : si.smoo;
cue_a = checkbox("cue_a") : si.smoo;
cue_b = checkbox("cue_b") : si.smoo;
filter = hslider("filter", 1, 0, 2, 0.001) : si.smoo;
/* Splits a single signal into two signals at a given frequency (freq) with
* order of q
*/
splitMono(freq, q) = _ <:
fi.lowpass(q, freq),
fi.highpass(q, freq) :
_,_;
/* Same as splitMono but for a stereo signal */
split(freq,q) = _,_ :
splitMono(freq, q),
splitMono(freq, q):
_,_,_,_ <:
ba.selector(0, 4),
ba.selector(2, 4),
ba.selector(1, 4),
ba.selector(3, 4);
/* Splits a stereo signal into 6 signals, where the 1 & 2 signal are the low
* frequencies (everything below low_cut), the 3 & 4 are everything below mid_cut
* and 5 & 6 are the remaining high frequencies.
*/
_f(value) = _,_ : split((value*4646), 5):
_ * (value < 1),
_ * (value < 1),
_ * (value > 1),
_ * (value > 1) :>
_,_;
f(value) = _,_ : ba.bypass2(value==1, _f(value));
ThreeBandSplitter = _,_ :
fi.filterbank (5,(low_cut,mid_cut)),
fi.filterbank (5,(low_cut,mid_cut)) <:
ba.selector(2, 6),
ba.selector(5, 6),
ba.selector(1, 6),
ba.selector(4, 6),
ba.selector(0, 6),
ba.selector(3, 6) :
_,_,_,_,_,_;
equalizer = _,_ :
ThreeBandSplitter :
gain(low_gain*low_kill),
gain(mid_gain*mid_kill),
gain(high_gain*high_kill) :>
_,
_;
/* Boost a mono signal */
gainMono(gain) = _ :
_ * gain :
_;
/* Boost a stereo signal */
gain(gain) = _,_ :
gainMono(gain),
gainMono(gain) :
_,
_;
/* This function enables or disables the signal for the cue channel.
* Internally the same as gain() but for the ease of readability.
*/
cue(activated) = gain(activated);
process = _,_ :
gain(general_gain) :
equalizer <:
gain(volume),
cue(cue_a),
cue(cue_b);
| https://raw.githubusercontent.com/Jikstra/faust-plugins/3515e771924db980575ce0522e22f38a4f175864/djchannelnew.dsp | faust | Inverts a boolean value. Makes a 0 out of a one and a one out of zero.
Splits a single signal into two signals at a given frequency (freq) with
* order of q
Same as splitMono but for a stereo signal
Splits a stereo signal into 6 signals, where the 1 & 2 signal are the low
* frequencies (everything below low_cut), the 3 & 4 are everything below mid_cut
* and 5 & 6 are the remaining high frequencies.
Boost a mono signal
Boost a stereo signal
This function enables or disables the signal for the cue channel.
* Internally the same as gain() but for the ease of readability.
| import("stdfaust.lib");
invertBool = _ : _ - 1;
low_cut = nentry("[0]low cut", 300, 1, 20000, 1) : si.smoo;
low_q = nentry("[1]low q", 6, 1, 16, 2);
mid_cut = nentry("[2]mid cut", 1500, 1, 20000, 1) : si.smoo;
high_q = nentry("[3]high q", 4, 1, 16, 1);
low_gain = hslider("[4]low_gain", 1, 0, 2, 0.001) : si.smoo;
low_kill = checkbox("[5]low_kill") : invertBool : si.smoo;
mid_gain = hslider("[6]mid_gain", 1, 0, 2, 0.001) : si.smoo;
mid_kill = checkbox("[7]mid_kill") : invertBool : si.smoo;
high_gain = hslider("[8]high_gain", 1, 0, 2, 0.001) : si.smoo;
high_kill = checkbox("[9]high_kill") : invertBool : si.smoo;
general_gain = hslider("gain", 1, 0, 10, 0.001) : si.smoo;
volume = vslider("volume", 1, 0, 1, 0.001) : si.smoo;
cue_a = checkbox("cue_a") : si.smoo;
cue_b = checkbox("cue_b") : si.smoo;
filter = hslider("filter", 1, 0, 2, 0.001) : si.smoo;
splitMono(freq, q) = _ <:
fi.lowpass(q, freq),
fi.highpass(q, freq) :
_,_;
split(freq,q) = _,_ :
splitMono(freq, q),
splitMono(freq, q):
_,_,_,_ <:
ba.selector(0, 4),
ba.selector(2, 4),
ba.selector(1, 4),
ba.selector(3, 4);
_f(value) = _,_ : split((value*4646), 5):
_ * (value < 1),
_ * (value < 1),
_ * (value > 1),
_ * (value > 1) :>
_,_;
f(value) = _,_ : ba.bypass2(value==1, _f(value));
ThreeBandSplitter = _,_ :
fi.filterbank (5,(low_cut,mid_cut)),
fi.filterbank (5,(low_cut,mid_cut)) <:
ba.selector(2, 6),
ba.selector(5, 6),
ba.selector(1, 6),
ba.selector(4, 6),
ba.selector(0, 6),
ba.selector(3, 6) :
_,_,_,_,_,_;
equalizer = _,_ :
ThreeBandSplitter :
gain(low_gain*low_kill),
gain(mid_gain*mid_kill),
gain(high_gain*high_kill) :>
_,
_;
gainMono(gain) = _ :
_ * gain :
_;
gain(gain) = _,_ :
gainMono(gain),
gainMono(gain) :
_,
_;
cue(activated) = gain(activated);
process = _,_ :
gain(general_gain) :
equalizer <:
gain(volume),
cue(cue_a),
cue(cue_b);
|
4b864e1ee1f914ae4cc4a0088250455c74c80ed251ddbfdb0c197ea584fc8107 | Jikstra/faust-plugins | modelOneEQ.dsp | declare options "[midi:on]";
import("stdfaust.lib");
midikey2hz(m) = lowestValue * pow(2.0, k * m)
with {
//lowestValue = 2000;
lowestValue = 20;
offset = 0;
k = log(((ma.SR/2)+offset)/lowestValue) / log(2) / 127;
};
midikey2hzHP(m) = lowestValue * pow(l, k * (m - 1))
with {
l = 2;
lowestValue = 20;
offset = 0;
highestValue = ma.SR/2;
k = log(((highestValue)+offset)/lowestValue) / log(l) / 125;
};
midikey2hzLP(m) = lowestValue * pow(2.0, k * m)
with {
lowestValue = 500;
//lowestValue = 4000;
offset = 0;
k = log(((ma.SR/2)+offset)/lowestValue) / log(2) / 126;
};
midikey2hzBell(m) = lowestValue * pow(2.0, k * m)
with {
lowestValue = 20;
//lowestValue = 4000;
offset = -2000;
k = log(((ma.SR/2)+offset)/lowestValue) / log(2) / 126;
};
betterSmoo = si.smooth(0.001);
hp_fq_midi = hslider("[1]hp freq midi[midi:ctrl 1]", 0, 0, 127, 1):float;
hp_fq = midikey2hzHP(hp_fq_midi) : betterSmoo;
hp_fq_ui = hp_fq : hbargraph("[2]HP Freq", 0, 21000);
hp_bypass_toggle = checkbox("[4]hp bypass[3]");
hp_bypass = (hp_bypass_toggle == 1) | (hp_fq_midi == 0);
hp_bypass_ui = hp_bypass : hbargraph("[3]HP Bypass", 0, 1);
lp_fq_midi = hslider("[4]lp freq midi[midi:ctrl 4]", 127, 0, 127, 1):float;
lp_fq = midikey2hzLP(lp_fq_midi) : betterSmoo;
lp_fq_ui = lp_fq : hbargraph("[5]LP Freq", 0, 21000);
lp_bypass_toggle = checkbox("[6]lp bypass[3]");
lp_bypass = (lp_bypass_toggle == 1) | (lp_fq_midi == 127);
lp_bypass_ui = lp_bypass : hbargraph("[7]LP Bypass", 0, 1);
bell_fq_midi = hslider("[8]bell freq midi[midi:ctrl 3]", 64, 0, 127, 1):float;
bell_fq = midikey2hzBell(bell_fq_midi) : betterSmoo;
bell_fq_ui = bell_fq : hbargraph("[9]Bell Freq", 0, 25000);
bell_gain_midi = hslider("[10]bell gain midi[midi:ctrl 2]", 64, 0, 127, 1):float;
bell_gain = select2(bell_gain_midi > 64, ((bell_gain_midi - 64)), ((bell_gain_midi - 64) / 5));
bell_gain_ui = bell_gain : hbargraph("[11]Bell Gain", -100, 100);
bell_q = select2(bell_gain_midi > 64, 4, 1);
bell_q_ui = bell_q : hbargraph("[12]Bell Q", 0, 32);
mute = (hp_fq_midi == 127) | (lp_fq_midi == 0);
mute_ui = mute : hbargraph("[13]Mute", 0, 1);
smooth_bypass(bpc, e) = _,_ : ba.bypass_fade(500, bpc, e) : _,_;
oberheim_hp(freq, q) = _ : seq(i, 8, ve.oberheimHPF(normalized_freq, q)) : _
with {
normalized_freq = min((freq/(ma.SR/2)), 1);
};
hp_mono = _ : oberheim_hp(hp_fq, 0.7) : _;
//hp_mono = _ : seq(i, 8, fi.svf.hp(hp_fq, 0.5)) : _;
hp = _ , _ : smooth_bypass(hp_bypass, (hp_mono, hp_mono)) : _, _;
oberheim_lp(freq, q) = _ : seq(i, 8, ve.oberheimLPF(normalized_freq, q)) : _
with {
normalized_freq = min((freq/(ma.SR/2)), 1);
};
lp_mono = _ : oberheim_lp(lp_fq, 0.7) : _;
lp = _ , _ : smooth_bypass(lp_bypass, (lp_mono, lp_mono)) : _, _;
bell_mono = _ <:
(_ : fi.svf.bell(bell_fq, 1, bell_gain / 2) : fi.svf.bell(bell_fq, 1, bell_gain / 2) : _),
(_ : fi.svf.bell(bell_fq, 1, bell_gain) : _)
: select2(bell_gain_midi < 64)
: _;
bell = _,_ : bell_mono,bell_mono: _,_;
muter = _,_ : ba.bypass_fade(2500, (mute == 0), (_ * 0, _ * 0)) : _,_;
process = _,_ : hp : lp : bell : muter : _, _ :
_, attach(_, hp_fq_ui) :
_, attach(_, hp_bypass_ui) :
_, attach(_, lp_fq_ui) :
_, attach(_, lp_bypass_ui) :
_, attach(_, bell_fq_ui) :
_, attach(_, bell_q_ui) :
_, attach(_, bell_gain_ui) :
_, attach(_, mute_ui);
| https://raw.githubusercontent.com/Jikstra/faust-plugins/3515e771924db980575ce0522e22f38a4f175864/modelOneEQ.dsp | faust | lowestValue = 2000;
lowestValue = 4000;
lowestValue = 4000;
hp_mono = _ : seq(i, 8, fi.svf.hp(hp_fq, 0.5)) : _; | declare options "[midi:on]";
import("stdfaust.lib");
midikey2hz(m) = lowestValue * pow(2.0, k * m)
with {
lowestValue = 20;
offset = 0;
k = log(((ma.SR/2)+offset)/lowestValue) / log(2) / 127;
};
midikey2hzHP(m) = lowestValue * pow(l, k * (m - 1))
with {
l = 2;
lowestValue = 20;
offset = 0;
highestValue = ma.SR/2;
k = log(((highestValue)+offset)/lowestValue) / log(l) / 125;
};
midikey2hzLP(m) = lowestValue * pow(2.0, k * m)
with {
lowestValue = 500;
offset = 0;
k = log(((ma.SR/2)+offset)/lowestValue) / log(2) / 126;
};
midikey2hzBell(m) = lowestValue * pow(2.0, k * m)
with {
lowestValue = 20;
offset = -2000;
k = log(((ma.SR/2)+offset)/lowestValue) / log(2) / 126;
};
betterSmoo = si.smooth(0.001);
hp_fq_midi = hslider("[1]hp freq midi[midi:ctrl 1]", 0, 0, 127, 1):float;
hp_fq = midikey2hzHP(hp_fq_midi) : betterSmoo;
hp_fq_ui = hp_fq : hbargraph("[2]HP Freq", 0, 21000);
hp_bypass_toggle = checkbox("[4]hp bypass[3]");
hp_bypass = (hp_bypass_toggle == 1) | (hp_fq_midi == 0);
hp_bypass_ui = hp_bypass : hbargraph("[3]HP Bypass", 0, 1);
lp_fq_midi = hslider("[4]lp freq midi[midi:ctrl 4]", 127, 0, 127, 1):float;
lp_fq = midikey2hzLP(lp_fq_midi) : betterSmoo;
lp_fq_ui = lp_fq : hbargraph("[5]LP Freq", 0, 21000);
lp_bypass_toggle = checkbox("[6]lp bypass[3]");
lp_bypass = (lp_bypass_toggle == 1) | (lp_fq_midi == 127);
lp_bypass_ui = lp_bypass : hbargraph("[7]LP Bypass", 0, 1);
bell_fq_midi = hslider("[8]bell freq midi[midi:ctrl 3]", 64, 0, 127, 1):float;
bell_fq = midikey2hzBell(bell_fq_midi) : betterSmoo;
bell_fq_ui = bell_fq : hbargraph("[9]Bell Freq", 0, 25000);
bell_gain_midi = hslider("[10]bell gain midi[midi:ctrl 2]", 64, 0, 127, 1):float;
bell_gain = select2(bell_gain_midi > 64, ((bell_gain_midi - 64)), ((bell_gain_midi - 64) / 5));
bell_gain_ui = bell_gain : hbargraph("[11]Bell Gain", -100, 100);
bell_q = select2(bell_gain_midi > 64, 4, 1);
bell_q_ui = bell_q : hbargraph("[12]Bell Q", 0, 32);
mute = (hp_fq_midi == 127) | (lp_fq_midi == 0);
mute_ui = mute : hbargraph("[13]Mute", 0, 1);
smooth_bypass(bpc, e) = _,_ : ba.bypass_fade(500, bpc, e) : _,_;
oberheim_hp(freq, q) = _ : seq(i, 8, ve.oberheimHPF(normalized_freq, q)) : _
with {
normalized_freq = min((freq/(ma.SR/2)), 1);
};
hp_mono = _ : oberheim_hp(hp_fq, 0.7) : _;
hp = _ , _ : smooth_bypass(hp_bypass, (hp_mono, hp_mono)) : _, _;
oberheim_lp(freq, q) = _ : seq(i, 8, ve.oberheimLPF(normalized_freq, q)) : _
with {
normalized_freq = min((freq/(ma.SR/2)), 1);
};
lp_mono = _ : oberheim_lp(lp_fq, 0.7) : _;
lp = _ , _ : smooth_bypass(lp_bypass, (lp_mono, lp_mono)) : _, _;
bell_mono = _ <:
(_ : fi.svf.bell(bell_fq, 1, bell_gain / 2) : fi.svf.bell(bell_fq, 1, bell_gain / 2) : _),
(_ : fi.svf.bell(bell_fq, 1, bell_gain) : _)
: select2(bell_gain_midi < 64)
: _;
bell = _,_ : bell_mono,bell_mono: _,_;
muter = _,_ : ba.bypass_fade(2500, (mute == 0), (_ * 0, _ * 0)) : _,_;
process = _,_ : hp : lp : bell : muter : _, _ :
_, attach(_, hp_fq_ui) :
_, attach(_, hp_bypass_ui) :
_, attach(_, lp_fq_ui) :
_, attach(_, lp_bypass_ui) :
_, attach(_, bell_fq_ui) :
_, attach(_, bell_q_ui) :
_, attach(_, bell_gain_ui) :
_, attach(_, mute_ui);
|
7d0adf73d5af21fe309fb9fc7c6b387308a15ed97081eb59a75e0be627331ef7 | diegomonteagudo/TC-SON | FaustTwoSounds.dsp | import("stdfaust.lib");
// djembeModelCustom(freq) = _ <: par(i,nModes,pm.modeFilter(modeFreqs(i),modeT60s(i),modeGains(i))) :> /(nModes)
// with{
// nModes = 10;
// theta = 0; // angle
// modeFreqs(i) = freq + 200*i;
// modeT60s(i) = (nModes-i)*0.03;
// modeGains(i) = cos((i+1)*theta)/float(i+1)*(1/(i+1));
// };
// djembe(freq,strikePosition,strikeSharpness,gain,trigger) =
// pm.strike(strikePosition,strikeSharpness,gain,trigger) : djembeModelCustom(freq);
oscsin(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with {
tablesize = 256;
};
frequence0 = hslider("frequence0",261.63,20,6000,0.1);
frequence1 = hslider("frequence1",277.18,20,6000,0.1);
frequence2 = hslider("frequence2",293.66,20,6000,0.1);
frequence3 = hslider("frequence3",311.13,20,6000,0.1);
frequence4 = hslider("frequence4",329.63,20,6000,0.1);
frequence5 = hslider("frequence5",349.23,20,6000,0.1);
frequence6 = hslider("frequence6",369.99,20,6000,0.1);
frequence7 = hslider("frequence7",392.00,20,6000,0.1);
frequence8 = hslider("frequence8",415.30,20,6000,0.1);
frequence9 = hslider("frequence9",440.00,20,6000,0.1);
frequence10 = hslider("frequence10",466.16,20,6000,0.1);
frequence11 = hslider("frequence11",493.88,20,6000,0.1);
gate0 = button("gate0");
gate1 = button("gate1");
gate2 = button("gate2");
gate3 = button("gate3");
gate4 = button("gate4");
gate5 = button("gate5");
gate6 = button("gate6");
gate7 = button("gate7");
gate8 = button("gate8");
gate9 = button("gate9");
gate10 = button("gate10");
gate11 = button("gate11");
gain = hslider("gain",1,0,1,0.1);
harpeStatus = hslider("harpe",1,0,1,1);
res = 2;
harpeIns = sy.combString(frequence0,res,gate0),sy.combString(frequence1,res,gate1),sy.combString(frequence2,res,gate2),sy.combString(frequence3,res,gate3),sy.combString(frequence4,res,gate4),sy.combString(frequence5,res,gate5),sy.combString(frequence6,res,gate6),sy.combString(frequence7,res,gate7),sy.combString(frequence8,res,gate8),sy.combString(frequence9,res,gate9),sy.combString(frequence10,res,gate10),sy.combString(frequence11,res,gate11) :> *(harpeStatus);
// djembeStatus = hslider("djembe",0,0,1,1);
// djembeIns = djembe(frequence0, 0.3, 1, 1, gate0),djembe(frequence1, 0.3, 1, 1, gate1),djembe(frequence2, 0.3, 1, 1, gate2),djembe(frequence3, 0.3, 1, 1, gate3),djembe(frequence4, 0.3, 1, 1, gate4),djembe(frequence5, 0.3, 1, 1, gate5),djembe(frequence6, 0.3, 1, 1, gate6),djembe(frequence7, 0.3, 1, 1, gate7),djembe(frequence8, 0.3, 1, 1, gate8),djembe(frequence9, 0.3, 1, 1, gate9),djembe(frequence10, 0.3, 1, 1, gate10),djembe(frequence11, 0.3, 1, 1, gate11) :> *(djembeStatus);
sineStatus = hslider("sine",0,0,1,1);
sineIns = gate0*oscsin(frequence0),gate1*oscsin(frequence1),gate2*oscsin(frequence2),gate3*oscsin(frequence3),gate4*oscsin(frequence4),gate5*oscsin(frequence5),gate6*oscsin(frequence6),gate7*oscsin(frequence7),gate8*oscsin(frequence8),gate9*oscsin(frequence9),gate10*oscsin(frequence10),gate11*oscsin(frequence11) :> *(sineStatus);
process = (harpeIns,sineIns) :> *(gain);
| https://raw.githubusercontent.com/diegomonteagudo/TC-SON/6c2dd3cf34f020ad499c8c08e8dfea9446a024ec/FaustTwoSounds.dsp | faust | djembeModelCustom(freq) = _ <: par(i,nModes,pm.modeFilter(modeFreqs(i),modeT60s(i),modeGains(i))) :> /(nModes)
with{
nModes = 10;
theta = 0; // angle
modeFreqs(i) = freq + 200*i;
modeT60s(i) = (nModes-i)*0.03;
modeGains(i) = cos((i+1)*theta)/float(i+1)*(1/(i+1));
};
djembe(freq,strikePosition,strikeSharpness,gain,trigger) =
pm.strike(strikePosition,strikeSharpness,gain,trigger) : djembeModelCustom(freq);
djembeStatus = hslider("djembe",0,0,1,1);
djembeIns = djembe(frequence0, 0.3, 1, 1, gate0),djembe(frequence1, 0.3, 1, 1, gate1),djembe(frequence2, 0.3, 1, 1, gate2),djembe(frequence3, 0.3, 1, 1, gate3),djembe(frequence4, 0.3, 1, 1, gate4),djembe(frequence5, 0.3, 1, 1, gate5),djembe(frequence6, 0.3, 1, 1, gate6),djembe(frequence7, 0.3, 1, 1, gate7),djembe(frequence8, 0.3, 1, 1, gate8),djembe(frequence9, 0.3, 1, 1, gate9),djembe(frequence10, 0.3, 1, 1, gate10),djembe(frequence11, 0.3, 1, 1, gate11) :> *(djembeStatus); | import("stdfaust.lib");
oscsin(freq) = rdtable(tablesize, os.sinwaveform(tablesize), int(os.phasor(tablesize,freq)))
with {
tablesize = 256;
};
frequence0 = hslider("frequence0",261.63,20,6000,0.1);
frequence1 = hslider("frequence1",277.18,20,6000,0.1);
frequence2 = hslider("frequence2",293.66,20,6000,0.1);
frequence3 = hslider("frequence3",311.13,20,6000,0.1);
frequence4 = hslider("frequence4",329.63,20,6000,0.1);
frequence5 = hslider("frequence5",349.23,20,6000,0.1);
frequence6 = hslider("frequence6",369.99,20,6000,0.1);
frequence7 = hslider("frequence7",392.00,20,6000,0.1);
frequence8 = hslider("frequence8",415.30,20,6000,0.1);
frequence9 = hslider("frequence9",440.00,20,6000,0.1);
frequence10 = hslider("frequence10",466.16,20,6000,0.1);
frequence11 = hslider("frequence11",493.88,20,6000,0.1);
gate0 = button("gate0");
gate1 = button("gate1");
gate2 = button("gate2");
gate3 = button("gate3");
gate4 = button("gate4");
gate5 = button("gate5");
gate6 = button("gate6");
gate7 = button("gate7");
gate8 = button("gate8");
gate9 = button("gate9");
gate10 = button("gate10");
gate11 = button("gate11");
gain = hslider("gain",1,0,1,0.1);
harpeStatus = hslider("harpe",1,0,1,1);
res = 2;
harpeIns = sy.combString(frequence0,res,gate0),sy.combString(frequence1,res,gate1),sy.combString(frequence2,res,gate2),sy.combString(frequence3,res,gate3),sy.combString(frequence4,res,gate4),sy.combString(frequence5,res,gate5),sy.combString(frequence6,res,gate6),sy.combString(frequence7,res,gate7),sy.combString(frequence8,res,gate8),sy.combString(frequence9,res,gate9),sy.combString(frequence10,res,gate10),sy.combString(frequence11,res,gate11) :> *(harpeStatus);
sineStatus = hslider("sine",0,0,1,1);
sineIns = gate0*oscsin(frequence0),gate1*oscsin(frequence1),gate2*oscsin(frequence2),gate3*oscsin(frequence3),gate4*oscsin(frequence4),gate5*oscsin(frequence5),gate6*oscsin(frequence6),gate7*oscsin(frequence7),gate8*oscsin(frequence8),gate9*oscsin(frequence9),gate10*oscsin(frequence10),gate11*oscsin(frequence11) :> *(sineStatus);
process = (harpeIns,sineIns) :> *(gain);
|
bf8b1eb6cdc931cc0d598232e3de938e2dc730767f29b3c92f2e84431824099b | consba/2023-Musel21 | dattorro.dsp | declare name "Dattorro Reverb";
import("stdfaust.lib");
dattorroSr = 29761;
//dattorroval : dattorrosr = x : sr
// funzione per l'adattamento dei valori
adapt(val) = val; //* ma.SR / 29761 : int;
// slider
//guisr = vslider("Sample Rate[style:radio{'44100':0;'48000':1;'96000':2}]",0, 0, 2, 1);
//mymax = select3(guisr, 44100, 48000, 96000);
mymax = 96000;
pdly = vslider("[0]preDelay", 0, 0, mymax, 1); //si può impostare SR
decay = vslider("[1]decay", 0.5, 0, 1, 0.01) : si.smoo;
dDgroup(x) = hgroup("[2]Decay diffusion", x);
ddiff1 = dDgroup(vslider("1", 0.7, 0, 1, 0.01));
ddiff2 = dDgroup(vslider("2", 0.5, 0.25, 0.5, 0.01));
iDgroup(x) = hgroup("[3]Input diffusion", x);
idif1 = iDgroup(vslider("1", 0.75, 0, 1, 0.001));
idif2 = iDgroup(vslider("2", 0.625, 0, 1, 0.001));
bw = vslider("[4]bandWidth", 0.7, 0, 0.9999999, 0.01);
damp = 1-vslider("[5]damping", 0.0005, 0, 1, 0.0001);
exgroup(x) = hgroup("[6]Excursion", x);
oscRadio = exgroup(vslider("Osc[style:radio{'Sine':0;'Tri':1;'Sqare':2}]",0, 0, 2, 1));
oscS = select3(oscRadio,os.osc(1),os.triangle(1),os.square(1));
exui = exgroup(vslider("Amp", 16, 0, 100, 0.001));
dattorroGroup = hgroup("Dattorro Reverb", dattorro);
lp1p(a) = _*(a) : +~*(1-a);
apf(idif, t) = (ma.sub : (*(idif) <: de.delay(mymax, t), _))~*(idif) : +;
//ma.sub inverte l'ordine degli operatori
//process = ba.pulsen(1, ma.SR) : apf;
apfm(idif, t, ex) = (+ : (*(idif) <: de.sdelay(mymax, 512, t+(oscS*ex)), _))~*(idif) : -; //esternare oscillatore
//yL = apfm(ddiff1, adapt(672), exui) : de.delay(mymax, adapt(4453)) : lp1p(damp) : *(decay) : apf(ddiff1, adapt(1800)) : de.delay(ma.SR, adapt(3720));
//yR = apfm(ddiff1, adapt(908), exui) : de.delay(mymax, adapt(4217)) : lp1p(damp) : *(decay) : apf(ddiff2, adapt(2656)) : de.delay(ma.SR, adapt(3163)) : *(decay);
yL = apf(ddiff1, adapt(672)) : de.delay(mymax, adapt(4453)) : lp1p(damp) : *(decay) : apf(ddiff1, adapt(1800)) : de.delay(ma.SR, adapt(3720));
yR = apf(ddiff1, adapt(908)) : de.delay(mymax, adapt(4217)) : lp1p(damp) : *(decay) : apf(ddiff2, adapt(2656)) : de.delay(ma.SR, adapt(3163)) : *(decay);
tank = (ro.cross(2),_,_ : _,ro.cross(2),_ : +,+ : yL, yR)~(*(decay),*(decay));
//si.bus(s) dice che ci sono due canali e quindi raddoppia
//ro.cross reindirizza i flussi cambiando la numerazione degli ingressi (più o meno una cosa del genere)
dattorro = _ : de.delay(mymax, pdly) : lp1p(bw) : apf(idif1, adapt(142)) : apf(idif1, adapt(107)) : apf(idif2, adapt(379)) : apf(idif2, adapt(277)) <: tank; //modifica decay dopo l'uscita
//process = fi.allpassnt(1, 1); //filtro allpass con topologia lattice
//process = _ <: _*(0.5),dattorro :>/(2);
dw = 0.9;
process = _ <: (_*(1-dw) <: _,_),dattorroGroup : _,_,*(dw),*(dw) :> _,_;
| https://raw.githubusercontent.com/consba/2023-Musel21/33f82a0d4f4e24c5d333e3633dcd77fcab2df9c4/dattorro.dsp | faust | dattorroval : dattorrosr = x : sr
funzione per l'adattamento dei valori
* ma.SR / 29761 : int;
slider
guisr = vslider("Sample Rate[style:radio{'44100':0;'48000':1;'96000':2}]",0, 0, 2, 1);
mymax = select3(guisr, 44100, 48000, 96000);
si può impostare SR
ma.sub inverte l'ordine degli operatori
process = ba.pulsen(1, ma.SR) : apf;
esternare oscillatore
yL = apfm(ddiff1, adapt(672), exui) : de.delay(mymax, adapt(4453)) : lp1p(damp) : *(decay) : apf(ddiff1, adapt(1800)) : de.delay(ma.SR, adapt(3720));
yR = apfm(ddiff1, adapt(908), exui) : de.delay(mymax, adapt(4217)) : lp1p(damp) : *(decay) : apf(ddiff2, adapt(2656)) : de.delay(ma.SR, adapt(3163)) : *(decay);
si.bus(s) dice che ci sono due canali e quindi raddoppia
ro.cross reindirizza i flussi cambiando la numerazione degli ingressi (più o meno una cosa del genere)
modifica decay dopo l'uscita
process = fi.allpassnt(1, 1); //filtro allpass con topologia lattice
process = _ <: _*(0.5),dattorro :>/(2); | declare name "Dattorro Reverb";
import("stdfaust.lib");
dattorroSr = 29761;
mymax = 96000;
decay = vslider("[1]decay", 0.5, 0, 1, 0.01) : si.smoo;
dDgroup(x) = hgroup("[2]Decay diffusion", x);
ddiff1 = dDgroup(vslider("1", 0.7, 0, 1, 0.01));
ddiff2 = dDgroup(vslider("2", 0.5, 0.25, 0.5, 0.01));
iDgroup(x) = hgroup("[3]Input diffusion", x);
idif1 = iDgroup(vslider("1", 0.75, 0, 1, 0.001));
idif2 = iDgroup(vslider("2", 0.625, 0, 1, 0.001));
bw = vslider("[4]bandWidth", 0.7, 0, 0.9999999, 0.01);
damp = 1-vslider("[5]damping", 0.0005, 0, 1, 0.0001);
exgroup(x) = hgroup("[6]Excursion", x);
oscRadio = exgroup(vslider("Osc[style:radio{'Sine':0;'Tri':1;'Sqare':2}]",0, 0, 2, 1));
oscS = select3(oscRadio,os.osc(1),os.triangle(1),os.square(1));
exui = exgroup(vslider("Amp", 16, 0, 100, 0.001));
dattorroGroup = hgroup("Dattorro Reverb", dattorro);
lp1p(a) = _*(a) : +~*(1-a);
apf(idif, t) = (ma.sub : (*(idif) <: de.delay(mymax, t), _))~*(idif) : +;
yL = apf(ddiff1, adapt(672)) : de.delay(mymax, adapt(4453)) : lp1p(damp) : *(decay) : apf(ddiff1, adapt(1800)) : de.delay(ma.SR, adapt(3720));
yR = apf(ddiff1, adapt(908)) : de.delay(mymax, adapt(4217)) : lp1p(damp) : *(decay) : apf(ddiff2, adapt(2656)) : de.delay(ma.SR, adapt(3163)) : *(decay);
tank = (ro.cross(2),_,_ : _,ro.cross(2),_ : +,+ : yL, yR)~(*(decay),*(decay));
dw = 0.9;
process = _ <: (_*(1-dw) <: _,_),dattorroGroup : _,_,*(dw),*(dw) :> _,_;
|
732fd4e0d2bc10c5ceaa54bbe4e6a4e1e771a8602e0f35079ea96746e494c104 | JoaoSvidzinski/lorenz-dream | mTDelHarmo7E.dsp | //--------------------------------------------------------------------------------------//
//-------------------------------mTDelHarmo7--------------------------------------------//
//
//-------------------------BY ALAIN BONARDI - 2015 - 2017-------------------------------//
//--------------------------------------------------------------------------------------//
//CHANGES
//Doppler pitchshifters remains with 4 overlapped blocks
//Maximum delay size in samples is now 1048576 (and no longer 2097152)
//that is more than 21 seconds at 48 KHz
import("stdfaust.lib");
//--------------------------------------------------------------------------------------//
//GENERAL MATRIX//
//--------------------------------------------------------------------------------------//
//matrix of N x M toggles//
//
toggle(c, in) = checkbox("h:Lines/h:Reinjection_Matrix/v:Del%2c-->/r%3in");
Mixer(N,out) = par(in, N, *(toggle(in, in+out*N)) ) :> _ ;
Matrix(N,M) = par(in, N, _) <: par(out, M, Mixer(N, out));
//--------------------------------------------------------------------------------------//
tablesize = 1 << 16;
sinustable = os.sinwaveform(tablesize);
millisec = ma.SR / 1000.0;
//--------------------------------------------------------------------------------------//
//CONTROL PARAMETERS
//--------------------------------------------------------------------------------------//
//Size of the harmonizer window for Doppler effect//
hWin(ind) = hslider("h:Lines/v:Windows/hWin%2ind", 64, 1, 127, 0.01) : pdLineDrive4096;
//Duration of smoothing//
smoothDuration = hslider("h:Global_Parameters/smoothDuration", 20, 10, 5000, 1)/1000;
//Delay line parameters//
d(ind) = int(hslider("h:Lines/v:Del_Durations/d%2ind", (100*(ind+1)), 0, 21000, 1)*millisec*hslider("h:Global_Parameters/dStretch [7]", 1, 0.01, 10, 0.01));
fd(ind) = hslider("h:Lines/v:Del_Feedbacks/fd%2ind", 0, 0, 0.99, 0.01):smoothLine;
//Dispatching between harmonizer (1) and simple delay (0)//
xvd(ind) = 0.5;
hStretch(ind) = hslider("h:Lines/v:Stretch/hStretch%2ind", 1, -10, 10, 0.01);
//Transposition in midicents//
tr(ind) = hslider("h:Lines/v:Harmo_Transpositions/tr%2ind", 0, -2400, 2400, 1);
//Input gains//
//from 0 to 1//
inp(ind) = hslider("h:Lines/v:Line_input/inp%2ind [5]", 1, 0, 1, 0.01):smoothLine;
//OUTPUT GAINS//
//from 0 to 1//
out(ind) = hslider("h:Lines/v:Line_output/out%2ind [6]", 1, 0, 1, 0.01):smoothLine;
//--------------------------------------------------------------------------------------//
//FEEDBACK REINJECTION MATRICES N x N
//--------------------------------------------------------------------------------------//
fdMatrix(N) = Matrix(N, N);
//--------------------------------------------------------------------------------------//
//DEFINITION OF A SMOOTHING FUNCTION FOR CONTROLLERS
//--------------------------------------------------------------------------------------//
smoothLine = si.smooth(ba.tau2pole(smoothDuration));
//--------------------------------------------------------------------------------------//
// GENERATORS
//--------------------------------------------------------------------------------------//
//--------------------------------------------------------------------------------------//
// PHASOR THAT ACCEPTS BOTH NEGATIVE AND POSITIVE FREQUENCES
//--------------------------------------------------------------------------------------//
pdPhasor(f) = os.phasor(1, f);
//--------------------------------------------------------------------------------------//
// SINUS ENVELOPE
//--------------------------------------------------------------------------------------//
sinusEnvelop(phase) = s1 + d * (s2 - s1)
with {
zeroToOnePhase = phase : ma.decimal;
myIndex = zeroToOnePhase * float(tablesize);
i1 = int(myIndex);
d = ma.decimal(myIndex);
i2 = (i1+1) % int(tablesize);
s1 = rdtable(tablesize, sinustable, i1);
s2 = rdtable(tablesize, sinustable, i2);
};
//-------------------------------------------------------------------------
// Implementation of Max/MSP line~. Generate signal ramp or envelope
//
// USAGE : line(value, time)
// value : the desired output value
// time : the interpolation time to reach this value (in milliseconds)
//
// NOTE : the interpolation process is restarted every time the desired
// output value changes. The interpolation time is sampled only then.
