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//----------------------------------------------------------
// name: "table"
//
// Code generated with Faust 2.77.2 (https://faust.grame.fr)
//----------------------------------------------------------
/* link with */
#include <math.h>
#ifndef FAUSTFLOAT
#define FAUSTFLOAT float
#endif
#ifndef FAUSTCLASS
#define FAUSTCLASS mydsp
#endif
class mydsp : public dsp {
private:
class SIG0 {
private:
int fSampleRate;
// Recursion delay iVeeec4 is of type kMonoDelay
// While its definition is of type kZeroDelay
int iVeeec4State; // Mono Delay
// Recursion delay fVeeec2 is of type kCopyDelay
// While its definition is of type kZeroDelay
float fVeeec2State[3]; // Copy Delay
public:
int getNumInputs() { return 0; }
int getNumOutputs() { return 1; }
void init(int sample_rate) {
fSampleRate = sample_rate;
iVeeec4State = 0;
for (int j = 0; j < 3; j++) { fVeeec2State[j] = 0; }
}
void fill(int count, float output[]) {
int iVeeec4;
float fVeeec2[4];
int fullcount = count;
for (int index = 0; index < fullcount; index += 32) {
int count = min(32, fullcount-index);
iVeeec4 = iVeeec4State;
fVeeec2[1] = fVeeec2State[0];
fVeeec2[2] = fVeeec2State[1];
fVeeec2[3] = fVeeec2State[2];
for (int i=0; i<count; i++) {
float fTemp1 = fVeeec2[2]; // step: 29
float fTemp2 = fVeeec2[3]; // step: 32
iVeeec4 = ((1103515245 * iVeeec4) + 12345);
float fTemp3 = fVeeec2[1]; // step: 46
fVeeec2[0] = (((0.5221894f * fTemp2) + ((4.656613e-10f * float(iVeeec4)) + (2.494956f * fTemp3))) - (2.0172658f * fTemp1));
output[i] = (((0.049922034f * fVeeec2[0]) + (0.0506127f * fTemp1)) - ((0.095993534f * fTemp3) + (0.004408786f * fTemp2)));
// post processing
fVeeec2[3] = fVeeec2[2];
fVeeec2[2] = fVeeec2[1];
fVeeec2[1] = fVeeec2[0];
}
iVeeec4State = iVeeec4;
fVeeec2State[0] = fVeeec2[1];
fVeeec2State[1] = fVeeec2[2];
fVeeec2State[2] = fVeeec2[3];
output += 32;
}
}
};
FAUSTFLOAT fslider0;
float fConst0; // step: 10
// Recursion delay fVeeec0 is of type kSingleDelay
// While its definition is of type kZeroDelay
float fVeeec0State; // Single Delay
static float ftbl0[65536];
int fSampleRate;
public:
virtual void metadata(Meta* m) {
m->declare("compilation_options", "-single -scal -e table.dsp -o table.dsp");
m->declare("filename", "table.dsp");
m->declare("filters_lib_fir_author", "Julius O. Smith III");
m->declare("filters_lib_fir_copyright", "Copyright (C) 2003-2019 by Julius O. Smith III <jos@ccrma.stanford.edu>");
m->declare("filters_lib_fir_license", "MIT-style STK-4.3 license");
m->declare("filters_lib_iir_author", "Julius O. Smith III");
m->declare("filters_lib_iir_copyright", "Copyright (C) 2003-2019 by Julius O. Smith III <jos@ccrma.stanford.edu>");
m->declare("filters_lib_iir_license", "MIT-style STK-4.3 license");
m->declare("filters_lib_lowpass0_highpass1", "Copyright (C) 2003-2019 by Julius O. Smith III <jos