//
// comes from the maxmsp.lib - no longer standard library
//
//-------------------------------------------------------------------------
line (value, time) = state~(_,_):!,_
with {
state (t, c) = nt, ba.if (nt <= 0, value, c+(value - c) / nt)
with {
nt = ba.if( value != value', samples, t-1);
samples = time*ma.SR/1000.0;
};
};
//--------------------------------------------------------------------------------------//
//DEFINITION OF A PUREDATA LIKE LINEDRIVE OBJECT
//--------------------------------------------------------------------------------------//
pdLineDrive(vol, ti, r, f, b, t) = transitionLineDrive
with {
//vol = current volume in Midi (0-127)
//ti = current time of evolution (in msec)
//r is the range, usually Midi range (127)
//f is the factor, usually 2
//b is the basis, usually 1.07177
//t is the ramp time usually 30 ms
pre_val = ba.if (vol < r, vol, r);
val = ba.if (pre_val < 1, 0, f*pow(b, (pre_val - r)));
pre_ti = ba.if (ti < 1.46, t, ti);
transitionLineDrive = line(val, pre_ti);
};
pdLineDrive4096 = (_, 30, 127, 4096, 1.07177, 30) : pdLineDrive;
//--------------------------------------------------------------------------------------//
//CLIP FUNCTION BETWEEN -1 AND 1
//--------------------------------------------------------------------------------------//
clip(x) = (-1) * infTest + 1 * supTest + x * rangeTest
with {
infTest = (x < -1);
supTest = (x > 1);
rangeTest = (1 - infTest) * (1 - supTest);
};
//--------------------------------------------------------------------------------------//
//DOUBLE OVERLAPPED DELAY
//--------------------------------------------------------------------------------------//
//
//nsamp is an integer number corresponding to the number of samples of delay
//freq is the frequency of envelopping for the overlapping between the 2 delay lines
//--------------------------------------------------------------------------------------//
maxSampSize = 1048576;
delay21s(nsamp) = de.delay(maxSampSize, nsamp);
overlappedDoubleDelay21s(nsamp, freq) = doubleDelay
with {
env1 = freq : pdPhasor : sinusEnvelop : *(0.5) : +(0.5);
env1c = 1 - env1;
th1 = (env1 > 0.001) * (env1@1 <= 0.001); //env1 threshold crossing
th2 = (env1c > 0.001) * (env1c@1 <= 0.001); //env1c threshold crossing
nsamp1 = nsamp : ba.sAndH(th1);
nsamp2 = nsamp : ba.sAndH(th2);
doubleDelay = _ <: (delay21s(nsamp1), delay21s(nsamp2)) : (*(env1), *(env1c)) : + ;
};
doubleDelay21s(nsamp) = overlappedDoubleDelay21s(nsamp, 30);
//--------------------------------------------------------------------------------------//
//DEFINITION OF AN ELEMENTARY TRANSPOSITION BLOCK
//--------------------------------------------------------------------------------------//
transpoBlock(moduleOffset, midicents, win) = dopplerDelay
with {
freq = midicents : +(6000) : *(0.01) : ba.midikey2hz : -(261.625977) : *(-3.8224) /(float(win));
//shifted phasor//
adjustedPhasor = freq : pdPhasor : +(moduleOffset) : ma.decimal;
//threshold to input new control values//
th_trigger = (adjustedPhasor > 0.001) * (adjustedPhasor@1 <= 0.001);
trig_win = win : ba.sAndH(th_trigger);
delayInSamples = adjustedPhasor : *(trig_win) : *(millisec);
variableDelay = de.fdelay(262144, delayInSamples);
cosinusEnvelop = adjustedPhasor : *(0.5) : sinusEnvelop;
dopplerDelay = (variableDelay, cosinusEnvelop) : * ;
};
overlapped4Harmo(tra, win) = _ <: par(i, 4, transpoBlock(i/4, tra, win)) :> *(0.5);
overlapped4HarmoDryWet(tra, alpha, win) = _ <: (*(alpha), *(1-alpha)) : (overlapped4Harmo(tra, win), _) :> _ ;
//--------------------------------------------------------------------------------------//
//INPUT DISPATCHING
//--------------------------------------------------------------------------------------//
//
//starting with 2n values sigA1, sigA2, ... sigAn, sigB1, sigB2, ... sigBn
//the result is the vector sigA1, sigB1, sigA2, sigB2, ..., sigAn, sigBn
//--------------------------------------------------------------------------------------//
inputSort(n) = si.bus(2*n) <: par(i, n, (ba.selector(i, 2*n), ba.selector(i+n, 2*n)));
//--------------------------------------------------------------------------------------//
//BLOCK DEFINITIONS
//--------------------------------------------------------------------------------------//
//delay block//
DelBlock(n) = par(i, n, (+ : doubleDelay21s(d(i))));
//harmonizer block//
HarmoBlock(n) = par(i, n, (clip : overlapped4HarmoDryWet(tr(i)*hStretch(i), xvd(i), hWin(i))));
//delay and harmonizer block//
DelHarmoBlock(n) = DelBlock(n) : HarmoBlock(n);
//feedback block//
fdBlock(n) = par(i, n, *(fd(i) : *(1 - xvd(i) * 0.75)));
//feedback and dispatching block//
fdToMatrixBlock(n) = fdBlock(n) : fdMatrix(n);
//n inlets with n gain controls//
inputBlock(n) = par(i, n, *(inp(i)));
//output gain block with n gain controls//
outputBlock(n) = par(i, n, *(out(i)));
//--------------------------------------------------------------------------------------//
//MTAP PROCESSES
//DELAY COMBINED WITH HARMONIZERS
//--------------------------------------------------------------------------------------//
//
//mTDel(n) = n delay lines with reinjection
//mTDelHarmo(n) = n {delay lines + harmonizers} with reinjection
//
//each of them with two possibilities:
//-either autoReinj which means a delay line can reinject sound only into itself (A)
//-or multReinj which means a delay line can reinject sound into any delay line (M)
//--------------------------------------------------------------------------------------//
mTDelA(n) = (inputSort(n) : DelBlock(n)) ~ (fdBlock(n));
mTDelHarmoA(n) = (inputSort(n) : DelHarmoBlock(n)) ~ (fdBlock(n));
mTDelM(n) = (inputSort(n) : DelBlock(n)) ~ (fdToMatrixBlock(n));
mTDelHarmoM(n) = (inputSort(n) : DelHarmoBlock(n)) ~ (fdToMatrixBlock(n));
//--------------------------------------------------------------------------------------//
//DELAYS WITH HARMONIZERS
mTDelHarmoMG(n) = inputBlock(n) : mTDelHarmoM(n) : outputBlock(n);
//--------------------------------------------------------------------------------------//
//PROCESS
//--------------------------------------------------------------------------------------//
process = mTDelHarmoMG(7);
| https://raw.githubusercontent.com/JoaoSvidzinski/lorenz-dream/9d6014145d8101e92c34418f81c9be210650cf05/_Patch/Dep/mTDelHarmo7E/mTDelHarmo7E.dsp | faust | --------------------------------------------------------------------------------------//
-------------------------------mTDelHarmo7--------------------------------------------//
-------------------------BY ALAIN BONARDI - 2015 - 2017-------------------------------//
--------------------------------------------------------------------------------------//
CHANGES
Doppler pitchshifters remains with 4 overlapped blocks
Maximum delay size in samples is now 1048576 (and no longer 2097152)
that is more than 21 seconds at 48 KHz
--------------------------------------------------------------------------------------//
GENERAL MATRIX//
--------------------------------------------------------------------------------------//
matrix of N x M toggles//
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
CONTROL PARAMETERS
--------------------------------------------------------------------------------------//
Size of the harmonizer window for Doppler effect//
Duration of smoothing//
Delay line parameters//
Dispatching between harmonizer (1) and simple delay (0)//
Transposition in midicents//
Input gains//
from 0 to 1//
OUTPUT GAINS//
from 0 to 1//
--------------------------------------------------------------------------------------//
FEEDBACK REINJECTION MATRICES N x N
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
DEFINITION OF A SMOOTHING FUNCTION FOR CONTROLLERS
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
GENERATORS
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
PHASOR THAT ACCEPTS BOTH NEGATIVE AND POSITIVE FREQUENCES
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
SINUS ENVELOPE
--------------------------------------------------------------------------------------//
-------------------------------------------------------------------------
Implementation of Max/MSP line~. Generate signal ramp or envelope
USAGE : line(value, time)
value : the desired output value
time : the interpolation time to reach this value (in milliseconds)
NOTE : the interpolation process is restarted every time the desired
output value changes. The interpolation time is sampled only then.
comes from the maxmsp.lib - no longer standard library
-------------------------------------------------------------------------
--------------------------------------------------------------------------------------//
DEFINITION OF A PUREDATA LIKE LINEDRIVE OBJECT
--------------------------------------------------------------------------------------//
vol = current volume in Midi (0-127)
ti = current time of evolution (in msec)
r is the range, usually Midi range (127)
f is the factor, usually 2
b is the basis, usually 1.07177
t is the ramp time usually 30 ms
--------------------------------------------------------------------------------------//
CLIP FUNCTION BETWEEN -1 AND 1
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
DOUBLE OVERLAPPED DELAY
--------------------------------------------------------------------------------------//
nsamp is an integer number corresponding to the number of samples of delay
freq is the frequency of envelopping for the overlapping between the 2 delay lines
--------------------------------------------------------------------------------------//
env1 threshold crossing
env1c threshold crossing
--------------------------------------------------------------------------------------//
DEFINITION OF AN ELEMENTARY TRANSPOSITION BLOCK
--------------------------------------------------------------------------------------//
shifted phasor//
threshold to input new control values//
--------------------------------------------------------------------------------------//
INPUT DISPATCHING
--------------------------------------------------------------------------------------//
starting with 2n values sigA1, sigA2, ... sigAn, sigB1, sigB2, ... sigBn
the result is the vector sigA1, sigB1, sigA2, sigB2, ..., sigAn, sigBn
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
BLOCK DEFINITIONS
--------------------------------------------------------------------------------------//
delay block//
harmonizer block//
delay and harmonizer block//
feedback block//
feedback and dispatching block//
n inlets with n gain controls//
output gain block with n gain controls//
--------------------------------------------------------------------------------------//
MTAP PROCESSES
DELAY COMBINED WITH HARMONIZERS
--------------------------------------------------------------------------------------//
mTDel(n) = n delay lines with reinjection
mTDelHarmo(n) = n {delay lines + harmonizers} with reinjection
each of them with two possibilities:
-either autoReinj which means a delay line can reinject sound only into itself (A)
-or multReinj which means a delay line can reinject sound into any delay line (M)
--------------------------------------------------------------------------------------//
--------------------------------------------------------------------------------------//
DELAYS WITH HARMONIZERS
--------------------------------------------------------------------------------------//
PROCESS
--------------------------------------------------------------------------------------// |
import("stdfaust.lib");
toggle(c, in) = checkbox("h:Lines/h:Reinjection_Matrix/v:Del%2c-->/r%3in");
Mixer(N,out) = par(in, N, *(toggle(in, in+out*N)) ) :> _ ;
Matrix(N,M) = par(in, N, _) <: par(out, M, Mixer(N, out));
tablesize = 1 << 16;
sinustable = os.sinwaveform(tablesize);
millisec = ma.SR / 1000.0;
hWin(ind) = hslider("h:Lines/v:Windows/hWin%2ind", 64, 1, 127, 0.01) : pdLineDrive4096;
smoothDuration = hslider("h:Global_Parameters/smoothDuration", 20, 10, 5000, 1)/1000;
d(ind) = int(hslider("h:Lines/v:Del_Durations/d%2ind", (100*(ind+1)), 0, 21000, 1)*millisec*hslider("h:Global_Parameters/dStretch [7]", 1, 0.01, 10, 0.01));
fd(ind) = hslider("h:Lines/v:Del_Feedbacks/fd%2ind", 0, 0, 0.99, 0.01):smoothLine;
xvd(ind) = 0.5;
hStretch(ind) = hslider("h:Lines/v:Stretch/hStretch%2ind", 1, -10, 10, 0.01);
tr(ind) = hslider("h:Lines/v:Harmo_Transpositions/tr%2ind", 0, -2400, 2400, 1);
inp(ind) = hslider("h:Lines/v:Line_input/inp%2ind [5]", 1, 0, 1, 0.01):smoothLine;
out(ind) = hslider("h:Lines/v:Line_output/out%2ind [6]", 1, 0, 1, 0.01):smoothLine;
fdMatrix(N) = Matrix(N, N);
smoothLine = si.smooth(ba.tau2pole(smoothDuration));
pdPhasor(f) = os.phasor(1, f);
sinusEnvelop(phase) = s1 + d * (s2 - s1)
with {
zeroToOnePhase = phase : ma.decimal;
myIndex = zeroToOnePhase * float(tablesize);
i1 = int(myIndex);
d = ma.decimal(myIndex);
i2 = (i1+1) % int(tablesize);
s1 = rdtable(tablesize, sinustable, i1);
s2 = rdtable(tablesize, sinustable, i2);
};
line (value, time) = state~(_,_):!,_
with {
state (t, c) = nt, ba.if (nt <= 0, value, c+(value - c) / nt)
with {
nt = ba.if( value != value', samples, t-1);
samples = time*ma.SR/1000.0;
};
};
pdLineDrive(vol, ti, r, f, b, t) = transitionLineDrive
with {
pre_val = ba.if (vol < r, vol, r);
val = ba.if (pre_val < 1, 0, f*pow(b, (pre_val - r)));
pre_ti = ba.if (ti < 1.46, t, ti);
transitionLineDrive = line(val, pre_ti);
};
pdLineDrive4096 = (_, 30, 127, 4096, 1.07177, 30) : pdLineDrive;
clip(x) = (-1) * infTest + 1 * supTest + x * rangeTest
with {
infTest = (x < -1);
supTest = (x > 1);
rangeTest = (1 - infTest) * (1 - supTest);
};
maxSampSize = 1048576;
delay21s(nsamp) = de.delay(maxSampSize, nsamp);
overlappedDoubleDelay21s(nsamp, freq) = doubleDelay
with {
env1 = freq : pdPhasor : sinusEnvelop : *(0.5) : +(0.5);
env1c = 1 - env1;
nsamp1 = nsamp : ba.sAndH(th1);
nsamp2 = nsamp : ba.sAndH(th2);
doubleDelay = _ <: (delay21s(nsamp1), delay21s(nsamp2)) : (*(env1), *(env1c)) : + ;
};
doubleDelay21s(nsamp) = overlappedDoubleDelay21s(nsamp, 30);
transpoBlock(moduleOffset, midicents, win) = dopplerDelay
with {
freq = midicents : +(6000) : *(0.01) : ba.midikey2hz : -(261.625977) : *(-3.8224) /(float(win));
adjustedPhasor = freq : pdPhasor : +(moduleOffset) : ma.decimal;
th_trigger = (adjustedPhasor > 0.001) * (adjustedPhasor@1 <= 0.001);
trig_win = win : ba.sAndH(th_trigger);
delayInSamples = adjustedPhasor : *(trig_win) : *(millisec);
variableDelay = de.fdelay(262144, delayInSamples);
cosinusEnvelop = adjustedPhasor : *(0.5) : sinusEnvelop;
dopplerDelay = (variableDelay, cosinusEnvelop) : * ;
};
overlapped4Harmo(tra, win) = _ <: par(i, 4, transpoBlock(i/4, tra, win)) :> *(0.5);
overlapped4HarmoDryWet(tra, alpha, win) = _ <: (*(alpha), *(1-alpha)) : (overlapped4Harmo(tra, win), _) :> _ ;
inputSort(n) = si.bus(2*n) <: par(i, n, (ba.selector(i, 2*n), ba.selector(i+n, 2*n)));
DelBlock(n) = par(i, n, (+ : doubleDelay21s(d(i))));
HarmoBlock(n) = par(i, n, (clip : overlapped4HarmoDryWet(tr(i)*hStretch(i), xvd(i), hWin(i))));
DelHarmoBlock(n) = DelBlock(n) : HarmoBlock(n);
fdBlock(n) = par(i, n, *(fd(i) : *(1 - xvd(i) * 0.75)));
fdToMatrixBlock(n) = fdBlock(n) : fdMatrix(n);
inputBlock(n) = par(i, n, *(inp(i)));
outputBlock(n) = par(i, n, *(out(i)));
mTDelA(n) = (inputSort(n) : DelBlock(n)) ~ (fdBlock(n));
mTDelHarmoA(n) = (inputSort(n) : DelHarmoBlock(n)) ~ (fdBlock(n));
mTDelM(n) = (inputSort(n) : DelBlock(n)) ~ (fdToMatrixBlock(n));
mTDelHarmoM(n) = (inputSort(n) : DelHarmoBlock(n)) ~ (fdToMatrixBlock(n));
mTDelHarmoMG(n) = inputBlock(n) : mTDelHarmoM(n) : outputBlock(n);
process = mTDelHarmoMG(7);
|
aa935666e73db97f39364d95cad9be5e7e7baf9d4266b099dc629bf16d904c1e | mygamingaccount/ghg-hydrophone-demo | ghg_compensator.dsp | declare name "GHG Compensator component";
import("stdfaust.lib");
// INPUT PARAMETERS
// Number of hydrophone elements.
// GHG had 2 groups of 24 hydrophones on each side
nElements = 24;
// Total length of a hydrophone group in meters.
// A longer group improves low-frequency beam width but limits the highest usable frequency
glen = 2.5;
// Speed of sound in m/s for calculating the delay
c = 1465;
// Compensator created using a simple delay line
// The Kriegsmarine stripline compensators used LC lowpass delay lines which had 17us group delay at DC.
// At 48000Hz one sample gives us 20.83us delay. I expect the performance to be very similar.
// TODO: Listening test at 58.8kHz sample rate to compare the performance of 17us vs 20.83us delays
compensator = si.bus(nElements) : par(n, nElements, stripline_delay(n)) :> _;
stripline_delay(n) = de.delay(maxdelay,strip_time)
with {
maxdelay = ma.SR*glen/c;
strip_time = maxdelay * abs(cos(brg)) * index/nElements;
index = nElements-n-1, n: select2(cos(brg)<0);
brg = ghg_dial * ma.PI / 180;
};
// For use with the Underwater Telegraph, a rectifier tube was added into the signal path according to the RN report on U-570
rectifier = _ <: _ , abs : select2(hslider("Rectifier[style:radio{'Off':0;'On':1}]",0,0,1,1)) : _;
ghg_dial = hslider("Compensator bearing",0,-180,180,0.001);
hplist =
hslider(
"Highpass[style:radio{'-':100;'500 Hz':500;'1000 Hz':1000;'3000 Hz':3000;'6000 Hz':6000;'10000 Hz':10000};]",
100,10,10000,1
);
highpass_switch = fi.highpass(8,hplist);
// Demonstration process configured for 6 sound sources, 2 outputs for stereo listening. 2nd order highpass represents the
process = _ <: compensator : rectifier : highpass_switch : fi.lowpass(10,7000) / nElements;
| https://raw.githubusercontent.com/mygamingaccount/ghg-hydrophone-demo/9c114b55cfaf24f5a02a0bf4b2626b271015e2ea/ghg_compensator.dsp | faust | INPUT PARAMETERS
Number of hydrophone elements.
GHG had 2 groups of 24 hydrophones on each side
Total length of a hydrophone group in meters.
A longer group improves low-frequency beam width but limits the highest usable frequency
Speed of sound in m/s for calculating the delay
Compensator created using a simple delay line
The Kriegsmarine stripline compensators used LC lowpass delay lines which had 17us group delay at DC.
At 48000Hz one sample gives us 20.83us delay. I expect the performance to be very similar.
TODO: Listening test at 58.8kHz sample rate to compare the performance of 17us vs 20.83us delays
For use with the Underwater Telegraph, a rectifier tube was added into the signal path according to the RN report on U-570
Demonstration process configured for 6 sound sources, 2 outputs for stereo listening. 2nd order highpass represents the | declare name "GHG Compensator component";
import("stdfaust.lib");
nElements = 24;
glen = 2.5;
c = 1465;
compensator = si.bus(nElements) : par(n, nElements, stripline_delay(n)) :> _;
stripline_delay(n) = de.delay(maxdelay,strip_time)
with {
maxdelay = ma.SR*glen/c;
strip_time = maxdelay * abs(cos(brg)) * index/nElements;
index = nElements-n-1, n: select2(cos(brg)<0);
brg = ghg_dial * ma.PI / 180;
};
rectifier = _ <: _ , abs : select2(hslider("Rectifier[style:radio{'Off':0;'On':1}]",0,0,1,1)) : _;
ghg_dial = hslider("Compensator bearing",0,-180,180,0.001);
hplist =
hslider(
"Highpass[style:radio{'-':100;'500 Hz':500;'1000 Hz':1000;'3000 Hz':3000;'6000 Hz':6000;'10000 Hz':10000};]",
100,10,10000,1
);
highpass_switch = fi.highpass(8,hplist);
process = _ <: compensator : rectifier : highpass_switch : fi.lowpass(10,7000) / nElements;
|
e8fe55b29c54480b733004ea09f2062a9a30518db9964559fb9f9b0227bf1346 | mygamingaccount/ghg-hydrophone-demo | ghg_ship.dsp | declare name "GHG Hydrophone Contact rotator";
import("stdfaust.lib");
// INPUT PARAMETERS
// Number of hydrophone elements.
// GHG had 2 groups of 24 hydrophones on each side
nElements = 24;
// Total length of a hydrophone group in meters.
// A longer group improves low-frequency beam width but limits the highest usable frequency
glen = 2.5;
// Speed of sound in m/s for calculating the delay
c = 1465;
// Attenuation in dB when the contact is in the bow or stern baffles or on the opposite side
baffle_attenuation = ba.db2linear(-15);
// Hydrophones pick up sound from contacts between 20°-160° on each side. 10° linear rolloff is used here.
// Linear equation given two points: ax+b = (y2-y1)/(x2-x1)*x + (x2y1-x1y2)/(x2-x1)
contact = _ / nElements * baffle <: par(h, nElements, one_hydrophone(h))
with {
baffle =
baffle_attenuation , // opposite side
(a1*brg)+b1 : select2((brg>=10) & (brg<20)),
1 : select2((brg>=20) & (brg<160)),
(a2*brg)+b2 : select2((brg>=160) & (brg<170)),
baffle_attenuation : select2(brg>=170);
a1 = (1-baffle_attenuation)/10;
b1 = (20*baffle_attenuation-10)/10;
a2 = (baffle_attenuation-1)/10;
b2 = (170-160*baffle_attenuation)/10;
brg = cbrg*ma.signum(ghg_dial);
};
// Hydrophone contact rotator - delays the incoming signal depending on the bearing using fractional delay
// Each hydrophone in the group is represented by a delay as the wavefront passes through the ship's hull
// fdelay used here is two delays whose lengths are n, n+1, interpolated, which provides excellent resuls
one_hydrophone(h) = de.fdelay(maxdelay_n, element_delay)
with {
maxdelay = ma.SR*glen/c;
maxdelay_n = maxdelay * (max(h, nElements-h-1) / nElements); // longest delay for each element
element_delay = maxdelay * abs(cos(brg)) * (index / nElements);
index = h, nElements-h-1 : select2(cos(brg)<0); // flip the delay line when contact is aft of the beam
brg = cbrg * ma.PI / 180; // contact bearing off the bow in rads
};
cbrg = hslider("Contact bearing",0,-180,180,0.001);
// In this file, compensator bearing is only required for the baffle calculation
ghg_dial = hslider("Compensator bearing",0,-180,180,0.001);
process = contact;
| https://raw.githubusercontent.com/mygamingaccount/ghg-hydrophone-demo/9c114b55cfaf24f5a02a0bf4b2626b271015e2ea/ghg_ship.dsp | faust | INPUT PARAMETERS
Number of hydrophone elements.
GHG had 2 groups of 24 hydrophones on each side
Total length of a hydrophone group in meters.
A longer group improves low-frequency beam width but limits the highest usable frequency
Speed of sound in m/s for calculating the delay
Attenuation in dB when the contact is in the bow or stern baffles or on the opposite side
Hydrophones pick up sound from contacts between 20°-160° on each side. 10° linear rolloff is used here.
Linear equation given two points: ax+b = (y2-y1)/(x2-x1)*x + (x2y1-x1y2)/(x2-x1)
opposite side
Hydrophone contact rotator - delays the incoming signal depending on the bearing using fractional delay
Each hydrophone in the group is represented by a delay as the wavefront passes through the ship's hull
fdelay used here is two delays whose lengths are n, n+1, interpolated, which provides excellent resuls
longest delay for each element
flip the delay line when contact is aft of the beam
contact bearing off the bow in rads
In this file, compensator bearing is only required for the baffle calculation | declare name "GHG Hydrophone Contact rotator";
import("stdfaust.lib");
nElements = 24;
glen = 2.5;
c = 1465;
baffle_attenuation = ba.db2linear(-15);
contact = _ / nElements * baffle <: par(h, nElements, one_hydrophone(h))
with {
baffle =
(a1*brg)+b1 : select2((brg>=10) & (brg<20)),
1 : select2((brg>=20) & (brg<160)),
(a2*brg)+b2 : select2((brg>=160) & (brg<170)),
baffle_attenuation : select2(brg>=170);
a1 = (1-baffle_attenuation)/10;
b1 = (20*baffle_attenuation-10)/10;
a2 = (baffle_attenuation-1)/10;
b2 = (170-160*baffle_attenuation)/10;
brg = cbrg*ma.signum(ghg_dial);
};
one_hydrophone(h) = de.fdelay(maxdelay_n, element_delay)
with {
maxdelay = ma.SR*glen/c;
element_delay = maxdelay * abs(cos(brg)) * (index / nElements);
};
cbrg = hslider("Contact bearing",0,-180,180,0.001);
ghg_dial = hslider("Compensator bearing",0,-180,180,0.001);
process = contact;
|
2a679f173dd45cddcdd468d28a0b945af6d69a008dddd6bc7f90f54a8911399e | mygamingaccount/ghg-hydrophone-demo | ghg.dsp | declare name "GHG (Gruppenhörchgerät) Hydrophone Demo";
import("stdfaust.lib");
// INPUT PARAMETERS
// Number of hydrophone elements.
// GHG had 2 groups of 24 hydrophones on each side
nElements = 24;
// Total length of a hydrophone group in meters.
// A longer group improves low-frequency beam width but limits the highest usable frequency
glen = 2.5;
// Speed of sound in m/s for calculating the delay
c = 1465;
// Hydrophone contacts (ships)
nContacts = 6;
// Attenuation in dB when the contact is in the bow or stern baffles or on the opposite side
baffle_attenuation = ba.db2linear(-15);
// GHG
// Delay line emulating a GHG hydrophone group as it receives multiple simultaneous contacts
ghg = par(cn, nContacts, contact(cn)) :> si.bus(nElements);
// Hydrophones pick up sound from contacts between 20°-160° on each side. 10° linear rolloff is used here.
// Linear equation given two points: ax+b = (y2-y1)/(x2-x1)*x + (x2y1-x1y2)/(x2-x1)
contact(cn) = _ / nElements * baffle <: par(h, nElements, one_hydrophone(h,cn))
with {
baffle =
baffle_attenuation , // opposite side
(a1*brg)+b1 : select2((brg>=10) & (brg<20)),
1 : select2((brg>=20) & (brg<160)),
(a2*brg)+b2 : select2((brg>=160) & (brg<170)),
baffle_attenuation : select2(brg>=170);
a1 = (1-baffle_attenuation)/10;
b1 = (20*baffle_attenuation-10)/10;
a2 = (baffle_attenuation-1)/10;
b2 = (170-160*baffle_attenuation)/10;
brg = cbrg(cn)*ma.signum(ghg_dial);
};
// Hydrophone contact rotator - delays the incoming signal depending on the bearing using fractional delay
// Each hydrophone in the group is represented by a delay as the wavefront passes through the ship's hull
// fdelay used here is two delays whose lengths are n, n+1, interpolated, which provides excellent resuls
one_hydrophone(h,cn) = de.fdelay(maxdelay_n, element_delay)
with {
maxdelay = ma.SR*glen/c;
maxdelay_n = maxdelay * (max(h, nElements-h-1) / nElements); // longest delay for each element
element_delay = maxdelay * abs(cos(brg)) * (index / nElements);
index = h, nElements-h-1 : select2(cos(brg)<0); // flip the delay line when contact is aft of the beam
brg = cbrg(cn) * ma.PI / 180; // contact bearing off the bow in rads
};
// Compensator created using a simple delay line
// The Kriegsmarine stripline compensators used LC lowpass delay lines which had 17us group delay at DC.
// At 48000Hz one sample gives us 20.83us delay. I expect the performance to be very similar.
// TODO: Listening test at 58.8kHz sample rate to compare the performance of 17us vs 20.83us delays
compensator = si.bus(nElements) : par(n, nElements, stripline_delay(n)) :> _;
stripline_delay(n) = de.delay(maxdelay,strip_time)
with {
maxdelay = ma.SR*glen/c;
strip_time = maxdelay * abs(cos(brg)) * index/nElements;
index = nElements-n-1, n: select2(cos(brg)<0);
brg = ghg_dial * ma.PI / 180;
};
// For use with the Underwater Telegraph, a rectifier tube was added into the signal path according to the RN report on U-570
rectifier = _ <: _ , abs : select2(hgroup("Filters",hslider("Rectifier[style:radio{'Off':0;'On':1}]",0,0,1,1))) : _;
// Noise with variable amplitude to simulate wave and wind noise from the surface
wave_noise = (ba.db2linear(noise_constant_part)
+ ba.db2linear(noise_variable_part)
* no.lfnoise(noise_wave_cutoff_hz)^2) // : hbargraph("Noise amplitude",0,0.2)
* no.pink_noise : fi.lowpass(1,2500) : fi.highpass(1,1000)
with {
noise_constant_part = -30;
noise_variable_part = -20;
noise_wave_cutoff_hz = 1;
};
// Contact bearing
cbrg(i) = hgroup("Contacts", vslider("S%i[style:knob]",random_angle(i),-180,180,0.001));
ghg_dial =
vgroup("Bearing",
hslider("Coarse[unit:°]",0,-180,180,1)
+ hslider("Fine[unit:°]",0,-5,5,0.01)
: si.smoo
* (button("Port/Starboard")*-2+1)
);
hplist =
hgroup("Filters",
hslider(
"Highpass[style:radio{'-':3001;'500 Hz':500;'1000 Hz':1000;'3000 Hz':3000;'6000 Hz':6000;'10000 Hz':10000};]",
3001,10,10000,1
)
);
highpass_switch = _ <: _, fi.highpass(8,hplist) : select2(hplist != 3001); // select2 otherwise it pops when you change the highpass parameters from lowest
// randomise the starting bearing of the contacts
random_angle = ((_+30)*169691%(360*13)-(180*13))/13;
// Demonstration process configured for 6 sound sources, 2 outputs for stereo listening. 2nd order highpass represents the
process = si.bus(nContacts) : ghg : compensator + wave_noise : rectifier : fi.highpass(1,100) : highpass_switch : fi.lowpass(10,7000) <: _,_;
| https://raw.githubusercontent.com/mygamingaccount/ghg-hydrophone-demo/cde0577171d9ecefc23b34eb403f35af197464bf/ghg.dsp | faust | INPUT PARAMETERS
Number of hydrophone elements.
GHG had 2 groups of 24 hydrophones on each side
Total length of a hydrophone group in meters.
A longer group improves low-frequency beam width but limits the highest usable frequency
Speed of sound in m/s for calculating the delay
Hydrophone contacts (ships)
Attenuation in dB when the contact is in the bow or stern baffles or on the opposite side
GHG
Delay line emulating a GHG hydrophone group as it receives multiple simultaneous contacts
Hydrophones pick up sound from contacts between 20°-160° on each side. 10° linear rolloff is used here.
Linear equation given two points: ax+b = (y2-y1)/(x2-x1)*x + (x2y1-x1y2)/(x2-x1)
opposite side
Hydrophone contact rotator - delays the incoming signal depending on the bearing using fractional delay
Each hydrophone in the group is represented by a delay as the wavefront passes through the ship's hull
fdelay used here is two delays whose lengths are n, n+1, interpolated, which provides excellent resuls
longest delay for each element
flip the delay line when contact is aft of the beam
contact bearing off the bow in rads
Compensator created using a simple delay line
The Kriegsmarine stripline compensators used LC lowpass delay lines which had 17us group delay at DC.
At 48000Hz one sample gives us 20.83us delay. I expect the performance to be very similar.
TODO: Listening test at 58.8kHz sample rate to compare the performance of 17us vs 20.83us delays
For use with the Underwater Telegraph, a rectifier tube was added into the signal path according to the RN report on U-570
Noise with variable amplitude to simulate wave and wind noise from the surface
: hbargraph("Noise amplitude",0,0.2)
Contact bearing
select2 otherwise it pops when you change the highpass parameters from lowest
randomise the starting bearing of the contacts
Demonstration process configured for 6 sound sources, 2 outputs for stereo listening. 2nd order highpass represents the | declare name "GHG (Gruppenhörchgerät) Hydrophone Demo";
import("stdfaust.lib");
nElements = 24;
glen = 2.5;
c = 1465;
nContacts = 6;
baffle_attenuation = ba.db2linear(-15);
ghg = par(cn, nContacts, contact(cn)) :> si.bus(nElements);
contact(cn) = _ / nElements * baffle <: par(h, nElements, one_hydrophone(h,cn))
with {
baffle =
(a1*brg)+b1 : select2((brg>=10) & (brg<20)),
1 : select2((brg>=20) & (brg<160)),
(a2*brg)+b2 : select2((brg>=160) & (brg<170)),
baffle_attenuation : select2(brg>=170);
a1 = (1-baffle_attenuation)/10;
b1 = (20*baffle_attenuation-10)/10;
a2 = (baffle_attenuation-1)/10;
b2 = (170-160*baffle_attenuation)/10;
brg = cbrg(cn)*ma.signum(ghg_dial);
};
one_hydrophone(h,cn) = de.fdelay(maxdelay_n, element_delay)
with {
maxdelay = ma.SR*glen/c;
element_delay = maxdelay * abs(cos(brg)) * (index / nElements);
};
compensator = si.bus(nElements) : par(n, nElements, stripline_delay(n)) :> _;
stripline_delay(n) = de.delay(maxdelay,strip_time)
with {
maxdelay = ma.SR*glen/c;
strip_time = maxdelay * abs(cos(brg)) * index/nElements;
index = nElements-n-1, n: select2(cos(brg)<0);
brg = ghg_dial * ma.PI / 180;
};
rectifier = _ <: _ , abs : select2(hgroup("Filters",hslider("Rectifier[style:radio{'Off':0;'On':1}]",0,0,1,1))) : _;
wave_noise = (ba.db2linear(noise_constant_part)
+ ba.db2linear(noise_variable_part)
* no.pink_noise : fi.lowpass(1,2500) : fi.highpass(1,1000)
with {
noise_constant_part = -30;
noise_variable_part = -20;
noise_wave_cutoff_hz = 1;
};
cbrg(i) = hgroup("Contacts", vslider("S%i[style:knob]",random_angle(i),-180,180,0.001));
ghg_dial =
vgroup("Bearing",
hslider("Coarse[unit:°]",0,-180,180,1)
+ hslider("Fine[unit:°]",0,-5,5,0.01)
: si.smoo
* (button("Port/Starboard")*-2+1)
);
hplist =
hgroup("Filters",
hslider(
"Highpass[style:radio{'-':3001;'500 Hz':500;'1000 Hz':1000;'3000 Hz':3000;'6000 Hz':6000;'10000 Hz':10000};]",
3001,10,10000,1
)
);
random_angle = ((_+30)*169691%(360*13)-(180*13))/13;
process = si.bus(nContacts) : ghg : compensator + wave_noise : rectifier : fi.highpass(1,100) : highpass_switch : fi.lowpass(10,7000) <: _,_;
|
7c6f36b58bb4997a209d9f5ffee90a61a33ef01f9013f217804e4844b994f759 | ljwall/er-301-units | DattorroPlusPlus.dsp | import("stdfaust.lib");
declare dattorro_rev_2 author "Jakob Zerbian, Liam Wall";
declare dattorro_rev_2 license "MIT-style STK-4.3 license";
dattorro_rev_2(pre_delay, bw, i_diff1, i_diff2, decay, d_diff1, d_diff2, damping) =
si.bus(2) : + : *(0.5) : predelay : bw_filter : diffusion_network : reverb_loop
with {
// allpass using delay with fixed size
allpass_f(t, a) = (+ <: @(t),*(a)) ~ *(-a) : mem,_ : +;
// allpass using delay with fixed size, and two extra taps
allpass_f_taps(t, a, tap_1, tap_2) = (+ <: @(t),*(a),@(tap_1),@(tap_2)) ~ *(-a) : mem,_,_,_ : +,_,_;
// allpass using delay with excursion
allpass_exc(t, a, i) = (+ <: de.fdelayltv(2, t+20, t + 16*ba.take(i, mods)),*(a)) ~ *(-a) : mem,_ : +
with {
epsilon = 0.00013; // Around 1Hz
mods = y,yq letrec {
'yq = os.impulse + yq - epsilon*y;
'y = epsilon * (yq - epsilon *y) + y;
};
};
// input pre-delay and diffusion
predelay = de.delay(9600, pre_delay);
bw_filter = *(bw) : +~(mem : *(1-bw));
diffusion_network = allpass_f(235, i_diff1) : allpass_f(177, i_diff1) : allpass_f(627, i_diff2) : allpass_f(458, i_diff2);
damp = (*(1-damping) : +~*(damping) : *(decay)), _,_;
// /********* left output, all wet *********/
// [x] accumulator = 0.6 X node48_54[266]
// [x] accumulator += 0.6 x node48_54[2974]
// [x] accumulator -= 0.6 X node55_59[1913]
// [x] accumulator += 0.6 X node59_63[1996]
// [x] accumulator -= 0.6 X node24_30[1990]
// [x] accumulator -= 0.6 x node31_33[187]
// [x] YL = accumulator - 0.6 X node33_39[1066]
// /********* right output, all wet *********/
// [x] accumulator = 0.6 X node24_30[353]
// [x] accumulator += 0.6 X node24_30[3627]
// [x] accumulator -= 0.6 X node31_33[1228]
// [x] accumulator += 0.6 X node33_39[2673]
// [x] accumulator -= 0.6 X node48_54[2111]
// [x] accumulator -= 0.6 X node55_59[335]
// [x] YR = accumulator - 0.6 X node59_63[121]
// Contains node23_24
decay_diffusion_1a = allpass_exc(1112,-d_diff1, 1),_,_;
// node24_30
z_4453 = (_ <: @(7370), @(3293), @(584), @(6003) : _,_,+ : _,*(-0.6),*(0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
// Contains node31_33
decay_diffusion_2a = (allpass_f_taps(2979, d_diff2, 309, 2032) : _,*(-0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
// node33_39
z_3720 = (_ <: @(6157), @(1764), @(4424) : _,*(-0.6),*(0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
// Contains node46_48
decay_diffusion_1b = allpass_exc(1502,-d_diff1, 2),_,_;
// node48_54
z_4217 = (_ <: @(6979), @(440), @(4922), @(3494) : _,+,_ : _,*(0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
// Contains node55_59
decay_diffusion_2b = (allpass_f_taps(4396, d_diff2, 3166, 554): _,*(-0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
// node59_63
z_3163 = (_ <: @(5235), @(3303), @(200) : _,*(0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+ ;
// Three channels: (1) is the output to loop, (2) is Left, and (3) is right.
reverb_chain(loop_in, in)
= (loop_in+in)
<: (_,_,_)
: decay_diffusion_1a
: z_4453
: damp
: decay_diffusion_2a
: z_3720
: (*(decay),_,_)
: (+(in),_,_)
: decay_diffusion_1b
: z_4217
: damp
: decay_diffusion_2b
: z_3163
: (*(decay),_,_);
reverb_loop = reverb_chain~_ : (si.block(1),_,_);
};
// Dattorro reverb with difusion parameters as per https://ccrma.stanford.edu/~dattorro/EffectDesignPart1.pdf
reverb(pre_delay, band_width, decay, damping) = dattorro_rev_2(pre_delay, band_width, 0.75, 0.625, decay, 0.7, 0.5, damping);
// Contols (will become parameters in the er-301 object)
pre_delay_ctrl = hslider("Predelay", 10, 0, 100, 0.5) : /(1000) : ba.sec2samp;
band_width_ctrl = hslider("BandWidth", 0.6, 0, 1, 0.001) : si.smoo;
decay_ctrl = hslider("Decay", 0.8, 0, 1, 0.001) : si.smoo;
damping_ctr = hslider("Damping", 0.25, 0, 1, 0.001) : si.smoo;
dry_wet_ctr = hslider("DryWet", 0.25, 0, 1, 0.001) : si.smoo;
dry_wet_mix(mix, dry_l, dry_r, wet_l, wet_r) = (1-mix) * dry_l, (1-mix) * dry_r, mix * wet_l, mix * wet_r :> _,_;
// Name the ins and outs of the `process` function for use in the er-301 object
declare er301_in1 "InL";
declare er301_in2 "InR";
declare er301_out1 "OutL";
declare er301_out2 "OutR";
process = _,_ <: _,_,reverb(pre_delay_ctrl, band_width_ctrl, decay_ctrl, damping_ctr): dry_wet_mix(dry_wet_ctr);
| https://raw.githubusercontent.com/ljwall/er-301-units/53b3040a4b9b85a573d1161d26309d74a30f36e5/faustian/dsp/DattorroPlusPlus.dsp | faust | allpass using delay with fixed size
allpass using delay with fixed size, and two extra taps
allpass using delay with excursion
Around 1Hz
input pre-delay and diffusion
/********* left output, all wet *********/
[x] accumulator = 0.6 X node48_54[266]
[x] accumulator += 0.6 x node48_54[2974]
[x] accumulator -= 0.6 X node55_59[1913]
[x] accumulator += 0.6 X node59_63[1996]
[x] accumulator -= 0.6 X node24_30[1990]
[x] accumulator -= 0.6 x node31_33[187]
[x] YL = accumulator - 0.6 X node33_39[1066]
/********* right output, all wet *********/
[x] accumulator = 0.6 X node24_30[353]
[x] accumulator += 0.6 X node24_30[3627]
[x] accumulator -= 0.6 X node31_33[1228]
[x] accumulator += 0.6 X node33_39[2673]
[x] accumulator -= 0.6 X node48_54[2111]
[x] accumulator -= 0.6 X node55_59[335]
[x] YR = accumulator - 0.6 X node59_63[121]
Contains node23_24
node24_30
Contains node31_33
node33_39
Contains node46_48
node48_54
Contains node55_59
node59_63
Three channels: (1) is the output to loop, (2) is Left, and (3) is right.
Dattorro reverb with difusion parameters as per https://ccrma.stanford.edu/~dattorro/EffectDesignPart1.pdf
Contols (will become parameters in the er-301 object)
Name the ins and outs of the `process` function for use in the er-301 object | import("stdfaust.lib");
declare dattorro_rev_2 author "Jakob Zerbian, Liam Wall";
declare dattorro_rev_2 license "MIT-style STK-4.3 license";
dattorro_rev_2(pre_delay, bw, i_diff1, i_diff2, decay, d_diff1, d_diff2, damping) =
si.bus(2) : + : *(0.5) : predelay : bw_filter : diffusion_network : reverb_loop
with {
allpass_f(t, a) = (+ <: @(t),*(a)) ~ *(-a) : mem,_ : +;
allpass_f_taps(t, a, tap_1, tap_2) = (+ <: @(t),*(a),@(tap_1),@(tap_2)) ~ *(-a) : mem,_,_,_ : +,_,_;
allpass_exc(t, a, i) = (+ <: de.fdelayltv(2, t+20, t + 16*ba.take(i, mods)),*(a)) ~ *(-a) : mem,_ : +
with {
mods = y,yq letrec {
'yq = os.impulse + yq - epsilon*y;
'y = epsilon * (yq - epsilon *y) + y;
};
};
predelay = de.delay(9600, pre_delay);
bw_filter = *(bw) : +~(mem : *(1-bw));
diffusion_network = allpass_f(235, i_diff1) : allpass_f(177, i_diff1) : allpass_f(627, i_diff2) : allpass_f(458, i_diff2);
damp = (*(1-damping) : +~*(damping) : *(decay)), _,_;
decay_diffusion_1a = allpass_exc(1112,-d_diff1, 1),_,_;
z_4453 = (_ <: @(7370), @(3293), @(584), @(6003) : _,_,+ : _,*(-0.6),*(0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
decay_diffusion_2a = (allpass_f_taps(2979, d_diff2, 309, 2032) : _,*(-0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
z_3720 = (_ <: @(6157), @(1764), @(4424) : _,*(-0.6),*(0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
decay_diffusion_1b = allpass_exc(1502,-d_diff1, 2),_,_;
z_4217 = (_ <: @(6979), @(440), @(4922), @(3494) : _,+,_ : _,*(0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
decay_diffusion_2b = (allpass_f_taps(4396, d_diff2, 3166, 554): _,*(-0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+;
z_3163 = (_ <: @(5235), @(3303), @(200) : _,*(0.6),*(-0.6)),_,_ : _,_,ro.cross(2),_ : _,+,+ ;
reverb_chain(loop_in, in)
= (loop_in+in)
<: (_,_,_)
: decay_diffusion_1a
: z_4453
: damp
: decay_diffusion_2a
: z_3720
: (*(decay),_,_)
: (+(in),_,_)
: decay_diffusion_1b
: z_4217
: damp
: decay_diffusion_2b
: z_3163
: (*(decay),_,_);
reverb_loop = reverb_chain~_ : (si.block(1),_,_);
};
reverb(pre_delay, band_width, decay, damping) = dattorro_rev_2(pre_delay, band_width, 0.75, 0.625, decay, 0.7, 0.5, damping);
pre_delay_ctrl = hslider("Predelay", 10, 0, 100, 0.5) : /(1000) : ba.sec2samp;
band_width_ctrl = hslider("BandWidth", 0.6, 0, 1, 0.001) : si.smoo;
decay_ctrl = hslider("Decay", 0.8, 0, 1, 0.001) : si.smoo;
damping_ctr = hslider("Damping", 0.25, 0, 1, 0.001) : si.smoo;
dry_wet_ctr = hslider("DryWet", 0.25, 0, 1, 0.001) : si.smoo;
dry_wet_mix(mix, dry_l, dry_r, wet_l, wet_r) = (1-mix) * dry_l, (1-mix) * dry_r, mix * wet_l, mix * wet_r :> _,_;
declare er301_in1 "InL";
declare er301_in2 "InR";
declare er301_out1 "OutL";
declare er301_out2 "OutR";
process = _,_ <: _,_,reverb(pre_delay_ctrl, band_width_ctrl, decay_ctrl, damping_ctr): dry_wet_mix(dry_wet_ctr);
|
ee9e26db0692ede688982aedc41d360853032bcebebc28d3817b8bf60b35de78 | jpcima/hera-parts | dco.dsp | declare author "Jean Pierre Cimalando";
declare license "GPL-3.0";
// Converted from original at pendragon-andyh/junox
import("stdfaust.lib");
process = dco(f, pw, lsaw, lpulse, lsub) with {
f = hslider("[1] pitch", 24, 0, 127, 1) : ba.midikey2hz : si.smoo;
pw = hslider("[2] pulse width", 0.5, 0.0, 1.0, 0.01) : si.smoo;
lsaw = hslider("[3] saw level", 0.15, 0.0, 0.3, 0.01) : si.smoo;
lpulse = hslider("[4] pulse level", 0.0, 0.0, 0.3, 0.01) : si.smoo;
lsub = hslider("[4] sub level", 0.0, 0.0, 0.3, 0.01) : si.smoo;
};
///
dco(frequency, pulseWidth, sawLevel, pulseLevel, subLevel) =
sawOut+pulseOut+subOut
with {
sawOut = saw(frequency)*sawLevel;
pulseOut = pulse(pulseWidth, frequency)*pulseLevel;
subOut = sub(frequency)*subLevel;
};
///
saw(f) = (2*wrap(phase)-1.0)-polyBLEP2(wrap(phase), inc(f), 1.0)
letrec {
'phase = wrap(phase)+inc(f);
};
///
pulse(w, f) = ba.if(pos, ppos, pneg)-nblep+pblep
with {
nblep = polyBLEP2(wrap(phase), inc(f), ph);
pblep = polyBLEP2(ba.if(x<0.0, x+1.0, x), inc(f), ph) with { x = wrap(phase)-pw; };
}
letrec {
'ppos = ba.if(tr, 1.0-w*0.95, ba.if(pos, ppos*pole, ppos));
'pneg = ba.if(tr, -1.0, ba.if(pos, pneg, pneg*pole));
'ph = ba.if(tr, 0.45*(2.0-w*0.95), ph);
}
with {
pos = wrap(phase)>pw;
pole = ba.tau2pole(10e-3);
}
letrec {
'pw = ba.if(tr, 0.5-0.45*w, pw);
}
with {
tr = phase>=1.0;
}
letrec {
'phase = wrap(phase)+inc(f);
};
///
sub(f) = out-blep
with {
blep = polyBLEP2(y, inc(f), out'*pole);
}
letrec {
'out = ba.if(tr, ba.if(out>0.0, -1.0, 1.0), out*pole);
}
with {
y = ba.if(z<0.0, z+1.0, z) with { z = wrap(phase)-0.5; };
pole = ba.tau2pole(10e-3);
tr = (wrap(phase')<0.5)&(wrap(phase)>=0.5);
}
letrec {
'phase = wrap(phase)+inc(f);
};
///
polyBLEP2(phase, inc, height) =
height*ba.if(phase<inc, right, ba.if(phase+inc>1.0, left, 0.0))
with {
right = (t+t-t*t-1.0) with { t = phase/inc; };
left = (t*t+(t+t)+1.0) with { t = (phase-1.0)/inc; };
};
/* -gnuplot-
r(t) = t+t-t*t-1.0
l(t) = t*t+(t+t)+1.0
polyBLEP2(p, i) = (p<i)?r(p/i):(p+i>1.0)?l((p-1.0)/i):0.0
*/
///
inc(f) = f*(1.0/ma.SR);
wrap(x) = x-int(x);
| https://raw.githubusercontent.com/jpcima/hera-parts/26fd7cccd7f3b9b3009f8436a6ccc49e16987577/dco.dsp | faust | Converted from original at pendragon-andyh/junox
/
/
/
/
/
-gnuplot-
r(t) = t+t-t*t-1.0
l(t) = t*t+(t+t)+1.0
polyBLEP2(p, i) = (p<i)?r(p/i):(p+i>1.0)?l((p-1.0)/i):0.0
/ | declare author "Jean Pierre Cimalando";
declare license "GPL-3.0";
import("stdfaust.lib");
process = dco(f, pw, lsaw, lpulse, lsub) with {
f = hslider("[1] pitch", 24, 0, 127, 1) : ba.midikey2hz : si.smoo;
pw = hslider("[2] pulse width", 0.5, 0.0, 1.0, 0.01) : si.smoo;
lsaw = hslider("[3] saw level", 0.15, 0.0, 0.3, 0.01) : si.smoo;
lpulse = hslider("[4] pulse level", 0.0, 0.0, 0.3, 0.01) : si.smoo;
lsub = hslider("[4] sub level", 0.0, 0.0, 0.3, 0.01) : si.smoo;
};
dco(frequency, pulseWidth, sawLevel, pulseLevel, subLevel) =
sawOut+pulseOut+subOut
with {
sawOut = saw(frequency)*sawLevel;
pulseOut = pulse(pulseWidth, frequency)*pulseLevel;
subOut = sub(frequency)*subLevel;
};
saw(f) = (2*wrap(phase)-1.0)-polyBLEP2(wrap(phase), inc(f), 1.0)
letrec {
'phase = wrap(phase)+inc(f);
};
pulse(w, f) = ba.if(pos, ppos, pneg)-nblep+pblep
with {
nblep = polyBLEP2(wrap(phase), inc(f), ph);
pblep = polyBLEP2(ba.if(x<0.0, x+1.0, x), inc(f), ph) with { x = wrap(phase)-pw; };
}
letrec {
'ppos = ba.if(tr, 1.0-w*0.95, ba.if(pos, ppos*pole, ppos));
'pneg = ba.if(tr, -1.0, ba.if(pos, pneg, pneg*pole));
'ph = ba.if(tr, 0.45*(2.0-w*0.95), ph);
}
with {
pos = wrap(phase)>pw;
pole = ba.tau2pole(10e-3);
}
letrec {
'pw = ba.if(tr, 0.5-0.45*w, pw);
}
with {
tr = phase>=1.0;
}
letrec {
'phase = wrap(phase)+inc(f);
};
sub(f) = out-blep
with {
blep = polyBLEP2(y, inc(f), out'*pole);
}
letrec {
'out = ba.if(tr, ba.if(out>0.0, -1.0, 1.0), out*pole);
}
with {
y = ba.if(z<0.0, z+1.0, z) with { z = wrap(phase)-0.5; };
pole = ba.tau2pole(10e-3);
tr = (wrap(phase')<0.5)&(wrap(phase)>=0.5);
}
letrec {
'phase = wrap(phase)+inc(f);
};
polyBLEP2(phase, inc, height) =
height*ba.if(phase<inc, right, ba.if(phase+inc>1.0, left, 0.0))
with {
right = (t+t-t*t-1.0) with { t = phase/inc; };
left = (t*t+(t+t)+1.0) with { t = (phase-1.0)/inc; };
};
inc(f) = f*(1.0/ma.SR);
wrap(x) = x-int(x);
|
b5b4da6bfa8084d921acda34c053b7fa0acebef699aa6f5f2d1613dfdc0a868d | jpcima/rc-effect-playground | chorus_advanced.dsp | import("stdfaust.lib");
bypass = checkbox("[1] Bypass");
lfoRate = hslider("[2] LFO rate [unit:Hz] [scale:log]", 0.5, 0.1, 20., 0.01) : smooth;
lfoShape = hslider("[3] LFO shape", 0., 0., 1., 0.01) : smooth;
lfoPhase = hslider("[4] LFO phase [unit:deg]", 180., 0., 360., 1.) : /(360.) : smooth;
delayMin = hslider("[5] Delay domain 1 [unit:ms]", 1.54, 0.5, 10, 0.01) : *(1e-3) : smooth;
delayMax = hslider("[6] Delay domain 2 [unit:ms]", 5.15, 0.5, 10, 0.01) : *(1e-3) : smooth;
directGain = ba.db2linear(-1.62);
effectGain = hslider("[7] Presence [unit:dB]", 0., -10., 10., 0.1) : ba.db2linear : smooth;
process(x) =
par(n, 2, ((out(n), x) : si.interpolate(bypass : smooth)))
with {
out(n) = x <: (_, lineModulated(n)) : mix;
mix = (*(directGain), *(effectGain)) :> +;
/* LFO */
lfoPosition(0) = phasor01(lfoRate);
lfoPosition(1) = wrap(lfoPosition(0) + lfoPhase);
lfo(n) = lfoWave(lfoShape, lfoPosition(n));
/* Delay */
line(0) = ffunction(float AnalogDelay1(float, float), <math.h>, "");
line(1) = ffunction(float AnalogDelay2(float, float), <math.h>, "");
lineModulated(n) = line(n, lfo(n) : delayAt);
delayAt = *(delayMax - delayMin) : +(delayMin);
};
////////////////////////////////////////////
// Smooth filter with fixed time constant //
////////////////////////////////////////////
smooth = si.smooth(ba.tau2pole(tau)) with { tau = 100e-3; };
////////////////////
// Multi-wave LFO //
////////////////////
// w=0: triangle, w=0.5: sine-triangle, w=1: sine
lfoWave(w, p) = ba.if(p<0.5, firstHalf(p), secondHalf(p)) with {
firstHalf(p) = (triangle(p), sine(p)) : si.interpolate((2.*w) : min(1.));
secondHalf(p) = (triangle(p), sine(p)) : si.interpolate(w);
triangle(p) = rdtable(tablesize, triwaveform01(tablesize), int(p*tablesize)%tablesize);
sine(p) = rdtable(tablesize, sinwaveform01(tablesize), int(p*tablesize)%tablesize);
tablesize = 1<<16;
};
///////////////
// Waveforms //
///////////////
triwaveform(tablesize) = ba.if(p<0.25, 4*p, ba.if(p<0.75, -4*p+2, 4*p-4)) with {
p = float(ba.time)/float(tablesize);
};
triwaveform01(tablesize) = triwaveform(tablesize) : +(1.) : *(0.5);
sinwaveform01(tablesize) = os.sinwaveform(tablesize) : +(1.) : *(0.5);
/////////////////////
// Phase generator //
/////////////////////
phasor01(f) = p letrec { 'p = wrap(p+f/ma.SR); };
/////////////
// Utility //
/////////////
wrap(p) = p-int(p);
| https://raw.githubusercontent.com/jpcima/rc-effect-playground/3375323d8616cbfc73c9701a3765f738d574c460/sources/chorus_advanced.dsp | faust | LFO
Delay
//////////////////////////////////////////
Smooth filter with fixed time constant //
//////////////////////////////////////////
//////////////////
Multi-wave LFO //
//////////////////
w=0: triangle, w=0.5: sine-triangle, w=1: sine
/////////////
Waveforms //
/////////////
///////////////////
Phase generator //
///////////////////
///////////
Utility //
/////////// | import("stdfaust.lib");
bypass = checkbox("[1] Bypass");
lfoRate = hslider("[2] LFO rate [unit:Hz] [scale:log]", 0.5, 0.1, 20., 0.01) : smooth;
lfoShape = hslider("[3] LFO shape", 0., 0., 1., 0.01) : smooth;
lfoPhase = hslider("[4] LFO phase [unit:deg]", 180., 0., 360., 1.) : /(360.) : smooth;
delayMin = hslider("[5] Delay domain 1 [unit:ms]", 1.54, 0.5, 10, 0.01) : *(1e-3) : smooth;
delayMax = hslider("[6] Delay domain 2 [unit:ms]", 5.15, 0.5, 10, 0.01) : *(1e-3) : smooth;
directGain = ba.db2linear(-1.62);
effectGain = hslider("[7] Presence [unit:dB]", 0., -10., 10., 0.1) : ba.db2linear : smooth;
process(x) =
par(n, 2, ((out(n), x) : si.interpolate(bypass : smooth)))
with {
out(n) = x <: (_, lineModulated(n)) : mix;
mix = (*(directGain), *(effectGain)) :> +;
lfoPosition(0) = phasor01(lfoRate);
lfoPosition(1) = wrap(lfoPosition(0) + lfoPhase);
lfo(n) = lfoWave(lfoShape, lfoPosition(n));
line(0) = ffunction(float AnalogDelay1(float, float), <math.h>, "");
line(1) = ffunction(float AnalogDelay2(float, float), <math.h>, "");
lineModulated(n) = line(n, lfo(n) : delayAt);
delayAt = *(delayMax - delayMin) : +(delayMin);
};
smooth = si.smooth(ba.tau2pole(tau)) with { tau = 100e-3; };
lfoWave(w, p) = ba.if(p<0.5, firstHalf(p), secondHalf(p)) with {
firstHalf(p) = (triangle(p), sine(p)) : si.interpolate((2.*w) : min(1.));
secondHalf(p) = (triangle(p), sine(p)) : si.interpolate(w);
triangle(p) = rdtable(tablesize, triwaveform01(tablesize), int(p*tablesize)%tablesize);
sine(p) = rdtable(tablesize, sinwaveform01(tablesize), int(p*tablesize)%tablesize);
tablesize = 1<<16;
};
triwaveform(tablesize) = ba.if(p<0.25, 4*p, ba.if(p<0.75, -4*p+2, 4*p-4)) with {
p = float(ba.time)/float(tablesize);
};
triwaveform01(tablesize) = triwaveform(tablesize) : +(1.) : *(0.5);
sinwaveform01(tablesize) = os.sinwaveform(tablesize) : +(1.) : *(0.5);
phasor01(f) = p letrec { 'p = wrap(p+f/ma.SR); };
wrap(p) = p-int(p);
|
0542743828a0fe90e41e712361ca9dec4ef6a015c353d815e306735b3ce63d5b | jpcima/string-machine | LFO3PhaseDual.dsp | import("stdfaust.lib");
process = lfo.output with {
numPhases = 3;
lfo = lfoDual(numPhases, f1, f2, d1, d2, ctl.pout1, ctl.pout2);
ctl = environment {
f1 = hslider("[1] Rate 1 [symbol:rate1] [unit:Hz]", 6.0, 3.0, 9.0, 0.01);
d1 = hslider("[2] Depth 1 [symbol:depth1] [unit:%]", 50, 0, 100, 1);
f2 = hslider("[3] Rate 2 [symbol:rate2] [unit:Hz]", 0.6, 0.3, 0.9, 0.01);
d2 = hslider("[4] Depth 2 [symbol:depth2] [unit:%]", 50, 0, 100, 1);
gd = hslider("[5] Global Depth [symbol:globaldepth] [unit:%]", 100, 0, 100, 1);
pout1 = vbargraph("[6] Phase 1 [symbol:phase1]", 0.0, 1.0);
pout2 = vbargraph("[7] Phase 2 [symbol:phase2]", 0.0, 1.0);
};
f1 = ctl.f1 : tsmooth;
f2 = ctl.f2 : tsmooth;
d1 = (ctl.d1 * ctl.gd * 0.0001) : tsmooth;
d2 = (ctl.d2 * ctl.gd * 0.0001) : tsmooth;
};
tsmooth = si.smooth(ba.tau2pole(t)) with { t = 100e-3; };
lfoDual(N, f1, f2, d1, d2, pout1, pout2) = environment {
row1 = lfoRow(N, f1, d1);
row2 = lfoRow(N, f2, d2);
output = par(i, N, row1LfoOutput(i) + row2LfoOutput(i));
row1LfoOutput(i) = attach(row1.lfos(i), row1.phases(0) : pout1);
row2LfoOutput(i) = attach(row2.lfos(i), row2.phases(0) : pout2);
};
lfoRow(N, f, d) = environment {
phases(i) = phasor(f) : +(startPhases(i)) : wrap;
startPhases(i) = float(i)/float(N);
lfos(i) = phases(i) : wave : *(d);
wave = smallTableSin;
//wave = approxSin;
};
phasor(f) = p letrec { 'p = wrap(p + f/ma.SR); };
wrap = _ <: (_, int) :> -;
sqr = _ <: (_, _) :> *;
approxSin(pos) = 1.0-2.0*(sqr(sqr(wrap(pos+root)*2.0-1.0)-1.0)) with {
root = 0.25*(2.0+sqrt(4.0-2.0*sqrt(2.0)));
};
smallTableSin(pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, os.sinwaveform(ts), i);
};
lerp(tab, pos, size) = (tab(i1), tab(i2)) : si.interpolate(mu) with {
fracIndex = pos*size;
i1 = int(fracIndex);
i2 = (i1+1)%size;
mu = fracIndex-float(i1);
};
| https://raw.githubusercontent.com/jpcima/string-machine/188082dd0beb9a3c341035604841c53675fe66c4/sources/dsp/LFO3PhaseDual.dsp | faust | wave = approxSin; | import("stdfaust.lib");
process = lfo.output with {
numPhases = 3;
lfo = lfoDual(numPhases, f1, f2, d1, d2, ctl.pout1, ctl.pout2);
ctl = environment {
f1 = hslider("[1] Rate 1 [symbol:rate1] [unit:Hz]", 6.0, 3.0, 9.0, 0.01);
d1 = hslider("[2] Depth 1 [symbol:depth1] [unit:%]", 50, 0, 100, 1);
f2 = hslider("[3] Rate 2 [symbol:rate2] [unit:Hz]", 0.6, 0.3, 0.9, 0.01);
d2 = hslider("[4] Depth 2 [symbol:depth2] [unit:%]", 50, 0, 100, 1);
gd = hslider("[5] Global Depth [symbol:globaldepth] [unit:%]", 100, 0, 100, 1);
pout1 = vbargraph("[6] Phase 1 [symbol:phase1]", 0.0, 1.0);
pout2 = vbargraph("[7] Phase 2 [symbol:phase2]", 0.0, 1.0);
};
f1 = ctl.f1 : tsmooth;
f2 = ctl.f2 : tsmooth;
d1 = (ctl.d1 * ctl.gd * 0.0001) : tsmooth;
d2 = (ctl.d2 * ctl.gd * 0.0001) : tsmooth;
};
tsmooth = si.smooth(ba.tau2pole(t)) with { t = 100e-3; };
lfoDual(N, f1, f2, d1, d2, pout1, pout2) = environment {
row1 = lfoRow(N, f1, d1);
row2 = lfoRow(N, f2, d2);
output = par(i, N, row1LfoOutput(i) + row2LfoOutput(i));
row1LfoOutput(i) = attach(row1.lfos(i), row1.phases(0) : pout1);
row2LfoOutput(i) = attach(row2.lfos(i), row2.phases(0) : pout2);
};
lfoRow(N, f, d) = environment {
phases(i) = phasor(f) : +(startPhases(i)) : wrap;
startPhases(i) = float(i)/float(N);
lfos(i) = phases(i) : wave : *(d);
wave = smallTableSin;
};
phasor(f) = p letrec { 'p = wrap(p + f/ma.SR); };
wrap = _ <: (_, int) :> -;
sqr = _ <: (_, _) :> *;
approxSin(pos) = 1.0-2.0*(sqr(sqr(wrap(pos+root)*2.0-1.0)-1.0)) with {
root = 0.25*(2.0+sqrt(4.0-2.0*sqrt(2.0)));
};
smallTableSin(pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, os.sinwaveform(ts), i);
};
lerp(tab, pos, size) = (tab(i1), tab(i2)) : si.interpolate(mu) with {
fracIndex = pos*size;
i1 = int(fracIndex);
i2 = (i1+1)%size;
mu = fracIndex-float(i1);
};
|
22eceff28ff6898f780de3e6fc39dbd6abdfcd08c55a336de6a1ff1c06562358 | jpcima/rc-effect-playground | chorus3.dsp | import("stdfaust.lib");
buttonI = checkbox("[1] Chorus (I)") : !=(0);
buttonII = checkbox("[2] Chorus (II)") : !=(0);
process = chorus with {
/* Mode: 0=Off 1=(I), 2=(II), 3=(I + II) */
mode = buttonI | (buttonII << 1);
enabled = mode != 0;
selectByMode = ba.selectn(3, mode-1);
/* (I) */
I = environment {
lfoRate = 0.513;
lfoShape = 0; /* triangle */
delaymin = 1.66e-3;
delaymax = 5.35e-3;
stereo = 1;
};
/* (II) */
II = environment {
lfoRate = 0.863;
lfoShape = 0; /* triangle */
delaymin = 1.66e-3;
delaymax = 5.35e-3;
stereo = 1;
};
/* (I + II) */
III = environment {
lfoRate = 9.75; /* by ear and experiment */
// found in documents and not matching the Juno60 sample:
// 15.175 Hz (too fast), 8 Hz (too slow)
lfoShape = 1; /* sine-like */
delaymin = 3.22e-3;
delaymax = 3.56e-3;
stereo = 0;
};
/**/
s = environment {
lfoRate = (I.lfoRate, II.lfoRate, III.lfoRate) : selectByMode : smooth;
lfoShape = (I.lfoShape, II.lfoShape, III.lfoShape) : selectByMode : smooth;
delaymin = (I.delaymin, II.delaymin, III.delaymin) : selectByMode : smooth;
delaymax = (I.delaymax, II.delaymax, III.delaymax) : selectByMode : smooth;
stereo = (I.stereo, II.stereo, III.stereo) : selectByMode : smooth;
};
/**/
chorus(x) =
((x, out1) : si.interpolate(enabled : smooth)),
((x, out2) : si.interpolate(enabled : smooth))
with {
out1 = x <: (_, line(lfo1)) :> + : *(mixAttenuation);
out2 = x <: (_, line(lfo2)) :> + : *(mixAttenuation);
mixAttenuation = 1./sqrt(2.);
/* Capacity of delay */
delaycap = 10e-3; // seconds, must be >> delay time
delaycapframes = int(ceil(delaycap * ma.SR)); // frames, rounded up
/* LFO */
rawLfo = (triangle, sine) : si.interpolate(s.lfoShape) with {
triangle = os.lf_trianglepos(s.lfoRate);
sine = os.osc(s.lfoRate) : +(1.) : *(0.5);
};
rawInverseLfo = 1. - rawLfo;
lfo1 = rawLfo;
lfo2 = (rawLfo, rawInverseLfo) : si.interpolate(s.stereo);
/* Filter */
delayLPF = fi.lowpass(4, 10000.); // a simulation of BBD antialising LPF at input and output
/* Delay */
line(lfo) = delayLPF : de.fdelay(delaycapframes, lfo : delayAt : *(ma.SR)) : delayLPF with {
delayAt = *(s.delaymax - s.delaymin) : +(s.delaymin);
};
};
/**/
smooth = si.smooth(ba.tau2pole(100e-3));
};
| https://raw.githubusercontent.com/jpcima/rc-effect-playground/3375323d8616cbfc73c9701a3765f738d574c460/faust/chorus3.dsp | faust | Mode: 0=Off 1=(I), 2=(II), 3=(I + II)
(I)
triangle
(II)
triangle
(I + II)
by ear and experiment
found in documents and not matching the Juno60 sample:
15.175 Hz (too fast), 8 Hz (too slow)
sine-like
Capacity of delay
seconds, must be >> delay time
frames, rounded up
LFO
Filter
a simulation of BBD antialising LPF at input and output
Delay
| import("stdfaust.lib");
buttonI = checkbox("[1] Chorus (I)") : !=(0);
buttonII = checkbox("[2] Chorus (II)") : !=(0);
process = chorus with {
mode = buttonI | (buttonII << 1);
enabled = mode != 0;
selectByMode = ba.selectn(3, mode-1);
I = environment {
lfoRate = 0.513;
delaymin = 1.66e-3;
delaymax = 5.35e-3;
stereo = 1;
};
II = environment {
lfoRate = 0.863;
delaymin = 1.66e-3;
delaymax = 5.35e-3;
stereo = 1;
};
III = environment {
delaymin = 3.22e-3;
delaymax = 3.56e-3;
stereo = 0;
};
s = environment {
lfoRate = (I.lfoRate, II.lfoRate, III.lfoRate) : selectByMode : smooth;
lfoShape = (I.lfoShape, II.lfoShape, III.lfoShape) : selectByMode : smooth;
delaymin = (I.delaymin, II.delaymin, III.delaymin) : selectByMode : smooth;
delaymax = (I.delaymax, II.delaymax, III.delaymax) : selectByMode : smooth;
stereo = (I.stereo, II.stereo, III.stereo) : selectByMode : smooth;
};
chorus(x) =
((x, out1) : si.interpolate(enabled : smooth)),
((x, out2) : si.interpolate(enabled : smooth))
with {
out1 = x <: (_, line(lfo1)) :> + : *(mixAttenuation);
out2 = x <: (_, line(lfo2)) :> + : *(mixAttenuation);
mixAttenuation = 1./sqrt(2.);
rawLfo = (triangle, sine) : si.interpolate(s.lfoShape) with {
triangle = os.lf_trianglepos(s.lfoRate);
sine = os.osc(s.lfoRate) : +(1.) : *(0.5);
};
rawInverseLfo = 1. - rawLfo;
lfo1 = rawLfo;
lfo2 = (rawLfo, rawInverseLfo) : si.interpolate(s.stereo);
line(lfo) = delayLPF : de.fdelay(delaycapframes, lfo : delayAt : *(ma.SR)) : delayLPF with {
delayAt = *(s.delaymax - s.delaymin) : +(s.delaymin);
};
};
smooth = si.smooth(ba.tau2pole(100e-3));
};
|
da6b06d910b90dcb084149ba0689fc6298ffa9bc9fbcd0d1bfca300254a4e14f | jpcima/DelayArchitect | EllipticFilter.dsp | /* Copyright (c) 2021, Jean Pierre Cimalando
*
* All rights reserved.
*
* Redistribution and use in source and binary forms, with or without modification,
* are permitted provided that the following conditions are met:
*
* * Redistributions of source code must retain the above copyright notice,
* this list of conditions and the following disclaimer.
* * Redistributions in binary form must reproduce the above copyright notice,
* this list of conditions and the following disclaimer in the documentation
* and/or other materials provided with the distribution.
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
* "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
* LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
* A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER
* OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,
* EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO,
* PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR
* PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF
* LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING
* NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS
* SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*
* SPDX-License-Identifier: BSD-2-Clause
*/
import("stdfaust.lib");
directForm(data, fc) = fi.iir((par(i, data.NB, b(i))), (par(i, data.NA, a(i)))) with {
nf = int(0.5+(data.NF-1)*(fc-data.F0)/(data.F1-data.F0)) : max(0) : min(data.NF-1);
vpf = data.NB+data.NA;
off = nf*vpf;
b(i) = (data.NF*vpf, data.BA, off+i) : rdtable;
a(i) = b(data.NB+i);
};
secondOrderSections(data, fc) = seq(i, data.NS, bq(i)) : *(g) with {
nf = int(0.5+(data.NF-1)*(fc-data.F0)/(data.F1-data.F0)) : max(0) : min(data.NF-1);
vpf = 5*data.NS+1;
off = nf*vpf;
tab(i) = (data.NF*vpf, data.BA, off+i) : rdtable;
bq(i) = fi.tf22t(tab(5*i), tab(5*i+1), tab(5*i+2), tab(5*i+3), tab(5*i+4));
g = tab(vpf-1);
};
// Generate with
// -------------
// ./MakeElliptic.jl --lang Faust > EllipticFilterDirect.dsp
// ./MakeElliptic.jl --lang Faust --sos > EllipticFilterSOS.dsp
directData = library("EllipticFilterDirect.dsp");
secondOrderData = library("EllipticFilterSOS.dsp");
process = _ <: (filterDirect, filterSOS) :> select2(sel) with {
cutoff = hslider("[1] cutoff", 0.5, 0.0, 0.5, 0.001);
sel = checkbox("[2] second-order sections");
filterDirect = directForm(directData, cutoff);
filterSOS = secondOrderSections(secondOrderData, cutoff);
};
| https://raw.githubusercontent.com/jpcima/DelayArchitect/f67e6b782e4810a2f8c67b386f5bc87052ff0cf2/scripts/MakeElliptic/EllipticFilter.dsp | faust | Copyright (c) 2021, Jean Pierre Cimalando
*
* All rights reserved.
*
* Redistribution and use in source and binary forms, with or without modification,
* are permitted provided that the following conditions are met:
*
* * Redistributions of source code must retain the above copyright notice,
* this list of conditions and the following disclaimer.
* * Redistributions in binary form must reproduce the above copyright notice,
* this list of conditions and the following disclaimer in the documentation
* and/or other materials provided with the distribution.
*
* THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS
* "AS IS" AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT
* LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR
* A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER
* OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL,
* EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO,
* PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR
* PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF
* LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING
* NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS
* SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
*
* SPDX-License-Identifier: BSD-2-Clause
Generate with
-------------
./MakeElliptic.jl --lang Faust > EllipticFilterDirect.dsp
./MakeElliptic.jl --lang Faust --sos > EllipticFilterSOS.dsp |
import("stdfaust.lib");
directForm(data, fc) = fi.iir((par(i, data.NB, b(i))), (par(i, data.NA, a(i)))) with {
nf = int(0.5+(data.NF-1)*(fc-data.F0)/(data.F1-data.F0)) : max(0) : min(data.NF-1);
vpf = data.NB+data.NA;
off = nf*vpf;
b(i) = (data.NF*vpf, data.BA, off+i) : rdtable;
a(i) = b(data.NB+i);
};
secondOrderSections(data, fc) = seq(i, data.NS, bq(i)) : *(g) with {
nf = int(0.5+(data.NF-1)*(fc-data.F0)/(data.F1-data.F0)) : max(0) : min(data.NF-1);
vpf = 5*data.NS+1;
off = nf*vpf;
tab(i) = (data.NF*vpf, data.BA, off+i) : rdtable;
bq(i) = fi.tf22t(tab(5*i), tab(5*i+1), tab(5*i+2), tab(5*i+3), tab(5*i+4));
g = tab(vpf-1);
};
directData = library("EllipticFilterDirect.dsp");
secondOrderData = library("EllipticFilterSOS.dsp");
process = _ <: (filterDirect, filterSOS) :> select2(sel) with {
cutoff = hslider("[1] cutoff", 0.5, 0.0, 0.5, 0.001);
sel = checkbox("[2] second-order sections");
filterDirect = directForm(directData, cutoff);
filterSOS = secondOrderSections(secondOrderData, cutoff);
};
|
1d5b79f24ba4bd2774c3ff0ad48b5b17f83c83112679203b7574070404df16bf | jpcima/rc-effect-playground | chorus_advanced_stereo.dsp | import("stdfaust.lib");
bypass = checkbox("[1] Bypass");
lfoRate = hslider("[2] LFO rate [unit:Hz] [scale:log]", 0.5, 0.1, 20., 0.01) : smooth;
lfoShape = hslider("[3] LFO shape", 0., 0., 1., 0.01) : smooth;
lfoPhase = hslider("[4] LFO phase [unit:deg]", 180., 0., 360., 1.) : /(360.) : smooth;
delayMin = hslider("[5] Delay domain 1 [unit:ms]", 1.54, 0.5, 10, 0.01) : *(1e-3) : smooth;
delayMax = hslider("[6] Delay domain 2 [unit:ms]", 5.15, 0.5, 10, 0.01) : *(1e-3) : smooth;
directGain = ba.db2linear(-1.62);
effectGain = hslider("[7] Presence [unit:dB]", 0., -10., 10., 0.1) : ba.db2linear : smooth;
process(xLeft, xRight) =
par(n, 2, ((out(n), in(n)) : si.interpolate(bypass : smooth)))
with {
in(0/*LEFT*/) = xLeft;
in(1/*RIGHT*/) = xRight;
out(n) = (lineMono(n) + lineCrossover) : stereoDownMix;
lineMono(n) = in(n) : lineMixed(n);
lineCrossover = (xLeft + xRight) : stereoDownMix : lineMixed(2/*CROSS*/);
lineMixed(n) = _ <: (_, lineModulated(n)) : mix;
mix = (*(directGain), *(effectGain)) :> +;
stereoDownMix = *(1./sqrt(2.)); /* maybe make it parameter */
/* LFO */
lfoPosition(0/*LEFT*/) = wrap(lfoPosition(2/*CROSS*/) + lfoPhase);
lfoPosition(1/*RIGHT*/) = wrap(lfoPosition(2/*CROSS*/) + 1. - lfoPhase);
lfoPosition(2/*CROSS*/) = phasor01(lfoRate);
lfo(n) = lfoWave(lfoShape, lfoPosition(n));
/* Delay */
line(0/*LEFT*/) = ffunction(float AnalogDelay1(float, float), <math.h>, "");
line(1/*RIGHT*/) = ffunction(float AnalogDelay2(float, float), <math.h>, "");
line(2/*CROSS*/) = ffunction(float AnalogDelay3(float, float), <math.h>, "");
lineModulated(n) = line(n, lfo(n) : delayAt);
delayAt = *(delayMax - delayMin) : +(delayMin);
};
////////////////////////////////////////////
// Smooth filter with fixed time constant //
////////////////////////////////////////////
smooth = si.smooth(ba.tau2pole(tau)) with { tau = 100e-3; };
////////////////////
// Multi-wave LFO //
////////////////////
// w=0: triangle, w=0.5: sine-triangle, w=1: sine
lfoWave(w, p) = ba.if(p<0.5, firstHalf(p), secondHalf(p)) with {
firstHalf(p) = (triangle(p), sine(p)) : si.interpolate((2.*w) : min(1.));
secondHalf(p) = (triangle(p), sine(p)) : si.interpolate(w);
triangle(p) = rdtable(tablesize, triwaveform01(tablesize), int(p*tablesize)%tablesize);
sine(p) = rdtable(tablesize, sinwaveform01(tablesize), int(p*tablesize)%tablesize);
tablesize = 1<<16;
};
///////////////
// Waveforms //
///////////////
triwaveform(tablesize) = ba.if(p<0.25, 4*p, ba.if(p<0.75, -4*p+2, 4*p-4)) with {
p = float(ba.time)/float(tablesize);
};
triwaveform01(tablesize) = triwaveform(tablesize) : +(1.) : *(0.5);
sinwaveform01(tablesize) = os.sinwaveform(tablesize) : +(1.) : *(0.5);
/////////////////////
// Phase generator //
/////////////////////
phasor01(f) = p letrec { 'p = wrap(p+f/ma.SR); };
/////////////
// Utility //
/////////////
wrap(p) = p-int(p);
| https://raw.githubusercontent.com/jpcima/rc-effect-playground/3375323d8616cbfc73c9701a3765f738d574c460/sources/chorus_advanced_stereo.dsp | faust | LEFT
RIGHT
CROSS
maybe make it parameter
LFO
LEFT
CROSS
RIGHT
CROSS
CROSS
Delay
LEFT
RIGHT
CROSS
//////////////////////////////////////////
Smooth filter with fixed time constant //
//////////////////////////////////////////
//////////////////
Multi-wave LFO //
//////////////////
w=0: triangle, w=0.5: sine-triangle, w=1: sine
/////////////
Waveforms //
/////////////
///////////////////
Phase generator //
///////////////////
///////////
Utility //
/////////// | import("stdfaust.lib");
bypass = checkbox("[1] Bypass");
lfoRate = hslider("[2] LFO rate [unit:Hz] [scale:log]", 0.5, 0.1, 20., 0.01) : smooth;
lfoShape = hslider("[3] LFO shape", 0., 0., 1., 0.01) : smooth;
lfoPhase = hslider("[4] LFO phase [unit:deg]", 180., 0., 360., 1.) : /(360.) : smooth;
delayMin = hslider("[5] Delay domain 1 [unit:ms]", 1.54, 0.5, 10, 0.01) : *(1e-3) : smooth;
delayMax = hslider("[6] Delay domain 2 [unit:ms]", 5.15, 0.5, 10, 0.01) : *(1e-3) : smooth;
directGain = ba.db2linear(-1.62);
effectGain = hslider("[7] Presence [unit:dB]", 0., -10., 10., 0.1) : ba.db2linear : smooth;
process(xLeft, xRight) =
par(n, 2, ((out(n), in(n)) : si.interpolate(bypass : smooth)))
with {
out(n) = (lineMono(n) + lineCrossover) : stereoDownMix;
lineMono(n) = in(n) : lineMixed(n);
lineMixed(n) = _ <: (_, lineModulated(n)) : mix;
mix = (*(directGain), *(effectGain)) :> +;
lfo(n) = lfoWave(lfoShape, lfoPosition(n));
lineModulated(n) = line(n, lfo(n) : delayAt);
delayAt = *(delayMax - delayMin) : +(delayMin);
};
smooth = si.smooth(ba.tau2pole(tau)) with { tau = 100e-3; };
lfoWave(w, p) = ba.if(p<0.5, firstHalf(p), secondHalf(p)) with {
firstHalf(p) = (triangle(p), sine(p)) : si.interpolate((2.*w) : min(1.));
secondHalf(p) = (triangle(p), sine(p)) : si.interpolate(w);
triangle(p) = rdtable(tablesize, triwaveform01(tablesize), int(p*tablesize)%tablesize);
sine(p) = rdtable(tablesize, sinwaveform01(tablesize), int(p*tablesize)%tablesize);
tablesize = 1<<16;
};
triwaveform(tablesize) = ba.if(p<0.25, 4*p, ba.if(p<0.75, -4*p+2, 4*p-4)) with {
p = float(ba.time)/float(tablesize);
};
triwaveform01(tablesize) = triwaveform(tablesize) : +(1.) : *(0.5);
sinwaveform01(tablesize) = os.sinwaveform(tablesize) : +(1.) : *(0.5);
phasor01(f) = p letrec { 'p = wrap(p+f/ma.SR); };
wrap(p) = p-int(p);
|
72ac943dcaa9c8c92b5627e4744e5ba52ac0eb9b5799614ee0a0632a2d966b7e | jpcima/rc-effect-playground | chorus.dsp | import("stdfaust.lib");
buttonI = checkbox("[1] Chorus (I)") : !=(0);
buttonII = checkbox("[2] Chorus (II)") : !=(0);
process = chorus with {
/* Mode: 0=Off 1=(I), 2=(II), 3=(I + II) */
mode = buttonI | (buttonII << 1);
enabled = mode != 0;
selectByMode = ba.selectn(3, mode-1);
/* (I) */
I = environment {
lfoRate = 0.513;
lfoShape = 0; /* triangle */
delaymin(0) = 1.54e-3;
delaymax(0) = 5.15e-3;
delaymin(1) = 1.51e-3;
delaymax(1) = 5.40e-3;
stereo = 1;
};
/* (II) */
II = environment {
lfoRate = 0.863;
lfoShape = 0; /* triangle */
delaymin(0) = 1.54e-3;
delaymax(0) = 5.15e-3;
delaymin(1) = 1.51e-3;
delaymax(1) = 5.40e-3;
stereo = 1;
};
/* (I + II) */
III = environment {
lfoRate = 9.75; /* by ear and experiment */
// found in documents and not matching the Juno60 sample:
// 15.175 Hz (too fast), 8 Hz (too slow)
lfoShape = 1; /* sine-like */
delaymin(0) = 3.22e-3;
delaymax(0) = 3.56e-3;
delaymin(1) = 3.28e-3;
delaymax(1) = 3.65e-3;
stereo = 0;
};
/**/
s = environment {
lfoRate = (I.lfoRate, II.lfoRate, III.lfoRate) : selectByMode : smooth;
lfoShape = (I.lfoShape, II.lfoShape, III.lfoShape) : selectByMode : smooth;
delaymin(i) = (I.delaymin(i), II.delaymin(i), III.delaymin(i)) : selectByMode : smooth;
delaymax(i) = (I.delaymax(i), II.delaymax(i), III.delaymax(i)) : selectByMode : smooth;
stereo = (I.stereo, II.stereo, III.stereo) : selectByMode : smooth;
};
/**/
chorus(x) =
((x, out1) : si.interpolate(enabled : smooth)),
((x, out2) : si.interpolate(enabled : smooth))
with {
out1 = x <: (*(0.83), delayModel.line1(lfo1 : delayAt(0))) :> +;
out2 = x <: (*(0.83), delayModel.line2(lfo2 : delayAt(1))) :> +;
/* Delay model */
delayModel = analogDelayModel;
//delayModel = digitalDelayModel;
/* Capacity of delay */
delaycapframes = 2048;
/* LFO */
rawLfo = (triangle, sine) : si.interpolate(s.lfoShape) with {
triangle = os.lf_trianglepos(s.lfoRate);
sine = os.osc(s.lfoRate) : +(1.) : *(0.5);
};
rawInverseLfo = 1. - rawLfo;
lfo1 = rawLfo;
lfo2 = (rawLfo, rawInverseLfo) : si.interpolate(s.stereo);
/* Filter */
delayLPF = fi.lowpass(4, 10000.); // a simulation of BBD antialising LPF at input and output
/* Delay */
digitalDelayModel = environment {
line1(d) = delayLPF : de.fdelay(delaycapframes, d*ma.SR) : delayLPF;
line2(d) = line1(d);
};
analogDelayModel = environment {
/* external functions call the BBD which is implemented in C++ code */
line1 = ffunction(float AnalogDelay1(float, float), <math.h>, "");
line2 = ffunction(float AnalogDelay2(float, float), <math.h>, "");
};
delayAt(i) = *(s.delaymax(i) - s.delaymin(i)) : +(s.delaymin(i));
};
/**/
smooth = si.smooth(ba.tau2pole(100e-3));
};
| https://raw.githubusercontent.com/jpcima/rc-effect-playground/3375323d8616cbfc73c9701a3765f738d574c460/sources/chorus.dsp | faust | Mode: 0=Off 1=(I), 2=(II), 3=(I + II)
(I)
triangle
(II)
triangle
(I + II)
by ear and experiment
found in documents and not matching the Juno60 sample:
15.175 Hz (too fast), 8 Hz (too slow)
sine-like
Delay model
delayModel = digitalDelayModel;
Capacity of delay
LFO
Filter
a simulation of BBD antialising LPF at input and output
Delay
external functions call the BBD which is implemented in C++ code
| import("stdfaust.lib");
buttonI = checkbox("[1] Chorus (I)") : !=(0);
buttonII = checkbox("[2] Chorus (II)") : !=(0);
process = chorus with {
mode = buttonI | (buttonII << 1);
enabled = mode != 0;
selectByMode = ba.selectn(3, mode-1);
I = environment {
lfoRate = 0.513;
delaymin(0) = 1.54e-3;
delaymax(0) = 5.15e-3;
delaymin(1) = 1.51e-3;
delaymax(1) = 5.40e-3;
stereo = 1;
};
II = environment {
lfoRate = 0.863;
delaymin(0) = 1.54e-3;
delaymax(0) = 5.15e-3;
delaymin(1) = 1.51e-3;
delaymax(1) = 5.40e-3;
stereo = 1;
};
III = environment {
delaymin(0) = 3.22e-3;
delaymax(0) = 3.56e-3;
delaymin(1) = 3.28e-3;
delaymax(1) = 3.65e-3;
stereo = 0;
};
s = environment {
lfoRate = (I.lfoRate, II.lfoRate, III.lfoRate) : selectByMode : smooth;
lfoShape = (I.lfoShape, II.lfoShape, III.lfoShape) : selectByMode : smooth;
delaymin(i) = (I.delaymin(i), II.delaymin(i), III.delaymin(i)) : selectByMode : smooth;
delaymax(i) = (I.delaymax(i), II.delaymax(i), III.delaymax(i)) : selectByMode : smooth;
stereo = (I.stereo, II.stereo, III.stereo) : selectByMode : smooth;
};
chorus(x) =
((x, out1) : si.interpolate(enabled : smooth)),
((x, out2) : si.interpolate(enabled : smooth))
with {
out1 = x <: (*(0.83), delayModel.line1(lfo1 : delayAt(0))) :> +;
out2 = x <: (*(0.83), delayModel.line2(lfo2 : delayAt(1))) :> +;
delayModel = analogDelayModel;
delaycapframes = 2048;
rawLfo = (triangle, sine) : si.interpolate(s.lfoShape) with {
triangle = os.lf_trianglepos(s.lfoRate);
sine = os.osc(s.lfoRate) : +(1.) : *(0.5);
};
rawInverseLfo = 1. - rawLfo;
lfo1 = rawLfo;
lfo2 = (rawLfo, rawInverseLfo) : si.interpolate(s.stereo);
digitalDelayModel = environment {
line1(d) = delayLPF : de.fdelay(delaycapframes, d*ma.SR) : delayLPF;
line2(d) = line1(d);
};
analogDelayModel = environment {
line1 = ffunction(float AnalogDelay1(float, float), <math.h>, "");
line2 = ffunction(float AnalogDelay2(float, float), <math.h>, "");
};
delayAt(i) = *(s.delaymax(i) - s.delaymin(i)) : +(s.delaymin(i));
};
smooth = si.smooth(ba.tau2pole(100e-3));
};
|
50fbe8448b1181a581e204df3c9c954355614164e0156fcd9467a7167995a44c | jpcima/smf-dsp | bass_enhance.dsp | import("stdfaust.lib");
driveMax = 0.5;
toneMin = 50.0;
toneMax = 600.0;
drive = hslider("[0] Drive [unit:%]", 0.0, 0.0, 100.0, 0.01) : *(0.01*driveMax);
tone = hslider("[1] Tone [unit:%]", 0.0, 0.0, 100.0, 0.01) : *(0.01*(toneMax-toneMin)) : +(toneMin);
phatbass = _ <: ((lows : distort), highs) :> + with {
split = fi.filterbank(3, (tone));
lows = split : (!, _);
highs = split : (_, !);
distort = ef.cubicnl(drive, 0.0);
};
process = (phatbass, phatbass);
| https://raw.githubusercontent.com/jpcima/smf-dsp/bdc5f453369caf7b3c67e7ad661e0901b2fb2aed/sources/audio/bass_enhance.dsp | faust | import("stdfaust.lib");
driveMax = 0.5;
toneMin = 50.0;
toneMax = 600.0;
drive = hslider("[0] Drive [unit:%]", 0.0, 0.0, 100.0, 0.01) : *(0.01*driveMax);
tone = hslider("[1] Tone [unit:%]", 0.0, 0.0, 100.0, 0.01) : *(0.01*(toneMax-toneMin)) : +(toneMin);
phatbass = _ <: ((lows : distort), highs) :> + with {
split = fi.filterbank(3, (tone));
lows = split : (!, _);
highs = split : (_, !);
distort = ef.cubicnl(drive, 0.0);
};
process = (phatbass, phatbass);
|
|
6b3f8ae48d06503bcf547a3122e4faad4430a9635bf6771b0cdea97b25b30a48 | jpcima/smf-dsp | eq_5band.dsp | import("stdfaust.lib");
numBands = 5;
rangeDb = 12.0;
lokey = 48; // C3
hikey = 108; // C8
l(i) = hslider("[%i] EQ Band %j [unit:%]", 50, 0, 100, 1) : pcTodB with { j = i+1; };
pcTodB = *(rangeDb*2.0/100.0)-rangeDb;
f(i) = ba.midikey2hz(lokey+(hikey-lokey)*i*(1.0/(numBands-1)));
b(i) = 0.5*(f(i+1)-f(i));
eq = fi.low_shelf(l(0), f(0)) :
seq(i, numBands-2, fi.peak_eq(l(i+1), f(i+1), b(i+1))) :
fi.high_shelf(l(numBands-1), f(numBands-1));
process = (eq, eq); // : co.limiter_1176_R4_stereo;
| https://raw.githubusercontent.com/jpcima/smf-dsp/bdc5f453369caf7b3c67e7ad661e0901b2fb2aed/sources/audio/eq_5band.dsp | faust | C3
C8
: co.limiter_1176_R4_stereo; | import("stdfaust.lib");
numBands = 5;
rangeDb = 12.0;
l(i) = hslider("[%i] EQ Band %j [unit:%]", 50, 0, 100, 1) : pcTodB with { j = i+1; };
pcTodB = *(rangeDb*2.0/100.0)-rangeDb;
f(i) = ba.midikey2hz(lokey+(hikey-lokey)*i*(1.0/(numBands-1)));
b(i) = 0.5*(f(i+1)-f(i));
eq = fi.low_shelf(l(0), f(0)) :
seq(i, numBands-2, fi.peak_eq(l(i+1), f(i+1), b(i+1))) :
fi.high_shelf(l(numBands-1), f(numBands-1));
|
adcf06611eeba46ced15ccba8b08e5a2edc78516f367c5875bb7db2ac06b973e | jpcima/faustpp | stone_phaser.dsp | declare name "Stone Phaser";
declare author "Jean Pierre Cimalando";
declare copyright "2019";
declare version "1.2.2";
declare license "CC0-1.0";
// Référence :
// Kiiski, R., Esqueda, F., & Välimäki, V. (2016).
// Time-variant gray-box modeling of a phaser pedal.
// In 19th International Conference on Digital Audio Effects (DAFx-16).
import("stdfaust.lib");
// hz2midikey defined for faust1 which doesn't have it
hz2midikey(f) = 12*ma.log2(f/440.0) + 69.0;
midikey2hz = ba.midikey2hz;
/////////////
// Control //
/////////////
bypass = checkbox("[0] Bypass [symbol:bypass]");
color = hslider("[1] Color [symbol:color] [boolean]", 1, 0, 1, 1);
lf = hslider("[2] LFO frequency [symbol:lfo_frequency] [unit:Hz] [scale:log]", 0.2, 0.01, 5., 0.01) : tsmooth;
fb = hslider("[3] Feedback depth [symbol:feedback_depth] [unit:%] [integer]", 75, 0, 99, 1) : *(0.01) : tsmooth;
fbHf = hslider("[4] Feedback bass cut [abbrev:Fb bass cut] [symbol:feedback_hpf_cutoff] [unit:Hz] [scale:log]", 500., 10., 5000., 1.) : tsmooth;
dw = hslider("[5] Dry/wet mix [symbol:mix] [unit:%] [integer]", 50, 0, 100, 1) : *(0.01);
w = sin(dw*(ma.PI/2)) : tsmooth;
d = cos(dw*(ma.PI/2)) : tsmooth;
ph = hslider("[6] Stereo phase [symbol:stereo_phase] [unit:deg] [integer]", 0., -180., +180., 1.) : /(360.) : +(1.) : tsmooth;
//////////////////////////
// All-pass filter unit //
//////////////////////////
allpass1(f) = fi.iir((a,1.),(a)) with {
a = -1.+2.*ma.PI*f/ma.SR;
};
//////////////////////
// High-pass filter //
//////////////////////
highpass1(f) = fi.iir((0.5*(1.+p), -0.5*(1.+p)), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
//////////////////////
// Low-pass filter //
//////////////////////
lowpass1(f) = fi.iir((1.-p), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
////////////////////////////////////////////
// Smooth filter with fixed time constant //
////////////////////////////////////////////
tsmooth = si.smooth(ba.tau2pole(t)) with { t = 100e-3; };
//////////
// LFOs //
//////////
lfoTriangle(pos, y1, y2) = val*(y2-y1)+y1 with {
val = 1.-abs(2.*pos-1.);
};
lfoRectifiedSine(pos, y1, y2) = val*(y2-y1)+y1 with {
val = rsin(pos);
};
lfoAnalogTriangle(roundness, pos, y1, y2) = val*(y2-y1)+y1 with {
val = sineTri(roundness, pos);
};
lfoExponentialTriangle(roundness, slopeUp, slopeDown, pos, y1, y2) = val*(y2-y1)+y1 with {
val = expTri(roundness, slopeUp, slopeDown, pos);
};
////////////
// Phaser //
////////////
mono_phaser(x, lfo_pos) = (fadeBypass * x) + (1. - fadeBypass) * (dry + wet) with {
dry = x*d;
wet = (x <: highpass1(33.0) : (+:a1:a2:a3:a4)~feedback)*w;
fadeBypass = bypass : tsmooth;
colorFb = ba.if(color, fb, 0.1*fb) : tsmooth;
feedback = highpass1(fbHf) : *(colorFb);
lfoLoF = ba.if(color, hz2midikey(80.), hz2midikey(300.)) : tsmooth;
lfoHiF = ba.if(color, hz2midikey(2200.), hz2midikey(6000.)) : tsmooth;
modFreq = midikey2hz(lfoAnalogTriangle(0.95, lfo_pos, lfoLoF, lfoHiF));
//modFreq = midikey2hz(lfoExponentialTriangle(128., 0.6, 0.9, lfo_pos, lfoLoF, lfoHiF));
a1 = allpass1(modFreq);
a2 = allpass1(modFreq);
a3 = allpass1(modFreq);
a4 = allpass1(modFreq);
};
stereo_phaser(x1, x2, lfo_pos) = mono_phaser(x1, lfo_pos), mono_phaser(x2, lfo_pos2) with {
lfo_pos2 = wrap(lfo_pos + ph);
wrap(p) = p-float(int(p));
};
/////////////
// Utility //
/////////////
lerp(tab, pos, size) = (tab(i1), tab(i2)) : si.interpolate(mu) with {
fracIndex = pos*size;
i1 = int(fracIndex);
i2 = (i1+1)%size;
mu = fracIndex-float(i1);
};
rsin(pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, abs(os.sinwaveform(ts)), i);
};
sineTriWaveform(roundness, tablesize) = 1.-sin(2.*ba.if(x<0.5, x, 1.-x)*asin(a))/a with {
a = max(0., min(1., roundness * 0.5 + 0.5));
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
sineTri(roundness, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, sineTriWaveform(roundness, ts), i);
};
/*
# Gnuplot code of the sineTri function
sineTri(r, x)=sineTri_(r, wrap(x+0.5))
sineTri_(r, x)=1.-sin(((x<0.5)?x:(1.-x))*2.*asin(r))/r
wrap(x)=x-floor(x)
set xrange [0:1]
plot(sineTri(0.99, x))
*/
expTriWaveform(roundness, slopeUp, slopeDown, tablesize) = ba.if(x<0.5, expUp, expDown) with {
normExp(a, b, x) = (1.-pow(a, -b*x))/(1.-pow(a, -b));
expUp = 1.-normExp(roundness, slopeUp, (-x+0.5)*2);
expDown = 1.-normExp(roundness, slopeDown, (x-0.5)*2);
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
expTri(roundness, slopeUp, slopeDown, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, expTriWaveform(roundness, slopeUp, slopeDown, ts), i);
};
/*
# Gnuplot code of the expTri function
roundness=128
slopeUp = 0.6
slopeDown = 0.9
normExp(a,b,x)=(1.-a**-(b*x))/(1.-a**-b)
set xrange [0:1]
plot (x<0.5) ? (1.-normExp(roundness, slopeUp, (-x+0.5)*2)) : (1.-normExp(roundness, slopeDown, (x-0.5)*2))
*/
//////////
// Main //
//////////
process_mono(x) = mono_phaser(x, os.lf_sawpos(lf));
process_stereo(x1, x2) = stereo_phaser(x1, x2, os.lf_sawpos(lf));
process = process_mono;
| https://raw.githubusercontent.com/jpcima/faustpp/5197306546153130f50190cd589f3289047e2b3b/examples/stone_phaser.dsp | faust | Référence :
Kiiski, R., Esqueda, F., & Välimäki, V. (2016).
Time-variant gray-box modeling of a phaser pedal.
In 19th International Conference on Digital Audio Effects (DAFx-16).
hz2midikey defined for faust1 which doesn't have it
///////////
Control //
///////////
////////////////////////
All-pass filter unit //
////////////////////////
////////////////////
High-pass filter //
////////////////////
////////////////////
Low-pass filter //
////////////////////
//////////////////////////////////////////
Smooth filter with fixed time constant //
//////////////////////////////////////////
////////
LFOs //
////////
//////////
Phaser //
//////////
modFreq = midikey2hz(lfoExponentialTriangle(128., 0.6, 0.9, lfo_pos, lfoLoF, lfoHiF));
///////////
Utility //
///////////
# Gnuplot code of the sineTri function
sineTri(r, x)=sineTri_(r, wrap(x+0.5))
sineTri_(r, x)=1.-sin(((x<0.5)?x:(1.-x))*2.*asin(r))/r
wrap(x)=x-floor(x)
set xrange [0:1]
plot(sineTri(0.99, x))
# Gnuplot code of the expTri function
roundness=128
slopeUp = 0.6
slopeDown = 0.9
normExp(a,b,x)=(1.-a**-(b*x))/(1.-a**-b)
set xrange [0:1]
plot (x<0.5) ? (1.-normExp(roundness, slopeUp, (-x+0.5)*2)) : (1.-normExp(roundness, slopeDown, (x-0.5)*2))
////////
Main //
//////// | declare name "Stone Phaser";
declare author "Jean Pierre Cimalando";
declare copyright "2019";
declare version "1.2.2";
declare license "CC0-1.0";
import("stdfaust.lib");
hz2midikey(f) = 12*ma.log2(f/440.0) + 69.0;
midikey2hz = ba.midikey2hz;
bypass = checkbox("[0] Bypass [symbol:bypass]");
color = hslider("[1] Color [symbol:color] [boolean]", 1, 0, 1, 1);
lf = hslider("[2] LFO frequency [symbol:lfo_frequency] [unit:Hz] [scale:log]", 0.2, 0.01, 5., 0.01) : tsmooth;
fb = hslider("[3] Feedback depth [symbol:feedback_depth] [unit:%] [integer]", 75, 0, 99, 1) : *(0.01) : tsmooth;
fbHf = hslider("[4] Feedback bass cut [abbrev:Fb bass cut] [symbol:feedback_hpf_cutoff] [unit:Hz] [scale:log]", 500., 10., 5000., 1.) : tsmooth;
dw = hslider("[5] Dry/wet mix [symbol:mix] [unit:%] [integer]", 50, 0, 100, 1) : *(0.01);
w = sin(dw*(ma.PI/2)) : tsmooth;
d = cos(dw*(ma.PI/2)) : tsmooth;
ph = hslider("[6] Stereo phase [symbol:stereo_phase] [unit:deg] [integer]", 0., -180., +180., 1.) : /(360.) : +(1.) : tsmooth;
allpass1(f) = fi.iir((a,1.),(a)) with {
a = -1.+2.*ma.PI*f/ma.SR;
};
highpass1(f) = fi.iir((0.5*(1.+p), -0.5*(1.+p)), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
lowpass1(f) = fi.iir((1.-p), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
tsmooth = si.smooth(ba.tau2pole(t)) with { t = 100e-3; };
lfoTriangle(pos, y1, y2) = val*(y2-y1)+y1 with {
val = 1.-abs(2.*pos-1.);
};
lfoRectifiedSine(pos, y1, y2) = val*(y2-y1)+y1 with {
val = rsin(pos);
};
lfoAnalogTriangle(roundness, pos, y1, y2) = val*(y2-y1)+y1 with {
val = sineTri(roundness, pos);
};
lfoExponentialTriangle(roundness, slopeUp, slopeDown, pos, y1, y2) = val*(y2-y1)+y1 with {
val = expTri(roundness, slopeUp, slopeDown, pos);
};
mono_phaser(x, lfo_pos) = (fadeBypass * x) + (1. - fadeBypass) * (dry + wet) with {
dry = x*d;
wet = (x <: highpass1(33.0) : (+:a1:a2:a3:a4)~feedback)*w;
fadeBypass = bypass : tsmooth;
colorFb = ba.if(color, fb, 0.1*fb) : tsmooth;
feedback = highpass1(fbHf) : *(colorFb);
lfoLoF = ba.if(color, hz2midikey(80.), hz2midikey(300.)) : tsmooth;
lfoHiF = ba.if(color, hz2midikey(2200.), hz2midikey(6000.)) : tsmooth;
modFreq = midikey2hz(lfoAnalogTriangle(0.95, lfo_pos, lfoLoF, lfoHiF));
a1 = allpass1(modFreq);
a2 = allpass1(modFreq);
a3 = allpass1(modFreq);
a4 = allpass1(modFreq);
};
stereo_phaser(x1, x2, lfo_pos) = mono_phaser(x1, lfo_pos), mono_phaser(x2, lfo_pos2) with {
lfo_pos2 = wrap(lfo_pos + ph);
wrap(p) = p-float(int(p));
};
lerp(tab, pos, size) = (tab(i1), tab(i2)) : si.interpolate(mu) with {
fracIndex = pos*size;
i1 = int(fracIndex);
i2 = (i1+1)%size;
mu = fracIndex-float(i1);
};
rsin(pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, abs(os.sinwaveform(ts)), i);
};
sineTriWaveform(roundness, tablesize) = 1.-sin(2.*ba.if(x<0.5, x, 1.-x)*asin(a))/a with {
a = max(0., min(1., roundness * 0.5 + 0.5));
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
sineTri(roundness, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, sineTriWaveform(roundness, ts), i);
};
expTriWaveform(roundness, slopeUp, slopeDown, tablesize) = ba.if(x<0.5, expUp, expDown) with {
normExp(a, b, x) = (1.-pow(a, -b*x))/(1.-pow(a, -b));
expUp = 1.-normExp(roundness, slopeUp, (-x+0.5)*2);
expDown = 1.-normExp(roundness, slopeDown, (x-0.5)*2);
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
expTri(roundness, slopeUp, slopeDown, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, expTriWaveform(roundness, slopeUp, slopeDown, ts), i);
};
process_mono(x) = mono_phaser(x, os.lf_sawpos(lf));
process_stereo(x1, x2) = stereo_phaser(x1, x2, os.lf_sawpos(lf));
process = process_mono;
|
49aaddcca1c56efbaf687471342f2f0ace48021df239776c23cff942ec4d2de3 | jpcima/stone-phaser | stone_phaser.dsp | declare name "Stone Phaser";
declare author "Jean Pierre Cimalando";
declare version "1.2.2";
declare license "CC0-1.0 or BSL-1.0";
// Référence :
// Kiiski, R., Esqueda, F., & Välimäki, V. (2016).
// Time-variant gray-box modeling of a phaser pedal.
// In 19th International Conference on Digital Audio Effects (DAFx-16).
import("stdfaust.lib");
/////////////
// Control //
/////////////
bypass = checkbox("[0] Bypass [symbol:bypass]") : >(0.5);
color = hslider("[1] Color [symbol:color] [boolean]", 1, 0, 1, 1);
lf = hslider("[2] LFO frequency [symbol:lfo_frequency] [unit:Hz] [scale:log]", 0.2, 0.01, 5., 0.01) : tsmooth;
fb = hslider("[3] Feedback depth [symbol:feedback_depth] [unit:%] [integer]", 75, 0, 99, 1) : *(0.01) : tsmooth;
fbHf = hslider("[4] Feedback bass cut [abbrev:Fb bass cut] [symbol:feedback_hpf_cutoff] [unit:Hz] [scale:log]", 500., 10., 5000., 1.) : tsmooth;
dw = hslider("[5] Dry/wet mix [symbol:mix] [unit:%] [integer]", 50, 0, 100, 1) : *(0.01);
w = sin(dw*(ma.PI/2)) : tsmooth;
d = cos(dw*(ma.PI/2)) : tsmooth;
ph = hslider("[6] Stereo phase [symbol:stereo_phase] [unit:deg] [integer]", 0., -180., +180., 1.) : /(360.) : +(1.) : tsmooth;
bm = hbargraph("[7] Bypass meter [symbol:bypass_meter]", 0., 1.);
//////////////////////////
// All-pass filter unit //
//////////////////////////
allpass1(f) = fi.iir((a,1.),(a)) with {
a = -1.+2.*ma.PI*f/ma.SR;
};
//////////////////////
// High-pass filter //
//////////////////////
highpass1(f) = fi.iir((0.5*(1.+p), -0.5*(1.+p)), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
//////////////////////
// Low-pass filter //
//////////////////////
lowpass1(f) = fi.iir((1.-p), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
////////////////////////////////////////////
// Smooth filter with fixed time constant //
////////////////////////////////////////////
tsmooth = si.smooth(ba.tau2pole(t)) with { t = 100e-3; };
//////////
// LFOs //
//////////
lfoTriangle(pos, y1, y2) = val*(y2-y1)+y1 with {
val = 1.-abs(2.*pos-1.);
};
lfoRectifiedSine(pos, y1, y2) = val*(y2-y1)+y1 with {
val = rsin(pos);
};
lfoAnalogTriangle(roundness, pos, y1, y2) = val*(y2-y1)+y1 with {
val = sineTri(roundness, pos);
};
lfoExponentialTriangle(roundness, slopeUp, slopeDown, pos, y1, y2) = val*(y2-y1)+y1 with {
val = expTri(roundness, slopeUp, slopeDown, pos);
};
////////////
// Phaser //
////////////
mono_phaser(x, lfo_pos, bypass_meter) =
attach(outputMix, fadeBypass : bypass_meter)
with {
outputMix = (dry + wet, x) : (*(fadeBypass), *(1. - fadeBypass)) :> +;
dry = x*d;
wet = (x <: highpass1(33.0) : (+:a1:a2:a3:a4)~feedback)*w;
fadeBypass = (1 - bypass) : tsmooth;
colorFb = ba.if(color, fb, 0.1*fb) : tsmooth;
feedback = highpass1(fbHf) : *(colorFb);
lfoLoF = ba.if(color, ba.hz2midikey(80.), ba.hz2midikey(300.)) : tsmooth;
lfoHiF = ba.if(color, ba.hz2midikey(2200.), ba.hz2midikey(6000.)) : tsmooth;
modFreq = ba.midikey2hz(lfoAnalogTriangle(0.95, lfo_pos, lfoLoF, lfoHiF));
//modFreq = ba.midikey2hz(lfoExponentialTriangle(128., 0.6, 0.9, lfo_pos, lfoLoF, lfoHiF));
a1 = allpass1(modFreq);
a2 = allpass1(modFreq);
a3 = allpass1(modFreq);
a4 = allpass1(modFreq);
};
stereo_phaser(x1, x2, lfo_pos, bypass_meter) =
left_phaser, right_phaser
with {
left_phaser = mono_phaser(x1, lfo_pos, bypass_meter);
right_phaser = mono_phaser(x2, lfo_pos2, _);
lfo_pos2 = wrap(lfo_pos + ph);
wrap(p) = p-float(int(p));
};
/////////////
// Utility //
/////////////
lerp(tab, pos, size) = (tab(i1), tab(i2)) : si.interpolate(mu) with {
fracIndex = pos*size;
i1 = int(fracIndex);
i2 = (i1+1)%size;
mu = fracIndex-float(i1);
};
rsin(pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, abs(os.sinwaveform(ts)), i);
};
sineTriWaveform(roundness, tablesize) = 1.-sin(2.*ba.if(x<0.5, x, 1.-x)*asin(a))/a with {
a = max(0., min(1., roundness * 0.5 + 0.5));
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
sineTri(roundness, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, sineTriWaveform(roundness, ts), i);
};
/*
# Gnuplot code of the sineTri function
sineTri(r, x)=sineTri_(r, wrap(x+0.5))
sineTri_(r, x)=1.-sin(((x<0.5)?x:(1.-x))*2.*asin(r))/r
wrap(x)=x-floor(x)
set xrange [0:1]
plot(sineTri(0.99, x))
*/
expTriWaveform(roundness, slopeUp, slopeDown, tablesize) = ba.if(x<0.5, expUp, expDown) with {
normExp(a, b, x) = (1.-pow(a, -b*x))/(1.-pow(a, -b));
expUp = 1.-normExp(roundness, slopeUp, (-x+0.5)*2);
expDown = 1.-normExp(roundness, slopeDown, (x-0.5)*2);
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
expTri(roundness, slopeUp, slopeDown, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, expTriWaveform(roundness, slopeUp, slopeDown, ts), i);
};
/*
# Gnuplot code of the expTri function
roundness=128
slopeUp = 0.6
slopeDown = 0.9
normExp(a,b,x)=(1.-a**-(b*x))/(1.-a**-b)
set xrange [0:1]
plot (x<0.5) ? (1.-normExp(roundness, slopeUp, (-x+0.5)*2)) : (1.-normExp(roundness, slopeDown, (x-0.5)*2))
*/
//////////
// Main //
//////////
process_mono(x) = mono_phaser(x, os.lf_sawpos(lf), bm);
process_stereo(x1, x2) = stereo_phaser(x1, x2, os.lf_sawpos(lf), bm);
process = process_mono;
| https://raw.githubusercontent.com/jpcima/stone-phaser/da92961a4148b77fca131ba0e51d9ea7ad0b2476/dsp/stone_phaser.dsp | faust | Référence :
Kiiski, R., Esqueda, F., & Välimäki, V. (2016).
Time-variant gray-box modeling of a phaser pedal.
In 19th International Conference on Digital Audio Effects (DAFx-16).
///////////
Control //
///////////
////////////////////////
All-pass filter unit //
////////////////////////
////////////////////
High-pass filter //
////////////////////
////////////////////
Low-pass filter //
////////////////////
//////////////////////////////////////////
Smooth filter with fixed time constant //
//////////////////////////////////////////
////////
LFOs //
////////
//////////
Phaser //
//////////
modFreq = ba.midikey2hz(lfoExponentialTriangle(128., 0.6, 0.9, lfo_pos, lfoLoF, lfoHiF));
///////////
Utility //
///////////
# Gnuplot code of the sineTri function
sineTri(r, x)=sineTri_(r, wrap(x+0.5))
sineTri_(r, x)=1.-sin(((x<0.5)?x:(1.-x))*2.*asin(r))/r
wrap(x)=x-floor(x)
set xrange [0:1]
plot(sineTri(0.99, x))
# Gnuplot code of the expTri function
roundness=128
slopeUp = 0.6
slopeDown = 0.9
normExp(a,b,x)=(1.-a**-(b*x))/(1.-a**-b)
set xrange [0:1]
plot (x<0.5) ? (1.-normExp(roundness, slopeUp, (-x+0.5)*2)) : (1.-normExp(roundness, slopeDown, (x-0.5)*2))
////////
Main //
//////// | declare name "Stone Phaser";
declare author "Jean Pierre Cimalando";
declare version "1.2.2";
declare license "CC0-1.0 or BSL-1.0";
import("stdfaust.lib");
bypass = checkbox("[0] Bypass [symbol:bypass]") : >(0.5);
color = hslider("[1] Color [symbol:color] [boolean]", 1, 0, 1, 1);
lf = hslider("[2] LFO frequency [symbol:lfo_frequency] [unit:Hz] [scale:log]", 0.2, 0.01, 5., 0.01) : tsmooth;
fb = hslider("[3] Feedback depth [symbol:feedback_depth] [unit:%] [integer]", 75, 0, 99, 1) : *(0.01) : tsmooth;
fbHf = hslider("[4] Feedback bass cut [abbrev:Fb bass cut] [symbol:feedback_hpf_cutoff] [unit:Hz] [scale:log]", 500., 10., 5000., 1.) : tsmooth;
dw = hslider("[5] Dry/wet mix [symbol:mix] [unit:%] [integer]", 50, 0, 100, 1) : *(0.01);
w = sin(dw*(ma.PI/2)) : tsmooth;
d = cos(dw*(ma.PI/2)) : tsmooth;
ph = hslider("[6] Stereo phase [symbol:stereo_phase] [unit:deg] [integer]", 0., -180., +180., 1.) : /(360.) : +(1.) : tsmooth;
bm = hbargraph("[7] Bypass meter [symbol:bypass_meter]", 0., 1.);
allpass1(f) = fi.iir((a,1.),(a)) with {
a = -1.+2.*ma.PI*f/ma.SR;
};
highpass1(f) = fi.iir((0.5*(1.+p), -0.5*(1.+p)), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
lowpass1(f) = fi.iir((1.-p), (-p)) with {
p = exp(-2.*ma.PI*f/ma.SR);
};
tsmooth = si.smooth(ba.tau2pole(t)) with { t = 100e-3; };
lfoTriangle(pos, y1, y2) = val*(y2-y1)+y1 with {
val = 1.-abs(2.*pos-1.);
};
lfoRectifiedSine(pos, y1, y2) = val*(y2-y1)+y1 with {
val = rsin(pos);
};
lfoAnalogTriangle(roundness, pos, y1, y2) = val*(y2-y1)+y1 with {
val = sineTri(roundness, pos);
};
lfoExponentialTriangle(roundness, slopeUp, slopeDown, pos, y1, y2) = val*(y2-y1)+y1 with {
val = expTri(roundness, slopeUp, slopeDown, pos);
};
mono_phaser(x, lfo_pos, bypass_meter) =
attach(outputMix, fadeBypass : bypass_meter)
with {
outputMix = (dry + wet, x) : (*(fadeBypass), *(1. - fadeBypass)) :> +;
dry = x*d;
wet = (x <: highpass1(33.0) : (+:a1:a2:a3:a4)~feedback)*w;
fadeBypass = (1 - bypass) : tsmooth;
colorFb = ba.if(color, fb, 0.1*fb) : tsmooth;
feedback = highpass1(fbHf) : *(colorFb);
lfoLoF = ba.if(color, ba.hz2midikey(80.), ba.hz2midikey(300.)) : tsmooth;
lfoHiF = ba.if(color, ba.hz2midikey(2200.), ba.hz2midikey(6000.)) : tsmooth;
modFreq = ba.midikey2hz(lfoAnalogTriangle(0.95, lfo_pos, lfoLoF, lfoHiF));
a1 = allpass1(modFreq);
a2 = allpass1(modFreq);
a3 = allpass1(modFreq);
a4 = allpass1(modFreq);
};
stereo_phaser(x1, x2, lfo_pos, bypass_meter) =
left_phaser, right_phaser
with {
left_phaser = mono_phaser(x1, lfo_pos, bypass_meter);
right_phaser = mono_phaser(x2, lfo_pos2, _);
lfo_pos2 = wrap(lfo_pos + ph);
wrap(p) = p-float(int(p));
};
lerp(tab, pos, size) = (tab(i1), tab(i2)) : si.interpolate(mu) with {
fracIndex = pos*size;
i1 = int(fracIndex);
i2 = (i1+1)%size;
mu = fracIndex-float(i1);
};
rsin(pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, abs(os.sinwaveform(ts)), i);
};
sineTriWaveform(roundness, tablesize) = 1.-sin(2.*ba.if(x<0.5, x, 1.-x)*asin(a))/a with {
a = max(0., min(1., roundness * 0.5 + 0.5));
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
sineTri(roundness, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, sineTriWaveform(roundness, ts), i);
};
expTriWaveform(roundness, slopeUp, slopeDown, tablesize) = ba.if(x<0.5, expUp, expDown) with {
normExp(a, b, x) = (1.-pow(a, -b*x))/(1.-pow(a, -b));
expUp = 1.-normExp(roundness, slopeUp, (-x+0.5)*2);
expDown = 1.-normExp(roundness, slopeDown, (x-0.5)*2);
x = wrap(float(ba.time)/float(tablesize));
wrap(p) = p-float(int(p));
};
expTri(roundness, slopeUp, slopeDown, pos) = lerp(tab, pos, ts) with {
ts = 128;
tab(i) = rdtable(ts, expTriWaveform(roundness, slopeUp, slopeDown, ts), i);
};
process_mono(x) = mono_phaser(x, os.lf_sawpos(lf), bm);
process_stereo(x1, x2) = stereo_phaser(x1, x2, os.lf_sawpos(lf), bm);
process = process_mono;
|
1e6c1b4871124839e985d187b3bbf27c18639d7c68b809b26494fd116ebad3e2 | jpcima/smf-dsp | reverb.dsp | //
// Référence:
// Dattorro, Jon. "Effect design, part 1: Reverberator and other filters."
// Journal of the Audio Engineering Society 45.9 (1997): 660-684.
//
declare name "fverb";
declare author "Jean Pierre Cimalando";
declare version "0.5";
declare license "BSD-2-Clause";
import("stdfaust.lib");
ptMax = 300e-3;
pt = 0.0;//hslider("[] Predelay [symbol:predelay] [unit:ms]", 0., 0., ptMax*1e3, 1.) : *(1e-3) : si.smoo;
ing = 1.0;//hslider("[] Input amount [symbol:input] [unit:%]", 100., 0., 100., 0.01) : *(0.01) : si.smoo;
tone = 10000.0;//hslider("[] Input low-pass cutoff [symbol:input_lowpass] [unit:Hz] [scale:log]", 10000., 1., 20000., 1.);
htone = 100.0;//hslider("[] Input high-pass cutoff [symbol:input_highpass] [unit:Hz] [scale:log]", 100., 1., 1000., 1.);
id1 = 0.75;//hslider("[] Input diffusion 1 [symbol:input_diffusion_1] [unit:%]", 75., 0., 100., 0.01) : *(0.01) : si.smoo;
id2 = 0.625;//hslider("[] Input diffusion 2 [symbol:input_diffusion_2] [unit:%]", 62.5, 0., 100., 0.01) : *(0.01) : si.smoo;
dd1 = 0.07;//hslider("[] Tail density [symbol:tail_density] [unit:%]", 70., 0., 100., 0.01) : *(0.01) : si.smoo;
dd2 = (dr + 0.15) : max(0.25) : min(0.5); /* (cf. table 1 Reverberation parameters) */
dr = hslider("[0] Decay [symbol:decay] [unit:%]", 50., 0., 100., 0.01) : *(0.01);//: si.smoo;
damp = 5500.0;//hslider("[] Damping [symbol:damping] [unit:Hz] [scale:log]", 5500., 10., 20000., 1.);
modf = 1.0;//hslider("[] Modulator frequency [symbol:mod_frequency] [unit:Hz]", 1., 0.01, 4., 0.01) : si.smoo;
maxModt = 10e-3;
modt = 0.5e-3;//hslider("[] Modulator depth [symbol:mod_depth] [unit:ms]", 0.5, 0., maxModt*1e3, 0.1) : *(1e-3) : si.smoo;
dry = 1.0;//hslider("[] Dry [symbol:dry] [unit:%]", 100., 0., 100., 0.01) : *(0.01) : si.smoo;
wet = hslider("[1] Wet [symbol:wet] [unit:%]", 50., 0., 100., 0.01) : *(0.01);//: si.smoo;
/* 0:full stereo, 1:full mono */
cmix = 0.; //hslider("[] Stereo cross mix", 0., 0., 1., 0.01) : *(0.5);
/* for complete control of decay parameters */
// dd1 = hslider("[] Decay diffusion 1 [unit:%]", 70., 0., 100., 0.01) : *(0.01) : si.smoo;
// dd2 = hslider("[] Decay diffusion 2 [unit:%]", 50., 0., 100., 0.01) : *(0.01) : si.smoo;
fverb(lIn, rIn) =
((preInL : preInjectorL), (preInR : preInjectorR)) :
crossInjector(ff1A, ff1B, ff1C, fb1, ff2A, ff2B, ff2C, fb2) :
outputReconstruction
with {
// this reverb was designed for nominal rate of 29761 Hz
T(x) = x/refSR with { refSR = 29761.; }; // reference time to seconds
// stereo input (reference was mono downmixed)
preInL = (1.-cmix)*lIn+cmix*rIn : *(ing);
preInR = (1.-cmix)*rIn+cmix*lIn : *(ing);
/* before entry into tank */
/* Note(jpc) different delays left and right in hope to decorrelate more.
values not documented anywhere, just out of my magic hat */
preInjectorL = predelay : toneLpf(tone) : toneHpf(htone) :
diffusion(id1, 1.03*T(142)) : diffusion(id1, 0.97*T(107)) :
diffusion(id2, 0.97*T(379)) : diffusion(id2, 1.03*T(277));
preInjectorR = predelay : toneLpf(tone) : toneHpf(htone) :
diffusion(id1, 0.97*T(142)) : diffusion(id1, 1.03*T(107)) :
diffusion(id2, 1.03*T(379)) : diffusion(id2, 0.97*T(277));
/* the default for mixed down mono input */
// preInjector = predelay : toneLpf(tone) :
// diffusion(id1, T(142)) : diffusion(id1, T(107)) :
// diffusion(id2, T(379)) : diffusion(id2, T(277));
/*
(cf. 1.3.7 Delay Modulation)
Linear delay interpolation introduces undesired damping artifacts,
this problem is resolved by using all-pass interpolation instead.
Note(jpc) I'm told Dual Delay Interpolation aka `sdelay` works better and
exhibits less artifacts. The choice of time constant is for now
arbitrary, based on some hints in the documentation of `sdelay`.
*/
fcomb = ddi(10e-3)/*allpass*/ with {
linear = fi.allpass_fcomb;
lagrange = fi.allpass_fcomb5;
allpass = fi.allpass_fcomb1a;
ddi(it, maxdel, N, aN) = (+ <: de.sdelay(maxdel, int(ma.SR*it), N-1),*(aN)) ~ *(-aN) : mem,_ : +;
};
delayDim(t) = 65536; // TODO(jpc) expression below does not work?
//delayDim(t) = ma.nextpow2(t*maxSR) with { maxSR = 192000. };
predelay = de.delay(delayDim(ptMax), int(pt*ma.SR));
toneLpf(f) = fi.iir((1.-p), (0.-p)) with { p = exp(-2.*ma.PI*f/ma.SR) : si.smoo; };
toneHpf(f) = fi.iir((0.5*(1.+p),-0.5*(1.+p)), (0.-p)) with { p = exp(-2.*ma.PI*f/ma.SR) : si.smoo; };
/* note(jpc) round fixed delays to samples to make it faster */
diffusion(amt, del) = fi.allpass_comb/*fcomb*/(delayDim(del), int(del*ma.SR), amt);
dd1Mod1 = dd1OscPair : (_, !);
//dd1Mod2 = dd1Mod1;
/*
(cf. 1.3.7 Delay Modulation)
A different secondary oscillator can decorrelate the signal further and
create more resonances.
*/
dd1Mod2 = dd1OscPair : (!, _);
/* prefer a quadrature oscillator if frequency is fixed */
//dd1OscPair = os.oscq(modf);
/* otherwise use a phase-synchronized pair */
dd1OscPair = sine(p), cosine(p) with {
sine(p) = rdtable(tablesize, os.sinwaveform(tablesize), int(p*tablesize));
cosine(p) = sine(wrap(p+0.25));
tablesize = 1 << 16;
}
letrec {
'p = wrap(p+modf*(1./ma.SR));
};
wrap(p) = p-int(p);
fixedDelay(t) = de.delay(delayDim(t), int(ma.SR*t));
modulatedFcomb(t, tMaxExc, tMod, g) = fcomb(delayDim(t+tMaxExc), int(ma.SR*(t+tMod)), g);
ff1A = modulatedFcomb(T(762), maxModt, dd1Mod1*modt, ma.neg(dd1));
ff1B = fixedDelay(T(4453)) : toneLpf(damp);
ff1C = *(dr) : diffusion(ma.neg(dd2), T(1800));
fb1 = fixedDelay(T(3720)) : *(dr);
ff2A = modulatedFcomb(T(908), maxModt, dd1Mod2*modt, ma.neg(dd1));
ff2B = fixedDelay(T(4217)) : toneLpf(damp);
ff2C = *(dr) : diffusion(ma.neg(dd2), T(2656));
fb2 = fixedDelay(T(3163)) : *(dr);
outputReconstruction(n1, n2, n3, n4, n5, n6) =
0.6*sum(i, 7, lTap(i)), 0.6*sum(i, 7, rTap(i))
with {
lTap(0) = n4 : fixedDelay(T(266));
lTap(1) = n4 : fixedDelay(T(2974));
lTap(2) = n5 : fixedDelay(T(1913)) : ma.neg;
lTap(3) = n6 : fixedDelay(T(1996));
lTap(4) = n1 : fixedDelay(T(1990)) : ma.neg;
lTap(5) = n2 : fixedDelay(T(187)) : ma.neg;
lTap(6) = n3 : fixedDelay(T(1066)) : ma.neg;
//
rTap(0) = n1 : fixedDelay(T(353));
rTap(1) = n1 : fixedDelay(T(3627));
rTap(2) = n2 : fixedDelay(T(1228)) : ma.neg;
rTap(3) = n3 : fixedDelay(T(2673));
rTap(4) = n4 : fixedDelay(T(2111)) : ma.neg;
rTap(5) = n5 : fixedDelay(T(335)) : ma.neg;
rTap(6) = n6 : fixedDelay(T(121)) : ma.neg;
};
/*
* A1 B1 C1
* ^ ^ ^
* | | |
* in1 -> [+] ----> [ . ff1 . ] >--.---.
* ^ |
* | |
* .----< [fb1] <--- [z-1] <-------.
* | |
* .----< [fb2] <--- [z-1] <---. |
* | |
* v |
* in2 -> [+] ----> [ . ff2 . ] >--.-------.
* | | |
* v v v
* A2 B2 C2
*
* note: implicit unit delay in the feedback paths
*/
crossInjector(
ff1A, ff1B, ff1C, fb1,
ff2A, ff2B, ff2C, fb2,
in1, in2) =
A1, B1, C1,
A2, B2, C2
letrec {
'A1 = C2 : fb1 : +(in1) : ff1A;
'B1 = C2 : fb1 : +(in1) : ff1A : ff1B;
'C1 = C2 : fb1 : +(in1) : ff1A : ff1B : ff1C;
'A2 = C1 : fb2 : +(in2) : ff2A;
'B2 = C1 : fb2 : +(in2) : ff2A : ff2B;
'C2 = C1 : fb2 : +(in2) : ff2A : ff2B : ff2C;
};
};
process(l, r) = fverb(l, r) : mix with {
mix(rl, rr) = dry*l+wet*rl, dry*r+wet*rr;
};
| https://raw.githubusercontent.com/jpcima/smf-dsp/bdc5f453369caf7b3c67e7ad661e0901b2fb2aed/sources/audio/reverb.dsp | faust |
Référence:
Dattorro, Jon. "Effect design, part 1: Reverberator and other filters."
Journal of the Audio Engineering Society 45.9 (1997): 660-684.
hslider("[] Predelay [symbol:predelay] [unit:ms]", 0., 0., ptMax*1e3, 1.) : *(1e-3) : si.smoo;
hslider("[] Input amount [symbol:input] [unit:%]", 100., 0., 100., 0.01) : *(0.01) : si.smoo;
hslider("[] Input low-pass cutoff [symbol:input_lowpass] [unit:Hz] [scale:log]", 10000., 1., 20000., 1.);
hslider("[] Input high-pass cutoff [symbol:input_highpass] [unit:Hz] [scale:log]", 100., 1., 1000., 1.);
hslider("[] Input diffusion 1 [symbol:input_diffusion_1] [unit:%]", 75., 0., 100., 0.01) : *(0.01) : si.smoo;
hslider("[] Input diffusion 2 [symbol:input_diffusion_2] [unit:%]", 62.5, 0., 100., 0.01) : *(0.01) : si.smoo;
hslider("[] Tail density [symbol:tail_density] [unit:%]", 70., 0., 100., 0.01) : *(0.01) : si.smoo;
(cf. table 1 Reverberation parameters)
: si.smoo;
hslider("[] Damping [symbol:damping] [unit:Hz] [scale:log]", 5500., 10., 20000., 1.);
hslider("[] Modulator frequency [symbol:mod_frequency] [unit:Hz]", 1., 0.01, 4., 0.01) : si.smoo;
hslider("[] Modulator depth [symbol:mod_depth] [unit:ms]", 0.5, 0., maxModt*1e3, 0.1) : *(1e-3) : si.smoo;
hslider("[] Dry [symbol:dry] [unit:%]", 100., 0., 100., 0.01) : *(0.01) : si.smoo;
: si.smoo;
0:full stereo, 1:full mono
hslider("[] Stereo cross mix", 0., 0., 1., 0.01) : *(0.5);
for complete control of decay parameters
dd1 = hslider("[] Decay diffusion 1 [unit:%]", 70., 0., 100., 0.01) : *(0.01) : si.smoo;
dd2 = hslider("[] Decay diffusion 2 [unit:%]", 50., 0., 100., 0.01) : *(0.01) : si.smoo;
this reverb was designed for nominal rate of 29761 Hz
reference time to seconds
stereo input (reference was mono downmixed)
before entry into tank
Note(jpc) different delays left and right in hope to decorrelate more.
values not documented anywhere, just out of my magic hat
the default for mixed down mono input
preInjector = predelay : toneLpf(tone) :
diffusion(id1, T(142)) : diffusion(id1, T(107)) :
diffusion(id2, T(379)) : diffusion(id2, T(277));
(cf. 1.3.7 Delay Modulation)
Linear delay interpolation introduces undesired damping artifacts,
this problem is resolved by using all-pass interpolation instead.
Note(jpc) I'm told Dual Delay Interpolation aka `sdelay` works better and
exhibits less artifacts. The choice of time constant is for now
arbitrary, based on some hints in the documentation of `sdelay`.
allpass
TODO(jpc) expression below does not work?
delayDim(t) = ma.nextpow2(t*maxSR) with { maxSR = 192000. };
note(jpc) round fixed delays to samples to make it faster
fcomb
dd1Mod2 = dd1Mod1;
(cf. 1.3.7 Delay Modulation)
A different secondary oscillator can decorrelate the signal further and
create more resonances.
prefer a quadrature oscillator if frequency is fixed
dd1OscPair = os.oscq(modf);
otherwise use a phase-synchronized pair
* A1 B1 C1
* ^ ^ ^
* | | |
* in1 -> [+] ----> [ . ff1 . ] >--.---.
* ^ |
* | |
* .----< [fb1] <--- [z-1] <-------.
* | |
* .----< [fb2] <--- [z-1] <---. |
* | |
* v |
* in2 -> [+] ----> [ . ff2 . ] >--.-------.
* | | |
* v v v
* A2 B2 C2
*
* note: implicit unit delay in the feedback paths
|
declare name "fverb";
declare author "Jean Pierre Cimalando";
declare version "0.5";
declare license "BSD-2-Clause";
import("stdfaust.lib");
ptMax = 300e-3;
maxModt = 10e-3;
fverb(lIn, rIn) =
((preInL : preInjectorL), (preInR : preInjectorR)) :
crossInjector(ff1A, ff1B, ff1C, fb1, ff2A, ff2B, ff2C, fb2) :
outputReconstruction
with {
preInL = (1.-cmix)*lIn+cmix*rIn : *(ing);
preInR = (1.-cmix)*rIn+cmix*lIn : *(ing);
preInjectorL = predelay : toneLpf(tone) : toneHpf(htone) :
diffusion(id1, 1.03*T(142)) : diffusion(id1, 0.97*T(107)) :
diffusion(id2, 0.97*T(379)) : diffusion(id2, 1.03*T(277));
preInjectorR = predelay : toneLpf(tone) : toneHpf(htone) :
diffusion(id1, 0.97*T(142)) : diffusion(id1, 1.03*T(107)) :
diffusion(id2, 1.03*T(379)) : diffusion(id2, 0.97*T(277));
linear = fi.allpass_fcomb;
lagrange = fi.allpass_fcomb5;
allpass = fi.allpass_fcomb1a;
ddi(it, maxdel, N, aN) = (+ <: de.sdelay(maxdel, int(ma.SR*it), N-1),*(aN)) ~ *(-aN) : mem,_ : +;
};
predelay = de.delay(delayDim(ptMax), int(pt*ma.SR));
toneLpf(f) = fi.iir((1.-p), (0.-p)) with { p = exp(-2.*ma.PI*f/ma.SR) : si.smoo; };
toneHpf(f) = fi.iir((0.5*(1.+p),-0.5*(1.+p)), (0.-p)) with { p = exp(-2.*ma.PI*f/ma.SR) : si.smoo; };
dd1Mod1 = dd1OscPair : (_, !);
dd1Mod2 = dd1OscPair : (!, _);
dd1OscPair = sine(p), cosine(p) with {
sine(p) = rdtable(tablesize, os.sinwaveform(tablesize), int(p*tablesize));
cosine(p) = sine(wrap(p+0.25));
tablesize = 1 << 16;
}
letrec {
'p = wrap(p+modf*(1./ma.SR));
};
wrap(p) = p-int(p);
fixedDelay(t) = de.delay(delayDim(t), int(ma.SR*t));
modulatedFcomb(t, tMaxExc, tMod, g) = fcomb(delayDim(t+tMaxExc), int(ma.SR*(t+tMod)), g);
ff1A = modulatedFcomb(T(762), maxModt, dd1Mod1*modt, ma.neg(dd1));
ff1B = fixedDelay(T(4453)) : toneLpf(damp);
ff1C = *(dr) : diffusion(ma.neg(dd2), T(1800));
fb1 = fixedDelay(T(3720)) : *(dr);
ff2A = modulatedFcomb(T(908), maxModt, dd1Mod2*modt, ma.neg(dd1));
ff2B = fixedDelay(T(4217)) : toneLpf(damp);
ff2C = *(dr) : diffusion(ma.neg(dd2), T(2656));
fb2 = fixedDelay(T(3163)) : *(dr);
outputReconstruction(n1, n2, n3, n4, n5, n6) =
0.6*sum(i, 7, lTap(i)), 0.6*sum(i, 7, rTap(i))
with {
lTap(0) = n4 : fixedDelay(T(266));
lTap(1) = n4 : fixedDelay(T(2974));
lTap(2) = n5 : fixedDelay(T(1913)) : ma.neg;
lTap(3) = n6 : fixedDelay(T(1996));
lTap(4) = n1 : fixedDelay(T(1990)) : ma.neg;
lTap(5) = n2 : fixedDelay(T(187)) : ma.neg;
lTap(6) = n3 : fixedDelay(T(1066)) : ma.neg;
rTap(0) = n1 : fixedDelay(T(353));
rTap(1) = n1 : fixedDelay(T(3627));
rTap(2) = n2 : fixedDelay(T(1228)) : ma.neg;
rTap(3) = n3 : fixedDelay(T(2673));
rTap(4) = n4 : fixedDelay(T(2111)) : ma.neg;
rTap(5) = n5 : fixedDelay(T(335)) : ma.neg;
rTap(6) = n6 : fixedDelay(T(121)) : ma.neg;
};
crossInjector(
ff1A, ff1B, ff1C, fb1,
ff2A, ff2B, ff2C, fb2,
in1, in2) =
A1, B1, C1,
A2, B2, C2
letrec {
'A1 = C2 : fb1 : +(in1) : ff1A;
'B1 = C2 : fb1 : +(in1) : ff1A : ff1B;
'C1 = C2 : fb1 : +(in1) : ff1A : ff1B : ff1C;
'A2 = C1 : fb2 : +(in2) : ff2A;
'B2 = C1 : fb2 : +(in2) : ff2A : ff2B;
'C2 = C1 : fb2 : +(in2) : ff2A : ff2B : ff2C;
};
};
process(l, r) = fverb(l, r) : mix with {
mix(rl, rr) = dry*l+wet*rl, dry*r+wet*rr;
};
|
b86f2b32bbb7c1717de51ec52e7a4453eb9659f205679483fc0676a66e55dad2 | ohmic-net/puca_dsp | picodsp_mics_omnidirectional.dsp | import("stdfaust.lib");
fs = 48000;
// pico dsp left(L) microphone is the one closest to the TRS connectors, right(R) microphone is the one closest to the RF antenna //
L = _ : fi.dcblocker; // adjust for mic input dc offset, which is ~ 0.7v
R = _ : fi.dcblocker;
// omnidirectional //
process = L, R; // comment out this line for both mics in omnidirectional configuration
// broadside array (sound at 90 and 270 degrees off axis is attenuated) //
// (for an array with 2 microphones where d (the distance between the microphones) is = 14.29mm and /// the speed of sound(c) is 343 m/sec, there should be a perfect null at ~ 12kHz (0.5 x c/fs)
// (343 m/sec ÷ (0.01429 m × 2) = 12kHz
//process = L, R : +; // comment out this line for broadside array configuration
// differential endfire array (directional, cardiod/hypercardiod pickup pattern) //
// delay the signal from the back microphone by the same time that it takes the sound to travel between the two microphones, and subtract it (or invert and sum) from the front microphone signal
// mic spacing is (d = n x c/fs), where n = number of samples to delay // 14.29 = 2 x (343/48000)
//process = L @3, R: -; // differential endfire array
//process = L @2 *-1, R: +; // differential endfire array, invert and sum
| https://raw.githubusercontent.com/ohmic-net/puca_dsp/c67cf39735fd3049e1f5ce481bc334294543cb2c/puca_dsp-arduino/original%20edition/arduino-pico_dsp_mics_omnidirectional/picodsp_mics_omnidirectional.dsp | faust | pico dsp left(L) microphone is the one closest to the TRS connectors, right(R) microphone is the one closest to the RF antenna //
adjust for mic input dc offset, which is ~ 0.7v
omnidirectional //
comment out this line for both mics in omnidirectional configuration
broadside array (sound at 90 and 270 degrees off axis is attenuated) //
(for an array with 2 microphones where d (the distance between the microphones) is = 14.29mm and /// the speed of sound(c) is 343 m/sec, there should be a perfect null at ~ 12kHz (0.5 x c/fs)
(343 m/sec ÷ (0.01429 m × 2) = 12kHz
process = L, R : +; // comment out this line for broadside array configuration
differential endfire array (directional, cardiod/hypercardiod pickup pattern) //
delay the signal from the back microphone by the same time that it takes the sound to travel between the two microphones, and subtract it (or invert and sum) from the front microphone signal
mic spacing is (d = n x c/fs), where n = number of samples to delay // 14.29 = 2 x (343/48000)
process = L @3, R: -; // differential endfire array
process = L @2 *-1, R: +; // differential endfire array, invert and sum | import("stdfaust.lib");
fs = 48000;
R = _ : fi.dcblocker;
|
b3891800c56989e5698f81b4f590d2a8ecf5bb05434262841eb303f93acd6efc | ohmic-net/puca_dsp | puca_dsp_mic_array.dsp | import("stdfaust.lib");
// fs = 48000; // or fs = 24000;
// puca dsp left(L) microphone is the one closest to the TRS connectors, right(R) microphone is the one closest to the RF antenna
// mic spacing is (d = n x v/fs), where n = number of samples to delay // 1 x (343/24000) = 14.29mm
L = _ : fi.dcblocker; // adjust for mic input dc offset, which is ~ 0.7v
R = _ : fi.dcblocker;
// omnidirectional //
//process = L, R; // comment out this line for both mics in omnidirectional configuration
// broadside array (sound at 90 and 270 degrees off axis is attenuated) //
// (for an array with 2 microphones where d (the distance between the microphones) is = 14.29mm and /// the velocity of sound(v) is 343 m/sec, there should be a perfect null at ~ 12kHz (0.5 x v/fs)
// (343 m/sec ÷ (0.01429 m × 2) = 12kHz
//process = L, R : +; // comment out this line for broadside array configuration
// differential endfire array (directional, cardiod/hypercardiod pickup pattern) //
// delay the signal from the back microphone by the same time that it takes the sound to travel between the two microphones, and subtract it (or invert and sum) from the front microphone signal
process = L @6, R: -; // differential endfire array
//process = L @3 *-1, R: +; // differential endfire array, invert and sum
| https://raw.githubusercontent.com/ohmic-net/puca_dsp/c67cf39735fd3049e1f5ce481bc334294543cb2c/puca_dsp-platformio-arduino-esp32/strawberry%20edition/arduino-esp32_puca_dsp_mics_endfire_array/puca_dsp_mic_array.dsp | faust | fs = 48000; // or fs = 24000;
puca dsp left(L) microphone is the one closest to the TRS connectors, right(R) microphone is the one closest to the RF antenna
mic spacing is (d = n x v/fs), where n = number of samples to delay // 1 x (343/24000) = 14.29mm
adjust for mic input dc offset, which is ~ 0.7v
omnidirectional //
process = L, R; // comment out this line for both mics in omnidirectional configuration
broadside array (sound at 90 and 270 degrees off axis is attenuated) //
(for an array with 2 microphones where d (the distance between the microphones) is = 14.29mm and /// the velocity of sound(v) is 343 m/sec, there should be a perfect null at ~ 12kHz (0.5 x v/fs)
(343 m/sec ÷ (0.01429 m × 2) = 12kHz
process = L, R : +; // comment out this line for broadside array configuration
differential endfire array (directional, cardiod/hypercardiod pickup pattern) //
delay the signal from the back microphone by the same time that it takes the sound to travel between the two microphones, and subtract it (or invert and sum) from the front microphone signal
differential endfire array
process = L @3 *-1, R: +; // differential endfire array, invert and sum | import("stdfaust.lib");
R = _ : fi.dcblocker;
|
005f001d88046113f1c8f3e85bf2b6c2a5968e0359ae2b4a545e33d3f2767fc7 | rhinocerose/eurorack-modularev | mooSpace.dsp | declare name "mooSpace";
declare description "variable space reverberation audio effect";
declare author "Arev Imer ([email protected])";
declare copyright "Arev";
declare version "0.2";
declare options "[midi:on]";
import("stdfaust.lib");
MAX_DIFF = 9.5;
MAX_LATE = 5;
MAX_MOD = 150;
MAX_LAG = 2^15-2;
diff_mult = hslider("smear[midi:ctrl 11]", 0.5, 0, 1, 0.001) : si.smoo: _ * MAX_DIFF;
late_diff = hslider("drag", 0.5, 0, 1, 0.001) : si.smoo: _ * MAX_LATE ;
mod = hslider("modulate", 0.02, 0, 1, 0.001) : si.smoo * MAX_MOD * rand
with {
rand = (0.5 * (1 + no.lfnoiseN(3,5)));
sine = (2*os.lf_sawpos(2)) * ma.PI : (sin + 1)*0.5;
};
decay = hslider("decay", 0.3, 0, 1., 0.001) : sqrt : si.smoo;
predelay = hslider("lag", 0, 0, 1, 0.001) : si.smoo: _ * (MAX_LAG - 1);
damp = hslider("colour", 0.1, 0, 1, 0.01) : si.smoo;
ducktime = 0.2 * (dtime / 2);
dist_amt = hslider("push", 0, 0, 1, 0.01) : si.smoo;
filt_ctrl = hslider("Filter", 0.5, 0, 1, 0.01) : si.smoo ;
diff_ctrl = hslider("input diffusion", 0.5, 0, 1, 0.01) : si.smoo : _ * 1.3 ;
lp_freq = filt_ctrl : clip(0.0, 0.48) * 2.083 <: * : _ * 15900 : _ + 100 ;
hp_freq = filt_ctrl : (clip(0.52, 1) - 0.52) * 2.083 <: *: _ * 4980 : _ + 20 ;
rev_mix = hslider("mix", 0.5, 0, 1, 0.01) : si.smoo;
// Parameters
i_diff_1 = 0.75;
i_diff_2 = 0.625;
d_diff_1 = 0.7;
d_diff_2 = 0.5;
dt_idl_1 = 142;
dt_idl_2 = 107;
dt_idl_3 = 379;
dt_idl_4 = 277;
dt_fbd_l1 = 151;
dt_fbd_l2 = 101;
dt_fbd_l3 = 367;
dt_fbd_l4 = 281;
dt_fbd_r1 = 149;
dt_fbd_r2 = 113;
dt_fbd_r3 = 397;
dt_fbd_r4 = 283;
dt_late_l1 = 672;
dt_late_l2 = 1800;
dt_late_r1 = 908;
dt_late_r2 = 2656;
rev_dt_1 = 4453;
rev_dt_2 = 3720;
rev_dt_3 = 4217;
rev_dt_4 = 3163;
// Functions
swap = _,_ <: !,_,_,!;
//clip(lower, upper, x) = min(upper,max(x,lower));
clip(lo, hi) = min(hi) : max(lo);
balance(mix, dry_l, wet_l, dry_r, wet_r) = sel(mix, dry_l, wet_l), sel(mix, dry_r, wet_r)
with {
sel(mix, dry, wet) = (1-mix) * dry + mix * wet;
};
allpass(dmax, dt, coeff) =
(+ <: de.fdelay(dmax, dt-1),*(coeff)) ~ *(-coeff) : mem,_ : + ;
bandwidth(x) = _ * x : + ~ (mem * (1 - x));
damping(x) = _ * (1 - x) : + ~ (mem * x);
filter_q = filt_ctrl : clip(0.4, 0.6) - 0.4 : _ * 10 - 1 : abs : _ * (3-2*decay) : max(0.1,_) ;
tank_filter = fi.resonlp(lp_freq, filter_q * 0.5, 1) : fi.resonhp(hp_freq, filter_q * 0.5, 1);
input_diff =
allpass(MAX_DIFF * dt_idl_1, diff_mult * dt_idl_1+mod, i_diff_1 * diff_ctrl) :
allpass(MAX_DIFF * dt_idl_2, diff_mult * dt_idl_2+mod, i_diff_1 * diff_ctrl) :
allpass(MAX_DIFF * dt_idl_3, diff_mult * dt_idl_3+mod, i_diff_2 * diff_ctrl) :
allpass(MAX_DIFF * dt_idl_4, diff_mult * dt_idl_4+mod, i_diff_2 * diff_ctrl) :
_;
feedback_diff_l =
allpass(MAX_DIFF * dt_fbd_l1, diff_mult * dt_fbd_l1+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_l2, diff_mult * dt_fbd_l2+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_l3, diff_mult * dt_fbd_l3+mod, i_diff_2) :
allpass(MAX_DIFF * dt_fbd_l4, diff_mult * dt_fbd_l4+mod, i_diff_2) :
_;
feedback_diff_r =
allpass(MAX_DIFF * dt_fbd_r1, diff_mult * dt_fbd_r1+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_r2, diff_mult * dt_fbd_r2+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_r3, diff_mult * dt_fbd_r3+mod, i_diff_2) :
allpass(MAX_DIFF * dt_fbd_r4, diff_mult * dt_fbd_r4+mod, i_diff_2) :
_;
multi_tap_allpass_l(dt, coeff) =
(+ <: de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff * dt - 1 + mod), * (coeff), de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/9.63)),de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/1.46)))
~(* (-coeff), !, !, !) : mem, _, _, _ : +(_, _), _, _;
multi_tap_allpass_r(dt, coeff) =
(+ <: de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff * dt - 1 + mod), * (coeff), de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/7.93)),de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/1.39)))
~(* (-coeff), !, !, !) : mem, _, _, _ : +(_, _), _, _;
left_side =
_ * (2*decay), _ : + : tank_filter : co.compressor_mono(8, -3, 0.5, 1) :
allpass(MAX_LATE * dt_late_l1 + MAX_MOD, late_diff * dt_late_l1 + mod, -d_diff_1)
<: de.fdelay(rev_dt_1, rev_dt_1),
de.fdelay(rev_dt_1, (rev_dt_1/2.23)), // node24_30[1990] -> L-
de.fdelay(rev_dt_1, late_diff * (rev_dt_1/12.61)), // node24_30[353] -> R+
de.fdelay(rev_dt_1, (rev_dt_1/1.23)) : // node24_30[3627] -> R+
damping(damp), _, _+_ :
decay * 1.5 * _, _, _ :
(multi_tap_allpass_l(dt_late_l2, d_diff_2), _, _) <: // node31_33[187] -> L-, node31_33[1228] -> R-
de.fdelay(rev_dt_2, rev_dt_2), _, _, _, _,
de.fdelay(rev_dt_2, (rev_dt_2/1.39)), !, !, !, !, // node33_39[2673] -> R+
de.fdelay(rev_dt_2, (rev_dt_2/3.49)), !, !, !, ! : // node33_39[1066] -> L-
_ * decay * 1.5, _/*Lmult-*/,/*Rmult-*/ swap/*Lprev-*/, _/*Rsum+*/, _/*R+*/, _/*L-*/ :
_, _, _, 0.6*((-1* _) + _ + _), _ :
_, _, _, swap :
_, 0.6*((-1* _) - _ - _), _; // 2nd GOING TO LEFT OUT / 3rd GOING TO RIGHT OUT
right_side =
_ * (2*decay), _ : + : tank_filter : co.compressor_mono(8, -3, 0.1, 1) :
allpass(MAX_LATE * dt_late_r1 + MAX_MOD, late_diff * dt_late_r1 + mod, -d_diff_1)
<: de.fdelay(rev_dt_3, rev_dt_3),
de.fdelay(rev_dt_3, (rev_dt_3/2.0)), // node48_54[2111] -> R-
de.fdelay(rev_dt_3, late_diff * (rev_dt_3/15.85)), // node48_54[266] -> L+
de.fdelay(rev_dt_3, (rev_dt_3/1.42)) : // node48_54[2974]-> L+
damping(damp), _, _ + _ :
decay * 1.5 * _, _, _ :
(multi_tap_allpass_r(dt_late_r2, d_diff_2), _, _) <: // node55_59[335] -> R-, node55_59[1913] -> L-
de.fdelay(rev_dt_4, rev_dt_4), _, _, _, _,
de.fdelay(rev_dt_4, late_diff * (rev_dt_4/26.14)), !, !, !, !, // node59_63[121] -> L-
de.fdelay(rev_dt_4, (rev_dt_4 / 1.58)), !, !, !, !: // node59_63[1996] -> R+
_ * decay * 1.5, _/*Rmult-*/,/*Lmult-*/swap/*Rprev-*/, _/*Lsum*/, _/*L-*/, _/*R+*/ :
_, _, _, 0.6*((-1* _) + _ - _), _ :
_, _, _, swap :
_, 0.6*((-1* _) - _ + _), _ : // 2nd GOING TO RIGHT OUT / 3rd GOING TO LEFT OUT
_, swap; // 2nd GOING TO LEFT OUT / 3rd GOING TO RIGHT OUT
input_proc = par(i,2,
de.fdelay(MAX_LAG, predelay) : input_diff);
limiter = co.compressor_stereo(40,-1.5,0.0008,0.1);
distortion_stereo(distortion) = par(i,2,cubic_distort(distortion, 0))
with {
cubic_distort(drive, offset) = * (pregain) : + (offset) : clip(-1, 1) : cubic
with {
pregain = pow(10.0, 2 * drive);
clip(lo, hi) = min(hi) : max(lo);
cubic(x) = x - x*x*x / 3;
postgain = max(1.0, 1.0 / pregain);
};
};
process = _ ,_ : distortion_stereo(dist_amt)
<: // split L/R to dry and wet
(_, // left ch dry
(input_proc) // left/right to 2 ch
, _) : // right ch dry
(_, // left ch dry
(_, // 1st in left_side
swap, // swap 3 & 2 that feedback goes to 1st in on right_side
_ : // 2nd in right_side
(left_side, right_side):
_, _, swap, _, _ : _, swap, _, _, _) ~ (swap : feedback_diff_l, feedback_diff_r : co.compressor_stereo(6, -6, 0.1, 0.5))),
_ : // right ch dry
_, !, !, _, swap, _, _ :
_, (_ ,_ :> _), (_, _ :> _), _ : _, _, swap : balance(rev_mix) :fi.dcblocker, fi.dcblocker : limiter; | https://raw.githubusercontent.com/rhinocerose/eurorack-modularev/0da6b85bbd3564c98ff45eb650747f4e9a911c48/Nemesis-hw-rev-2/software/examples/mooSpace/src/mooSpace.dsp | faust | Parameters
Functions
clip(lower, upper, x) = min(upper,max(x,lower));
node24_30[1990] -> L-
node24_30[353] -> R+
node24_30[3627] -> R+
node31_33[187] -> L-, node31_33[1228] -> R-
node33_39[2673] -> R+
node33_39[1066] -> L-
Lmult-
Rmult-
Lprev-
Rsum+
R+
L-
2nd GOING TO LEFT OUT / 3rd GOING TO RIGHT OUT
node48_54[2111] -> R-
node48_54[266] -> L+
node48_54[2974]-> L+
node55_59[335] -> R-, node55_59[1913] -> L-
node59_63[121] -> L-
node59_63[1996] -> R+
Rmult-
Lmult-
Rprev-
Lsum
L-
R+
2nd GOING TO RIGHT OUT / 3rd GOING TO LEFT OUT
2nd GOING TO LEFT OUT / 3rd GOING TO RIGHT OUT
split L/R to dry and wet
left ch dry
left/right to 2 ch
right ch dry
left ch dry
1st in left_side
swap 3 & 2 that feedback goes to 1st in on right_side
2nd in right_side
right ch dry | declare name "mooSpace";
declare description "variable space reverberation audio effect";
declare author "Arev Imer ([email protected])";
declare copyright "Arev";
declare version "0.2";
declare options "[midi:on]";
import("stdfaust.lib");
MAX_DIFF = 9.5;
MAX_LATE = 5;
MAX_MOD = 150;
MAX_LAG = 2^15-2;
diff_mult = hslider("smear[midi:ctrl 11]", 0.5, 0, 1, 0.001) : si.smoo: _ * MAX_DIFF;
late_diff = hslider("drag", 0.5, 0, 1, 0.001) : si.smoo: _ * MAX_LATE ;
mod = hslider("modulate", 0.02, 0, 1, 0.001) : si.smoo * MAX_MOD * rand
with {
rand = (0.5 * (1 + no.lfnoiseN(3,5)));
sine = (2*os.lf_sawpos(2)) * ma.PI : (sin + 1)*0.5;
};
decay = hslider("decay", 0.3, 0, 1., 0.001) : sqrt : si.smoo;
predelay = hslider("lag", 0, 0, 1, 0.001) : si.smoo: _ * (MAX_LAG - 1);
damp = hslider("colour", 0.1, 0, 1, 0.01) : si.smoo;
ducktime = 0.2 * (dtime / 2);
dist_amt = hslider("push", 0, 0, 1, 0.01) : si.smoo;
filt_ctrl = hslider("Filter", 0.5, 0, 1, 0.01) : si.smoo ;
diff_ctrl = hslider("input diffusion", 0.5, 0, 1, 0.01) : si.smoo : _ * 1.3 ;
lp_freq = filt_ctrl : clip(0.0, 0.48) * 2.083 <: * : _ * 15900 : _ + 100 ;
hp_freq = filt_ctrl : (clip(0.52, 1) - 0.52) * 2.083 <: *: _ * 4980 : _ + 20 ;
rev_mix = hslider("mix", 0.5, 0, 1, 0.01) : si.smoo;
i_diff_1 = 0.75;
i_diff_2 = 0.625;
d_diff_1 = 0.7;
d_diff_2 = 0.5;
dt_idl_1 = 142;
dt_idl_2 = 107;
dt_idl_3 = 379;
dt_idl_4 = 277;
dt_fbd_l1 = 151;
dt_fbd_l2 = 101;
dt_fbd_l3 = 367;
dt_fbd_l4 = 281;
dt_fbd_r1 = 149;
dt_fbd_r2 = 113;
dt_fbd_r3 = 397;
dt_fbd_r4 = 283;
dt_late_l1 = 672;
dt_late_l2 = 1800;
dt_late_r1 = 908;
dt_late_r2 = 2656;
rev_dt_1 = 4453;
rev_dt_2 = 3720;
rev_dt_3 = 4217;
rev_dt_4 = 3163;
swap = _,_ <: !,_,_,!;
clip(lo, hi) = min(hi) : max(lo);
balance(mix, dry_l, wet_l, dry_r, wet_r) = sel(mix, dry_l, wet_l), sel(mix, dry_r, wet_r)
with {
sel(mix, dry, wet) = (1-mix) * dry + mix * wet;
};
allpass(dmax, dt, coeff) =
(+ <: de.fdelay(dmax, dt-1),*(coeff)) ~ *(-coeff) : mem,_ : + ;
bandwidth(x) = _ * x : + ~ (mem * (1 - x));
damping(x) = _ * (1 - x) : + ~ (mem * x);
filter_q = filt_ctrl : clip(0.4, 0.6) - 0.4 : _ * 10 - 1 : abs : _ * (3-2*decay) : max(0.1,_) ;
tank_filter = fi.resonlp(lp_freq, filter_q * 0.5, 1) : fi.resonhp(hp_freq, filter_q * 0.5, 1);
input_diff =
allpass(MAX_DIFF * dt_idl_1, diff_mult * dt_idl_1+mod, i_diff_1 * diff_ctrl) :
allpass(MAX_DIFF * dt_idl_2, diff_mult * dt_idl_2+mod, i_diff_1 * diff_ctrl) :
allpass(MAX_DIFF * dt_idl_3, diff_mult * dt_idl_3+mod, i_diff_2 * diff_ctrl) :
allpass(MAX_DIFF * dt_idl_4, diff_mult * dt_idl_4+mod, i_diff_2 * diff_ctrl) :
_;
feedback_diff_l =
allpass(MAX_DIFF * dt_fbd_l1, diff_mult * dt_fbd_l1+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_l2, diff_mult * dt_fbd_l2+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_l3, diff_mult * dt_fbd_l3+mod, i_diff_2) :
allpass(MAX_DIFF * dt_fbd_l4, diff_mult * dt_fbd_l4+mod, i_diff_2) :
_;
feedback_diff_r =
allpass(MAX_DIFF * dt_fbd_r1, diff_mult * dt_fbd_r1+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_r2, diff_mult * dt_fbd_r2+mod, i_diff_1) :
allpass(MAX_DIFF * dt_fbd_r3, diff_mult * dt_fbd_r3+mod, i_diff_2) :
allpass(MAX_DIFF * dt_fbd_r4, diff_mult * dt_fbd_r4+mod, i_diff_2) :
_;
multi_tap_allpass_l(dt, coeff) =
(+ <: de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff * dt - 1 + mod), * (coeff), de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/9.63)),de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/1.46)))
~(* (-coeff), !, !, !) : mem, _, _, _ : +(_, _), _, _;
multi_tap_allpass_r(dt, coeff) =
(+ <: de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff * dt - 1 + mod), * (coeff), de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/7.93)),de.fdelay(MAX_LATE * dt + MAX_MOD, late_diff*(dt/1.39)))
~(* (-coeff), !, !, !) : mem, _, _, _ : +(_, _), _, _;
left_side =
_ * (2*decay), _ : + : tank_filter : co.compressor_mono(8, -3, 0.5, 1) :
allpass(MAX_LATE * dt_late_l1 + MAX_MOD, late_diff * dt_late_l1 + mod, -d_diff_1)
<: de.fdelay(rev_dt_1, rev_dt_1),
damping(damp), _, _+_ :
decay * 1.5 * _, _, _ :
de.fdelay(rev_dt_2, rev_dt_2), _, _, _, _,
_, _, _, 0.6*((-1* _) + _ + _), _ :
_, _, _, swap :
right_side =
_ * (2*decay), _ : + : tank_filter : co.compressor_mono(8, -3, 0.1, 1) :
allpass(MAX_LATE * dt_late_r1 + MAX_MOD, late_diff * dt_late_r1 + mod, -d_diff_1)
<: de.fdelay(rev_dt_3, rev_dt_3),
damping(damp), _, _ + _ :
decay * 1.5 * _, _, _ :
de.fdelay(rev_dt_4, rev_dt_4), _, _, _, _,
_, _, _, 0.6*((-1* _) + _ - _), _ :
_, _, _, swap :
input_proc = par(i,2,
de.fdelay(MAX_LAG, predelay) : input_diff);
limiter = co.compressor_stereo(40,-1.5,0.0008,0.1);
distortion_stereo(distortion) = par(i,2,cubic_distort(distortion, 0))
with {
cubic_distort(drive, offset) = * (pregain) : + (offset) : clip(-1, 1) : cubic
with {
pregain = pow(10.0, 2 * drive);
clip(lo, hi) = min(hi) : max(lo);
cubic(x) = x - x*x*x / 3;
postgain = max(1.0, 1.0 / pregain);
};
};
process = _ ,_ : distortion_stereo(dist_amt)
(left_side, right_side):
_, _, swap, _, _ : _, swap, _, _, _) ~ (swap : feedback_diff_l, feedback_diff_r : co.compressor_stereo(6, -6, 0.1, 0.5))),
_, !, !, _, swap, _, _ :
_, (_ ,_ :> _), (_, _ :> _), _ : _, _, swap : balance(rev_mix) :fi.dcblocker, fi.dcblocker : limiter; |
da0ce3a42da2e06348f0e00e7b99ff668bf66431dc3bce1b73c313efc9547e24 | dxinteractive/mosfez-faust-dsp | noteplayer.dsp | import("stdfaust.lib");
tune1 = waveform{69,-1,73,-1,71,73,71,0};
tune2 = waveform{73,-1,76,-1,74,76,74,0};
tune3 = waveform{45,-1,0,0,40,-1,0,0};
tunePlayer(tune) = tuneGate,tuneFreq
with {
tuneNow = tune,int(os.phasor(8,1.0)) : rdtable;
tuneGate = tuneNow > 0 : ba.sAndH(tuneNow != 0);
tuneFreq = tuneNow : ba.sAndH(tuneNow > 0);
};
vibrato = +(os.osc(10.0) * 0.2);
synth(gate) = vibrato : ba.midikey2hz : os.osc : *(gate) : *(0.1);
voice1 = tunePlayer(tune1) : synth;
voice2 = tunePlayer(tune2) : synth;
voice3 = tunePlayer(tune3) : synth;
process = voice1 + voice2 + voice3 <: _,_; | https://raw.githubusercontent.com/dxinteractive/mosfez-faust-dsp/a2d7029a6d7ebe31e5bce808c3bc225420426984/noteplayer/noteplayer.dsp | faust | import("stdfaust.lib");
tune1 = waveform{69,-1,73,-1,71,73,71,0};
tune2 = waveform{73,-1,76,-1,74,76,74,0};
tune3 = waveform{45,-1,0,0,40,-1,0,0};
tunePlayer(tune) = tuneGate,tuneFreq
with {
tuneNow = tune,int(os.phasor(8,1.0)) : rdtable;
tuneGate = tuneNow > 0 : ba.sAndH(tuneNow != 0);
tuneFreq = tuneNow : ba.sAndH(tuneNow > 0);
};
vibrato = +(os.osc(10.0) * 0.2);
synth(gate) = vibrato : ba.midikey2hz : os.osc : *(gate) : *(0.1);
voice1 = tunePlayer(tune1) : synth;
voice2 = tunePlayer(tune2) : synth;
voice3 = tunePlayer(tune3) : synth;
process = voice1 + voice2 + voice3 <: _,_; |
|
23bd595d6e4ae8c3bdec1c2cada8ef04cdc302a1cc224f1e6f5ff46cfadf5960 | dxinteractive/mosfez-faust-dsp | proto-loopy.dsp | import("stdfaust.lib");
// consts
tablesize = 300000;
maxbars = 4; // could be adaptive, allow more bars if barlength is smaller?
barlength = 50000; // hslider("loop length",50000,0,tablesize,1) : int;
// utils
displayimpulse = _ <: attach(_, ba.countdown(10000));
decreased(x) = x < x';
// inputs
barstorec_input = hslider("bars to record",1,1,maxbars,1) : int;
startrec_input = button("record") : int;
metronome_input = hslider("metronome level",1.0,0.0,1.0,0.01);
startrec_pulse = startrec_input : ba.impulsify;
barstorec_state = barstorec_input : ba.latch(startrec_pulse);
// clock
barstart_pulse = ba.pulse(barlength);
progress = barstart_pulse
: ba.countup(tablesize)
: hbargraph("progress", 0, barlength);
get_sample(bar) = (bar * barlength) + progress;
// metronome
metronome_gain = progress / barlength
: *(-4.0)
: +(1.0)
: min(1.0)
: max(0.0);
metronome_audio = no.pink_noise * 0.25 * metronome_gain * metronome_input;
// play
play_current_bar = barstart_pulse
: ba.pulse_countup_loop(barstorec_state - 1, startrec_pulse : ==(0))
: hbargraph("current play bar", 0, maxbars);
play_current_sample = get_sample(play_current_bar)
: hbargraph("current play sample", 0, tablesize);
play_current_sample_tail_active = play_current_sample + (barstorec_state * barlength)
: select2(play_current_bar == 0, -1, _)
: hbargraph("current play tail sample", -1, tablesize);
// rec
rec_current_bar = barstart_pulse
: ba.pulse_countup_loop(barstorec_state, startrec_pulse : ==(0))
: hbargraph("current rec bar", 0, maxbars);
rec_current_sample = get_sample(rec_current_bar);
rec_active_state = ba.on_and_off(startrec_pulse, rec_current_sample : decreased);
rec_current_sample_active = rec_current_sample
: select2(rec_active_state, -1, _)
: hbargraph("current rec sample", -1, tablesize);
// tables
table(size,write_pos,write_value,read_pos,read_active) = rwtable(size + 2,0.0,write_pos + 1,write_value,read_pos + 1)
: select2(read_pos == -1, _, 0);
looptable = table(tablesize,rec_current_sample_active,_);
// combine
looper = _
<: looptable(play_current_sample),looptable(play_current_sample_tail_active)
:> _,metronome_audio
:> _;
process = looper,looper;
| https://raw.githubusercontent.com/dxinteractive/mosfez-faust-dsp/ffe4c5bd06aed6b25cd6f191166389b83ca89b87/proto-loopy.dsp | faust | consts
could be adaptive, allow more bars if barlength is smaller?
hslider("loop length",50000,0,tablesize,1) : int;
utils
inputs
clock
metronome
play
rec
tables
combine | import("stdfaust.lib");
tablesize = 300000;
displayimpulse = _ <: attach(_, ba.countdown(10000));
decreased(x) = x < x';
barstorec_input = hslider("bars to record",1,1,maxbars,1) : int;
startrec_input = button("record") : int;
metronome_input = hslider("metronome level",1.0,0.0,1.0,0.01);
startrec_pulse = startrec_input : ba.impulsify;
barstorec_state = barstorec_input : ba.latch(startrec_pulse);
barstart_pulse = ba.pulse(barlength);
progress = barstart_pulse
: ba.countup(tablesize)
: hbargraph("progress", 0, barlength);
get_sample(bar) = (bar * barlength) + progress;
metronome_gain = progress / barlength
: *(-4.0)
: +(1.0)
: min(1.0)
: max(0.0);
metronome_audio = no.pink_noise * 0.25 * metronome_gain * metronome_input;
play_current_bar = barstart_pulse
: ba.pulse_countup_loop(barstorec_state - 1, startrec_pulse : ==(0))
: hbargraph("current play bar", 0, maxbars);
play_current_sample = get_sample(play_current_bar)
: hbargraph("current play sample", 0, tablesize);
play_current_sample_tail_active = play_current_sample + (barstorec_state * barlength)
: select2(play_current_bar == 0, -1, _)
: hbargraph("current play tail sample", -1, tablesize);
rec_current_bar = barstart_pulse
: ba.pulse_countup_loop(barstorec_state, startrec_pulse : ==(0))
: hbargraph("current rec bar", 0, maxbars);
rec_current_sample = get_sample(rec_current_bar);
rec_active_state = ba.on_and_off(startrec_pulse, rec_current_sample : decreased);
rec_current_sample_active = rec_current_sample
: select2(rec_active_state, -1, _)
: hbargraph("current rec sample", -1, tablesize);
table(size,write_pos,write_value,read_pos,read_active) = rwtable(size + 2,0.0,write_pos + 1,write_value,read_pos + 1)
: select2(read_pos == -1, _, 0);
looptable = table(tablesize,rec_current_sample_active,_);
looper = _
<: looptable(play_current_sample),looptable(play_current_sample_tail_active)
:> _,metronome_audio
:> _;
process = looper,looper;
|
2536d646645aef4667c6dc165efd676f68bed05b43dc3a57a95f2245089c1212 | dxinteractive/mosfez-faust-dsp | soundtest.dsp | import("stdfaust.lib");
//#################################### soundfiles.lib ########################################
// A library to handle soundfiles in Faust. Its official prefix is `so`.
//########################################################################################
/************************************************************************
************************************************************************
FAUST library file
Copyright (C) 2018-2020 GRAME, Centre National de Creation Musicale
----------------------------------------------------------------------
This program is free software; you can redistribute it and/or modify
it under the terms of the GNU Lesser General Public License as
published by the Free Software Foundation; either version 2.1 of the
License, or (at your option) any later version.
This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU Lesser General Public License for more details.
You should have received a copy of the GNU Lesser General Public
License along with the GNU C Library; if not, write to the Free
Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA
02111-1307 USA.
EXCEPTION TO THE LGPL LICENSE : As a special exception, you may create a
larger FAUST program which directly or indirectly imports this library
file and still distribute the compiled code generated by the FAUST
compiler, or a modified version of this compiled code, under your own
copyright and license. This EXCEPTION TO THE LGPL LICENSE explicitly
grants you the right to freely choose the license for the resulting
compiled code. In particular the resulting compiled code has no obligation
to be LGPL or GPL. For example you are free to choose a commercial or
closed source license or any other license if you decide so.
************************************************************************
************************************************************************/
declare name "Faust Soundfile Library";
declare version "0.7";
ba = library("basics.lib");
ma = library("maths.lib");
si = library("signals.lib");
ro = library("routes.lib");
it = library("interpolators.lib");
//=======================================================================
// Utility functions added in a 'super' environment (to test the idea...)
//=======================================================================
super = environment {
length(sf, part) = (part, 0) : sf : (_,si.block(outputs(sf)-1));
srate(sf, part) = (part, 0) : sf : (!,_,si.block(outputs(sf)-2)) : float;
outs(sf, level) = sf : si.block(2), bus(outputs(sf)-2) with { bus(n) = par(i,n,*(level)); };
// Plays a soundfile
// 'reader' in a function of type \(sf,part).(body) whih produces the (possibly fractional) read index
player(sf, part, reader, level) = (part, it.int_part(reader(sf, part))) : outs(sf, level);
// Plays a soundfile with configurable interpolation
player_interp(sf, part, reader, level, selector) = it.interpolator_select(gen, idv, selector)
with {
// Adapts the (sf, part, reader) parameters as 'idv' and 'gen' types for the generic interpolator
idv = reader(sf, part);
gen(idx) = (part, idx) : outs(sf, level);
};
// Plays a soundfile with configurable interpolation and a reference frequence 'ref'
play_interp(sf, part, ref, freq, level, gate, selector) = player_interp(sf, part, reader, level, selector)
with {
reader(sf, part) = it.raise(gate, step, len) : +(len : *(0.01)),_ with {
step = freq/ref*srate(sf, part)/ma.SR;
len = length(sf, part);
};
};
// Generic version
loop_speed_level(sf, part, speed, level) = player(sf, part, reader, level)
with {
// A 'reader' which loops the sound with 'speed' and 'level' control
reader(sf, part) = it.raise_modulo(1, step, length(sf, part)) with { step = speed*srate(sf, part)/ma.SR; };
};
// Defines 'loop_speed' as a specialized version of loop_speed_level with level = 1
loop_speed(sf, part, speed) = loop_speed_level(sf, part, speed, 1);
// Defines 'loop_speed' as a specialized version of loop_speed_level with speed = 1 and level = 1
loop(sf, part) = loop_speed_level(sf, part, 1, 1);
}; // End of environment
//=============================Functions Reference========================================
//========================================================================================
//--------------------------------`(so.)loop`-----------------------------------
// Play a soundfile in a loop taking into account its sampling rate.
// `loop` is a standard Faust function.
//
// #### Usage
//
// ```
// loop(sf, part)
// ```
//
// Where:
//
// * `sf`: the soundfile
// * `part`: the part in the soundfile list of sounds
//
//-----------------------------------------------------------------------------
loop(sf, part) = super.loop(sf, part);
//--------------------------------`(so.)loop_speed`-----------------------------------
// Play a soundfile in a loop taking into account its sampling rate, with speed control.
// `loop_speed` is a standard Faust function.
//
// #### Usage
//
// ```
// loop_speed(sf, part, speed)
// ```
//
// Where:
//
// * `sf`: the soundfile
// * `part`: the part in the soundfile list of sounds
// * `speed`: the speed between 0 and n
//
//-----------------------------------------------------------------------------
loop_speed(sf, part, speed) = super.loop_speed(sf, part, speed);
//--------------------------------`(so.)loop_speed_level`-----------------------------------
// Play a soundfile in a loop taking into account its sampling rate, with speed and level controls.
// `loop_speed_level` is a standard Faust function.
//
// #### Usage
//
// ```
// loop_speed_level(sf, part, speed, level)
// ```
//
// Where:
//
// * `sf`: the soundfile
// * `part`: the part in the soundfile list of sounds
// * `speed`: the speed between 0 and n
// * `level`: the volume between 0 and n
//
//-----------------------------------------------------------------------------
loop_speed_level(sf, part, speed, level) = super.loop_speed_level(sf, part, speed, level);
//====================================================
// Environment to handle a given sound in a soundfile
//====================================================
sound(sf, part) = environment {
// Looping the sound
loop = super.loop(sf, part);
loop_speed(speed) = super.loop_speed(sf, part, speed);
loop_speed_level(speed, level) = super.loop_speed_level(sf, part, speed, level);
// Play once
play(level, gate) = super.player(sf, part, reader, level)
with {
reader(sf, part) = it.raise(gate, super.srate(sf, part)/ma.SR, super.length(sf, part));
};
// Play once in reverse
play_rev(level, gate) = super.player(sf, part, reader, level)
with {
reader(sf, part) = it.decrease(gate, super.srate(sf, part)/ma.SR, super.length(sf, part));
};
// Play sound once with configurable interpolation and freq control (using a 'ref' value)
play_interp(ref, freq, level, gate, selector) = super.play_interp(sf, part, ref, freq, level, gate, selector);
// Play sound once and alternate between normal play and reverse play
//play_alt(level, gate, ctrl) = super.player(sf, part, alt2(ramp1, ramp2, ctrl), level)
play_alt(level, gate, ctrl) = super.player(sf, part, altN(lramp, ctrl), level)
with {
// High-order function which alternate between 2 'readers' depending of the 'ctrl' signal
alt2(r1, r2, ctrl) = \(sf, part).(ba.selectmulti(ma.SR/100, lr, ctrl) with { lr = r1(sf, part), r2(sf, part); });
altN(lrs, ctrl) = \(sf, part).(ba.selectmulti(ma.SR/100, mapper(lrs), ctrl)
with {
mapper((xs, xxs)) = xs(sf, part), mapper(xxs);
mapper(xs) = xs(sf, part);
});
step = super.srate(sf, part)/ma.SR;
ramp1(sf, part) = it.raise(gate, step, super.length(sf, part));
ramp2(sf, part) = it.decrease(gate, step, super.length(sf, part));
lramp = (ramp1, ramp2, ramp2, ramp2, ramp1);
};
}; // End of environment
/*
// Using the `sound` environment allocated with a given `sf` and `part`
import("soundfiles.lib");
s1 = soundfile("[url:{'piano-C5.ogg';'piano-G5.ogg';'piano-C6.ogg';'piano-G6.ogg'}]",2);
sample1 = so.sound(s1, 0);
sample2 = so.sound(s1, 1);
sample3 = so.sound(s1, 2);
// Plays the sound in various ways
sample1.loop;
sample1.loop_speed(0.5);
sample1.loop_speed_level(0.5, 0.5);
sample2.play(0.5, button("gate"));
sample2.play_rev(0.5, button("gate"));
sample2.play_alt(0.5, button("gate"), checkbox("alt"));
sample3.play_interp(440.0, 600.0, 0.5, button("gate"), it.linear);
sample3.play_interp(440.0, 800.0, en.ar(0.1, 0.8, button("gate")), button("gate"), it.cubic);
play = button("gate");
sample3.play_interp(440.0,
hslider("freq", 200, 200, 880, 0.01),
hslider("gain", 0.5, 0, 1, 0.01)*en.ar(0.1, 0.8, play),
play,
nentry("interp", 0, 0, 3, 1));
*/
s1 = soundfile("[url:{'A4.ogg'}]",2);
sample = sound(s1,0);
// envelope = en.adsr(0.01,0.04,0.8,0.1,button("gate")) : si.smoo;
// process = sample.play(envelope, gate);
// process = sample.play_interp(440.0, 600.0, 0.5, button("gate"), it.linear);
// process = sample.play_interp(440.0, 600.0, 0.5, button("gate"), it.cubic);
// process = sample.play(en.adsr(0.01,0.04,0.8,0.1, button("gate")), button("gate"));
process = sample.play_interp(440.0, hslider("freq", 200, 200, 880, 0.01), en.adsr(0.01,1.0,1.0,0.01,button("gate")), button("gate"), it.cubic) : dm.zita_light;
| https://raw.githubusercontent.com/dxinteractive/mosfez-faust-dsp/a2d7029a6d7ebe31e5bce808c3bc225420426984/test-nodejs/soundtest.dsp | faust | #################################### soundfiles.lib ########################################
A library to handle soundfiles in Faust. Its official prefix is `so`.
########################################################################################
***********************************************************************
************************************************************************
FAUST library file
Copyright (C) 2018-2020 GRAME, Centre National de Creation Musicale
----------------------------------------------------------------------
This program is free software; you can redistribute it and/or modify
it under the terms of the GNU Lesser General Public License as
published by the Free Software Foundation; either version 2.1 of the
License, or (at your option) any later version.
This program is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
GNU Lesser General Public License for more details.
You should have received a copy of the GNU Lesser General Public
License along with the GNU C Library; if not, write to the Free
Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA
02111-1307 USA.
EXCEPTION TO THE LGPL LICENSE : As a special exception, you may create a
larger FAUST program which directly or indirectly imports this library
file and still distribute the compiled code generated by the FAUST
compiler, or a modified version of this compiled code, under your own
copyright and license. This EXCEPTION TO THE LGPL LICENSE explicitly
grants you the right to freely choose the license for the resulting
compiled code. In particular the resulting compiled code has no obligation
to be LGPL or GPL. For example you are free to choose a commercial or
closed source license or any other license if you decide so.
************************************************************************
***********************************************************************
=======================================================================
Utility functions added in a 'super' environment (to test the idea...)
=======================================================================
Plays a soundfile
'reader' in a function of type \(sf,part).(body) whih produces the (possibly fractional) read index
Plays a soundfile with configurable interpolation
Adapts the (sf, part, reader) parameters as 'idv' and 'gen' types for the generic interpolator
Plays a soundfile with configurable interpolation and a reference frequence 'ref'
Generic version
A 'reader' which loops the sound with 'speed' and 'level' control
Defines 'loop_speed' as a specialized version of loop_speed_level with level = 1
Defines 'loop_speed' as a specialized version of loop_speed_level with speed = 1 and level = 1
End of environment
=============================Functions Reference========================================
========================================================================================
--------------------------------`(so.)loop`-----------------------------------
Play a soundfile in a loop taking into account its sampling rate.
`loop` is a standard Faust function.
#### Usage
```
loop(sf, part)
```
Where:
* `sf`: the soundfile
* `part`: the part in the soundfile list of sounds
-----------------------------------------------------------------------------
--------------------------------`(so.)loop_speed`-----------------------------------
Play a soundfile in a loop taking into account its sampling rate, with speed control.
`loop_speed` is a standard Faust function.
#### Usage
```
loop_speed(sf, part, speed)
```
Where:
* `sf`: the soundfile
* `part`: the part in the soundfile list of sounds
* `speed`: the speed between 0 and n
-----------------------------------------------------------------------------
--------------------------------`(so.)loop_speed_level`-----------------------------------
Play a soundfile in a loop taking into account its sampling rate, with speed and level controls.
`loop_speed_level` is a standard Faust function.
#### Usage
```
loop_speed_level(sf, part, speed, level)
```
Where:
* `sf`: the soundfile
* `part`: the part in the soundfile list of sounds
* `speed`: the speed between 0 and n
* `level`: the volume between 0 and n
-----------------------------------------------------------------------------
====================================================
Environment to handle a given sound in a soundfile
====================================================
Looping the sound
Play once
Play once in reverse
Play sound once with configurable interpolation and freq control (using a 'ref' value)
Play sound once and alternate between normal play and reverse play
play_alt(level, gate, ctrl) = super.player(sf, part, alt2(ramp1, ramp2, ctrl), level)
High-order function which alternate between 2 'readers' depending of the 'ctrl' signal
End of environment
// Using the `sound` environment allocated with a given `sf` and `part`
import("soundfiles.lib");
s1 = soundfile("[url:{'piano-C5.ogg';'piano-G5.ogg';'piano-C6.ogg';'piano-G6.ogg'}]",2);
sample1 = so.sound(s1, 0);
sample2 = so.sound(s1, 1);
sample3 = so.sound(s1, 2);
// Plays the sound in various ways
sample1.loop;
sample1.loop_speed(0.5);
sample1.loop_speed_level(0.5, 0.5);
sample2.play(0.5, button("gate"));
sample2.play_rev(0.5, button("gate"));
sample2.play_alt(0.5, button("gate"), checkbox("alt"));
sample3.play_interp(440.0, 600.0, 0.5, button("gate"), it.linear);
sample3.play_interp(440.0, 800.0, en.ar(0.1, 0.8, button("gate")), button("gate"), it.cubic);
play = button("gate");
sample3.play_interp(440.0,
hslider("freq", 200, 200, 880, 0.01),
hslider("gain", 0.5, 0, 1, 0.01)*en.ar(0.1, 0.8, play),
play,
nentry("interp", 0, 0, 3, 1));
envelope = en.adsr(0.01,0.04,0.8,0.1,button("gate")) : si.smoo;
process = sample.play(envelope, gate);
process = sample.play_interp(440.0, 600.0, 0.5, button("gate"), it.linear);
process = sample.play_interp(440.0, 600.0, 0.5, button("gate"), it.cubic);
process = sample.play(en.adsr(0.01,0.04,0.8,0.1, button("gate")), button("gate")); | import("stdfaust.lib");
declare name "Faust Soundfile Library";
declare version "0.7";
ba = library("basics.lib");
ma = library("maths.lib");
si = library("signals.lib");
ro = library("routes.lib");
it = library("interpolators.lib");
super = environment {
length(sf, part) = (part, 0) : sf : (_,si.block(outputs(sf)-1));
srate(sf, part) = (part, 0) : sf : (!,_,si.block(outputs(sf)-2)) : float;
outs(sf, level) = sf : si.block(2), bus(outputs(sf)-2) with { bus(n) = par(i,n,*(level)); };
player(sf, part, reader, level) = (part, it.int_part(reader(sf, part))) : outs(sf, level);
player_interp(sf, part, reader, level, selector) = it.interpolator_select(gen, idv, selector)
with {
idv = reader(sf, part);
gen(idx) = (part, idx) : outs(sf, level);
};
play_interp(sf, part, ref, freq, level, gate, selector) = player_interp(sf, part, reader, level, selector)
with {
reader(sf, part) = it.raise(gate, step, len) : +(len : *(0.01)),_ with {
step = freq/ref*srate(sf, part)/ma.SR;
len = length(sf, part);
};
};
loop_speed_level(sf, part, speed, level) = player(sf, part, reader, level)
with {
reader(sf, part) = it.raise_modulo(1, step, length(sf, part)) with { step = speed*srate(sf, part)/ma.SR; };
};
loop_speed(sf, part, speed) = loop_speed_level(sf, part, speed, 1);
loop(sf, part) = loop_speed_level(sf, part, 1, 1);
loop(sf, part) = super.loop(sf, part);
loop_speed(sf, part, speed) = super.loop_speed(sf, part, speed);
loop_speed_level(sf, part, speed, level) = super.loop_speed_level(sf, part, speed, level);
sound(sf, part) = environment {
loop = super.loop(sf, part);
loop_speed(speed) = super.loop_speed(sf, part, speed);
loop_speed_level(speed, level) = super.loop_speed_level(sf, part, speed, level);
play(level, gate) = super.player(sf, part, reader, level)
with {
reader(sf, part) = it.raise(gate, super.srate(sf, part)/ma.SR, super.length(sf, part));
};
play_rev(level, gate) = super.player(sf, part, reader, level)
with {
reader(sf, part) = it.decrease(gate, super.srate(sf, part)/ma.SR, super.length(sf, part));
};
play_interp(ref, freq, level, gate, selector) = super.play_interp(sf, part, ref, freq, level, gate, selector);
play_alt(level, gate, ctrl) = super.player(sf, part, altN(lramp, ctrl), level)
with {
alt2(r1, r2, ctrl) = \(sf, part).(ba.selectmulti(ma.SR/100, lr, ctrl) with { lr = r1(sf, part), r2(sf, part); });
altN(lrs, ctrl) = \(sf, part).(ba.selectmulti(ma.SR/100, mapper(lrs), ctrl)
with {
mapper((xs, xxs)) = xs(sf, part), mapper(xxs);
mapper(xs) = xs(sf, part);
});
step = super.srate(sf, part)/ma.SR;
ramp1(sf, part) = it.raise(gate, step, super.length(sf, part));
ramp2(sf, part) = it.decrease(gate, step, super.length(sf, part));
lramp = (ramp1, ramp2, ramp2, ramp2, ramp1);
};
s1 = soundfile("[url:{'A4.ogg'}]",2);
sample = sound(s1,0);
process = sample.play_interp(440.0, hslider("freq", 200, 200, 880, 0.01), en.adsr(0.01,1.0,1.0,0.01,button("gate")), button("gate"), it.cubic) : dm.zita_light;
|
60292fe281a4a193f00e4d469abf8bbc5f3485b0601ff5ac59b60a605bd296d9 | mi-creative/FaustPM_2021_examples | 06_Bounce.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 6: Bounce a hammer on the two mass system */
OutGain = 30;
K = 0.1;
Z = 0.001;
grav = 0.5;
model = (
mi.mass(1, 0, 0, 0),
mi.mass(1, 0, 0, 0),
mi.ground(0),
mi.mass(5., grav/ ma.SR, 10, 10 - (-100/ ma.SR)):
RoutingMassToLink :
mi.springDamper(K, Z, 0, 0),
mi.springDamper(K, Z, 0, 0),
mi.collision(0.1, 0.01, 0, 0, 10),
par(i, nbOut, _):
RoutingLinkToMass
)~par(i, nbMass, _):
par(i, nbMass, !), par(i, nbOut , _)
with{
RoutingMassToLink(m0, m1, m2, m3) = /* routed positions */ m0, m2, m0, m1, m1, m3, /* outputs */ m0;
RoutingLinkToMass(l0_f1, l0_f2, l1_f1, l1_f2, l2_f1, l2_f2, p_out1) = /* routed forces */ l0_f1 + l1_f1, l1_f2 + l2_f1, l0_f2, l2_f2, /* pass-through */ p_out1;
nbMass = 4;
nbOut = 1;
};
process = model:*(OutGain); | https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/06_Bounce.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 6: Bounce a hammer on the two mass system
routed positions
outputs
routed forces
pass-through | import("stdfaust.lib");
OutGain = 30;
K = 0.1;
Z = 0.001;
grav = 0.5;
model = (
mi.mass(1, 0, 0, 0),
mi.mass(1, 0, 0, 0),
mi.ground(0),
mi.mass(5., grav/ ma.SR, 10, 10 - (-100/ ma.SR)):
RoutingMassToLink :
mi.springDamper(K, Z, 0, 0),
mi.springDamper(K, Z, 0, 0),
mi.collision(0.1, 0.01, 0, 0, 10),
par(i, nbOut, _):
RoutingLinkToMass
)~par(i, nbMass, _):
par(i, nbMass, !), par(i, nbOut , _)
with{
nbMass = 4;
nbOut = 1;
};
process = model:*(OutGain); |
1b0c2735d95ccb7f0ff4d8708bf5d94033af3b5624917d342848b3c2c13c2b6c | mi-creative/FaustPM_2021_examples | 01_OscillatorStructure.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 1: Designing a Mass-Spring-Ground Oscillator */
// A basic, hand coded mass spring oscillator
// First we create the physical elements
// note that all mass elements are set up in parallel, same for all interactions.
// set the mass to have an initial vel of 0.1 meters per sample to check
// if we want to be rigorous this previous position needs to be applied to the spring damper so that its first step computes correctly.
process =
(mi.mass(1, 0, 0, 0.1), mi.ground(0):
mi.springDamper(0.1, 0.001, 0.1, 0)
)~par(i,2,_)
;
// So now we have a basic loopback of force calculations into the mass elements: the physics will start working
// But we have no means of action on the object and the outputs we are listening to are the forces applied by the spring
| https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/01_OscillatorStructure.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 1: Designing a Mass-Spring-Ground Oscillator
A basic, hand coded mass spring oscillator
First we create the physical elements
note that all mass elements are set up in parallel, same for all interactions.
set the mass to have an initial vel of 0.1 meters per sample to check
if we want to be rigorous this previous position needs to be applied to the spring damper so that its first step computes correctly.
So now we have a basic loopback of force calculations into the mass elements: the physics will start working
But we have no means of action on the object and the outputs we are listening to are the forces applied by the spring | import("stdfaust.lib");
process =
(mi.mass(1, 0, 0, 0.1), mi.ground(0):
mi.springDamper(0.1, 0.001, 0.1, 0)
)~par(i,2,_)
;
|
3fb683b4abcd6482f7d5e24ef64cbca0f277740428b6e929234d967d33bc34d8 | mi-creative/FaustPM_2021_examples | 05_TwoMassScript.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 5: Building a two mass system via a MIMS script */
in1 = button("Frc Input 1"): ba.impulsify * 0.1; //write a specific force input signal operation here
OutGain = 1;
K = 0.1;
Z = 0.001;
model = (
mi.mass(1, 0, 0, 0),
mi.mass(1, 0, 0, 0),
mi.ground(0),
par(i, nbFrcIn,_):
RoutingMassToLink ,
par(i, nbFrcIn,_):
mi.springDamper(K, Z, 0, 0),
mi.springDamper(K, Z, 0, 0),
par(i, nbOut+nbFrcIn, _):
RoutingLinkToMass
)~par(i, nbMass, _):
par(i, nbMass, !), par(i, nbOut , _)
with{
RoutingMassToLink(m0, m1, m2) = /* routed positions */ m0, m2, m0, m1, /* outputs */ m0;
RoutingLinkToMass(l0_f1, l0_f2, l1_f1, l1_f2, p_out1, f_in1) = /* routed forces */ f_in1 + l0_f1 + l1_f1, l1_f2, l0_f2, /* pass-through */ p_out1;
nbMass = 3;
nbFrcIn = 1;
nbOut = 1;
};
process = in1 : model:*(OutGain); | https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/05_TwoMassScript.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 5: Building a two mass system via a MIMS script
write a specific force input signal operation here
routed positions
outputs
routed forces
pass-through | import("stdfaust.lib");
OutGain = 1;
K = 0.1;
Z = 0.001;
model = (
mi.mass(1, 0, 0, 0),
mi.mass(1, 0, 0, 0),
mi.ground(0),
par(i, nbFrcIn,_):
RoutingMassToLink ,
par(i, nbFrcIn,_):
mi.springDamper(K, Z, 0, 0),
mi.springDamper(K, Z, 0, 0),
par(i, nbOut+nbFrcIn, _):
RoutingLinkToMass
)~par(i, nbMass, _):
par(i, nbMass, !), par(i, nbOut , _)
with{
nbMass = 3;
nbFrcIn = 1;
nbOut = 1;
};
process = in1 : model:*(OutGain); |
43ec617ec1bb7ac735d27565eb60da6ad2d7b7e688e5843beb15a6facd23559b | mi-creative/FaustPM_2021_examples | 02_OscillatorInsOuts.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 2: Using the Mass-Spring-Ground Oscillator */
// We're going to use some routing functions to give ourselves more control over the model
// First, let's say that we want to add a force input on the mass : create a route forces function that adds this force to the loopback force.
// Then, we probably want to listen to the position of the mass rather than the force exerced by the spring: position routing
// Careful, as we need to add a passthrough signal here in parallel to the spring calculation.
// so now we have a basic harmonic oscillator that we can excite with an input force and listen to.
in1 = button("test"):ba.impulsify * 0.1;
process =
(
mi.mass(1, 0, 0, 0), mi.ground(0):
RoutePositions:
mi.springDamper(0.1, 0.001, 0, 0), _:
RouteForces,_
)~par(i,2,_):
par(i,2,!),_
with{
RouteForces (f_sp1, f_sp2) = f_sp1 + in1, f_sp2;
RoutePositions (p_m1, p_g1) = p_m1, p_g1, p_m1;
}
;
| https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/02_OscillatorInsOuts.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 2: Using the Mass-Spring-Ground Oscillator
We're going to use some routing functions to give ourselves more control over the model
First, let's say that we want to add a force input on the mass : create a route forces function that adds this force to the loopback force.
Then, we probably want to listen to the position of the mass rather than the force exerced by the spring: position routing
Careful, as we need to add a passthrough signal here in parallel to the spring calculation.
so now we have a basic harmonic oscillator that we can excite with an input force and listen to. | import("stdfaust.lib");
in1 = button("test"):ba.impulsify * 0.1;
process =
(
mi.mass(1, 0, 0, 0), mi.ground(0):
RoutePositions:
mi.springDamper(0.1, 0.001, 0, 0), _:
RouteForces,_
)~par(i,2,_):
par(i,2,!),_
with{
RouteForces (f_sp1, f_sp2) = f_sp1 + in1, f_sp2;
RoutePositions (p_m1, p_g1) = p_m1, p_g1, p_m1;
}
;
|
a99e5a5d8bab69f8fa150bdeb13cbd0578b8902c7fee21d00f2fd5e0b55a5a6a | mi-creative/FaustPM_2021_examples | 04_TwoMassSystem.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 4: Building a two mass system */
// If we wanted to go a little further from here: add a second mass to the system
// Add a second mass after the first one and before the ground module.
// Add a second spring into the system
// So now we need to change the the position routing so that one spring computes between m1 and ground, and the second between m1 and m2
// This also means we have to change the force routing function to account for the sum of forces on each element:
// m1 receives forces from the first connection of sp1, and the first connection of sp2, and the external force input.
// m2 receives forces from the second connection of sp2
// g1 receives forces from the second connection of sp1
// Now we have a system with two connected masses: giving to resonating modes (try and see)
in1 = button("test"):ba.impulsify * 0.1;
process =
(
mi.mass(3, 0, 0, 0), mi.mass(2, 0, 0, 0), mi.ground(0):
RoutePositions:
mi.springDamper(0.1, 0.001, 0, 0), mi.springDamper(0.01, 0.001, 0, 0), _:
RouteForces,_
)~par(i,3,_):
par(i,3,!),_
with{
RouteForces (f_sp1, f_sp2, f2_sp1, f2_sp2) = f_sp1 + in1 + f2_sp1, f2_sp2, f_sp2 ;
RoutePositions (p_m1, p_m2, p_g1) = p_m1, p_g1, p_m1, p_m2, p_m1;
}
;
// This works as expected, but its starting to get a bit hard to understand. If we were to make the model more complex, the routing functions would become quite a hassle...
//this is why a modelling or code generation system is very useful! Somewhere we can focus on the physical topology and parameters, and let the machine sort out the connection patterns and such.
| https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/04_TwoMassSystem.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 4: Building a two mass system
If we wanted to go a little further from here: add a second mass to the system
Add a second mass after the first one and before the ground module.
Add a second spring into the system
So now we need to change the the position routing so that one spring computes between m1 and ground, and the second between m1 and m2
This also means we have to change the force routing function to account for the sum of forces on each element:
m1 receives forces from the first connection of sp1, and the first connection of sp2, and the external force input.
m2 receives forces from the second connection of sp2
g1 receives forces from the second connection of sp1
Now we have a system with two connected masses: giving to resonating modes (try and see)
This works as expected, but its starting to get a bit hard to understand. If we were to make the model more complex, the routing functions would become quite a hassle...
this is why a modelling or code generation system is very useful! Somewhere we can focus on the physical topology and parameters, and let the machine sort out the connection patterns and such. | import("stdfaust.lib");
in1 = button("test"):ba.impulsify * 0.1;
process =
(
mi.mass(3, 0, 0, 0), mi.mass(2, 0, 0, 0), mi.ground(0):
RoutePositions:
mi.springDamper(0.1, 0.001, 0, 0), mi.springDamper(0.01, 0.001, 0, 0), _:
RouteForces,_
)~par(i,3,_):
par(i,3,!),_
with{
RouteForces (f_sp1, f_sp2, f2_sp1, f2_sp2) = f_sp1 + in1 + f2_sp1, f2_sp2, f_sp2 ;
RoutePositions (p_m1, p_m2, p_g1) = p_m1, p_g1, p_m1, p_m2, p_m1;
}
;
|
35624a97f9299f02b8f312ecd3c1c054d1624e24f539aef0ed40b8e675731634 | mi-creative/FaustPM_2021_examples | 13_MacroStringPrototype.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 13: Perspectives for macro-objects (finite difference style approach) */
// Controls used in the patch
in1 = button("frcIn") : ba.impulsify * hslider("intensity[style:knob]", 0.1, 0.001, 1, 0.001);
stiffness = hslider("string stiffness", 0.4, 0.001, 0.5, 0.001);
damping = hslider("string damping", 0.01, 0.0001, 0.1, 0.0001);
excite = hslider("excitePos",0.4,0,1,0.0001) : si.smoo ;
listen = hslider("listenPos",0.3,0,1,0.0001) : si.smoo ;
couple = hslider("couplingPoint",0.7,0,1,0.0001) : si.smoo;
/*
"Macro" definition of a mass-interaction string: lots of masses and springs connected in a specific pattern.
The first and last material elements of the string are fixed points.
Note: This expression could be reduced into a finite difference scheme which would make it simpler (see Ricardo Russo's work!)
In that case, you would update "grid points" that correspond to the masses with an update scheme that directly incorporates
the forces exerced by neighboring elements.
*/
string(nbMass, K, Z) =
(
forceSumming(nbMass):
mi.ground(0.),
par(i, nbMass-2, mi.mass(1., 0, 0., 0.)),
mi.ground(0.):
stringRoutePos(nbMass):
par(i, nbMass-1, mi.springDamper(K, Z, 0., 0.)),
par(i, nbMass, _):
stringRouteForce(nbMass),
par(i, nbMass, _)
)
~par(i, nbMass, _):
par(i, nbMass,!),par(i, nbMass,_);
// Some functions that we need to deal with the string position and force routings
forceSumming(nb) = ro.interleave(nb,2):par(i,nb,+);
stringRoutePos(nb) = (par(i, nb,_<:_,_)):ro.interleave(2,nb):_, par(i, nb-2, (_<:_,_)), _, par(i,nb,_);
stringRouteForce(nb)= _, par(i, nb-2, _+_), _;
/*
A wrapper around our string, allowing us to define an excitation point, listening point, and coupling junction to an outside element.
- linear interpolation "proxies" are used to move these points along the string.
- the wrapped string expects a force signal (from the outside coupling junction) and an input force
- it outputs the position of its coupling junction, as well as a position output for listening to the string
*/
stringWrapper(nbMass, excitePos, listenPos, couplingPos) = (
strProxFrc(nbMass, c), strProxFrc(nbMass, e):
prox2str(nbMass, 2):
string(nbMass, stiffness, damping):
str2prox(nbMass, 2) :
strProxPos(nbMass, c),strProxPos(nbMass, l)
) with{
c = couplingPos*nbMass;
e = excitePos*nbMass;
l = listenPos*nbMass;
}
;
// Linear interpolators
strProxFrc(nbMass, lPos) =
_<:par(i,nbMass,
select2(i == m1,
select2(i == m2,
0,
alpha*_
),
(1-alpha)*_)
)
with{
m1 = floor(lPos);
m2 = floor(lPos)+1;
alpha = lPos-m1;
};
strProxPos(nbMass, lPos) =
(par(i,nbMass,
_<:select2(i == m1,
select2(i ==m2,
0,
alpha*_
),
(1-alpha)*_
)
)
):>_
with{
m1 = floor(lPos);
m2 = floor(lPos)+1;
alpha = lPos-m1;
};
// ZERO order interpolators (for testing - UNUSED)
strProxFrcZero(nbMass, lPos) = par(i, floor(lPos),0),_,par(i,nbMass-floor(lPos)-1, 0);
strProxPosZero(nbMass, lPos) = par(i, floor(lPos),!),1*_,par(i, nbMass-floor(lPos)-1, !);
// Functions needed to route the positions and forces of the string masses into and out of the interpolators
str2prox(nb, P) = (par(i, nb,_<:par(i,P,_))):ro.interleave(P,nb);
prox2str(nb, P) = ro.interleave(nb, P):(par(i, nb,par(i,P,_):>_));
/*
The MODEL.
It is composed of the wrapped string, coupled via a non-linear spring damper to a large oscillator.
The coupling point bewteen the oscillator and the string can be moved along in real time.
Note: some simple routing functions have been created to route the desired forces into the material elements (string junction and oscillator)
and conversely for the positions output by the string coupling junction and the oscillator.
This is quite simple to setup for a model this simple, but would get very hairy if we had many more elements: hence, the use of a modeller/FAUST code generator!
*/
model = (
in1 :
(
LoopbackRouting:
stringWrapper(250, excite, listen, couple), mi.oscil(100, 0.1, 0.01, 0, 0, 0):
PosRouting:
mi.nlSpringDamperClipped(0.00001, 1, 0.1, 0.001, 0, 0),_
)~par(i, 2, _) :
par(i, 2, !), _
)
with{
LoopbackRouting(fb_s1, fb_s2, frcIn) = fb_s1, frcIn, fb_s2;
PosRouting(str_p1, str_p2, osc_p1) = str_p1, osc_p1, str_p2;
};
process = model:_<:_,_; | https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/13_MacroStringPrototype.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 13: Perspectives for macro-objects (finite difference style approach)
Controls used in the patch
"Macro" definition of a mass-interaction string: lots of masses and springs connected in a specific pattern.
The first and last material elements of the string are fixed points.
Note: This expression could be reduced into a finite difference scheme which would make it simpler (see Ricardo Russo's work!)
In that case, you would update "grid points" that correspond to the masses with an update scheme that directly incorporates
the forces exerced by neighboring elements.
Some functions that we need to deal with the string position and force routings
A wrapper around our string, allowing us to define an excitation point, listening point, and coupling junction to an outside element.
- linear interpolation "proxies" are used to move these points along the string.
- the wrapped string expects a force signal (from the outside coupling junction) and an input force
- it outputs the position of its coupling junction, as well as a position output for listening to the string
Linear interpolators
ZERO order interpolators (for testing - UNUSED)
Functions needed to route the positions and forces of the string masses into and out of the interpolators
The MODEL.
It is composed of the wrapped string, coupled via a non-linear spring damper to a large oscillator.
The coupling point bewteen the oscillator and the string can be moved along in real time.
Note: some simple routing functions have been created to route the desired forces into the material elements (string junction and oscillator)
and conversely for the positions output by the string coupling junction and the oscillator.
This is quite simple to setup for a model this simple, but would get very hairy if we had many more elements: hence, the use of a modeller/FAUST code generator!
| import("stdfaust.lib");
in1 = button("frcIn") : ba.impulsify * hslider("intensity[style:knob]", 0.1, 0.001, 1, 0.001);
stiffness = hslider("string stiffness", 0.4, 0.001, 0.5, 0.001);
damping = hslider("string damping", 0.01, 0.0001, 0.1, 0.0001);
excite = hslider("excitePos",0.4,0,1,0.0001) : si.smoo ;
listen = hslider("listenPos",0.3,0,1,0.0001) : si.smoo ;
couple = hslider("couplingPoint",0.7,0,1,0.0001) : si.smoo;
string(nbMass, K, Z) =
(
forceSumming(nbMass):
mi.ground(0.),
par(i, nbMass-2, mi.mass(1., 0, 0., 0.)),
mi.ground(0.):
stringRoutePos(nbMass):
par(i, nbMass-1, mi.springDamper(K, Z, 0., 0.)),
par(i, nbMass, _):
stringRouteForce(nbMass),
par(i, nbMass, _)
)
~par(i, nbMass, _):
par(i, nbMass,!),par(i, nbMass,_);
forceSumming(nb) = ro.interleave(nb,2):par(i,nb,+);
stringRoutePos(nb) = (par(i, nb,_<:_,_)):ro.interleave(2,nb):_, par(i, nb-2, (_<:_,_)), _, par(i,nb,_);
stringRouteForce(nb)= _, par(i, nb-2, _+_), _;
stringWrapper(nbMass, excitePos, listenPos, couplingPos) = (
strProxFrc(nbMass, c), strProxFrc(nbMass, e):
prox2str(nbMass, 2):
string(nbMass, stiffness, damping):
str2prox(nbMass, 2) :
strProxPos(nbMass, c),strProxPos(nbMass, l)
) with{
c = couplingPos*nbMass;
e = excitePos*nbMass;
l = listenPos*nbMass;
}
;
strProxFrc(nbMass, lPos) =
_<:par(i,nbMass,
select2(i == m1,
select2(i == m2,
0,
alpha*_
),
(1-alpha)*_)
)
with{
m1 = floor(lPos);
m2 = floor(lPos)+1;
alpha = lPos-m1;
};
strProxPos(nbMass, lPos) =
(par(i,nbMass,
_<:select2(i == m1,
select2(i ==m2,
0,
alpha*_
),
(1-alpha)*_
)
)
):>_
with{
m1 = floor(lPos);
m2 = floor(lPos)+1;
alpha = lPos-m1;
};
strProxFrcZero(nbMass, lPos) = par(i, floor(lPos),0),_,par(i,nbMass-floor(lPos)-1, 0);
strProxPosZero(nbMass, lPos) = par(i, floor(lPos),!),1*_,par(i, nbMass-floor(lPos)-1, !);
str2prox(nb, P) = (par(i, nb,_<:par(i,P,_))):ro.interleave(P,nb);
prox2str(nb, P) = ro.interleave(nb, P):(par(i, nb,par(i,P,_):>_));
model = (
in1 :
(
LoopbackRouting:
stringWrapper(250, excite, listen, couple), mi.oscil(100, 0.1, 0.01, 0, 0, 0):
PosRouting:
mi.nlSpringDamperClipped(0.00001, 1, 0.1, 0.001, 0, 0),_
)~par(i, 2, _) :
par(i, 2, !), _
)
with{
LoopbackRouting(fb_s1, fb_s2, frcIn) = fb_s1, frcIn, fb_s2;
PosRouting(str_p1, str_p2, osc_p1) = str_p1, osc_p1, str_p2;
};
process = model:_<:_,_; |
2196099b1457f219d71af9e0e6162163c1cec0859aa593f447c4ba919e2135bb | mi-creative/FaustPM_2021_examples | 07_String.dsp | import("stdfaust.lib");
/* Faust PM Workshop : Introduction to Mass-Interaction Modelling */
/* Part 7: Creating a basic string */
in1 = button("Frc Input 1"): ba.impulsify * 0.1; //write a specific force input signal operation here
OutGain = 1;
str_M = 1.0;
str_K = 0.2;
str_Z = 0.001;
str_Zo = 0.0;
model = (
mi.ground(0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.ground(0.00),
par(i, nbFrcIn,_):
RoutingMassToLink ,
par(i, nbFrcIn,_):
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
par(i, nbOut+nbFrcIn, _):
RoutingLinkToMass
)~par(i, nbMass, _):
par(i, nbMass, !), par(i, nbOut , _)
with{
RoutingMassToLink(m0, m1, m2, m3, m4, m5, m6, m7, m8, m9, m10, m11, m12, m13, m14, m15, m16, m17, m18, m19, m20, m21, m22, m23, m24, m25, m26, m27, m28, m29, m30, m31) = /* routed positions */ m0, m1, m1, m2, m2, m3, m3, m4, m4, m5, m5, m6, m6, m7, m7, m8, m8, m9, m9, m10, m10, m11, m11, m12, m12, m13, m13, m14, m14, m15, m15, m16, m16, m17, m17, m18, m18, m19, m19, m20, m20, m21, m21, m22, m22, m23, m23, m24, m24, m25, m25, m26, m26, m27, m27, m28, m28, m29, m29, m30, m30, m31, /* outputs */ m28, m4;
RoutingLinkToMass(l0_f1, l0_f2, l1_f1, l1_f2, l2_f1, l2_f2, l3_f1, l3_f2, l4_f1, l4_f2, l5_f1, l5_f2, l6_f1, l6_f2, l7_f1, l7_f2, l8_f1, l8_f2, l9_f1, l9_f2, l10_f1, l10_f2, l11_f1, l11_f2, l12_f1, l12_f2, l13_f1, l13_f2, l14_f1, l14_f2, l15_f1, l15_f2, l16_f1, l16_f2, l17_f1, l17_f2, l18_f1, l18_f2, l19_f1, l19_f2, l20_f1, l20_f2, l21_f1, l21_f2, l22_f1, l22_f2, l23_f1, l23_f2, l24_f1, l24_f2, l25_f1, l25_f2, l26_f1, l26_f2, l27_f1, l27_f2, l28_f1, l28_f2, l29_f1, l29_f2, l30_f1, l30_f2, p_out1, p_out2, f_in1) = /* routed forces */ l0_f1, l0_f2 + l1_f1, l1_f2 + l2_f1, l2_f2 + l3_f1, l3_f2 + l4_f1, l4_f2 + l5_f1, l5_f2 + l6_f1, l6_f2 + l7_f1, l7_f2 + l8_f1, l8_f2 + l9_f1, l9_f2 + l10_f1, f_in1 + l10_f2 + l11_f1, l11_f2 + l12_f1, l12_f2 + l13_f1, l13_f2 + l14_f1, l14_f2 + l15_f1, l15_f2 + l16_f1, l16_f2 + l17_f1, l17_f2 + l18_f1, l18_f2 + l19_f1, l19_f2 + l20_f1, l20_f2 + l21_f1, l21_f2 + l22_f1, l22_f2 + l23_f1, l23_f2 + l24_f1, l24_f2 + l25_f1, l25_f2 + l26_f1, l26_f2 + l27_f1, l27_f2 + l28_f1, l28_f2 + l29_f1, l29_f2 + l30_f1, l30_f2, /* pass-through */ p_out1, p_out2;
nbMass = 32;
nbFrcIn = 1;
nbOut = 2;
};
process = in1 : model:*(OutGain), *(OutGain); | https://raw.githubusercontent.com/mi-creative/FaustPM_2021_examples/329e24a3d7c062cffb76416cff05a2922a3721f0/07_String.dsp | faust | Faust PM Workshop : Introduction to Mass-Interaction Modelling
Part 7: Creating a basic string
write a specific force input signal operation here
routed positions
outputs
routed forces
pass-through | import("stdfaust.lib");
OutGain = 1;
str_M = 1.0;
str_K = 0.2;
str_Z = 0.001;
str_Zo = 0.0;
model = (
mi.ground(0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.oscil(str_M, 0, str_Zo, 0, 0.00, 0.00),
mi.ground(0.00),
par(i, nbFrcIn,_):
RoutingMassToLink ,
par(i, nbFrcIn,_):
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
mi.springDamper(str_K, str_Z, 0.00, 0.00),
par(i, nbOut+nbFrcIn, _):
RoutingLinkToMass
)~par(i, nbMass, _):
par(i, nbMass, !), par(i, nbOut , _)
with{
nbMass = 32;
nbFrcIn = 1;
nbOut = 2;
};
process = in1 : model:*(OutGain), *(OutGain); |
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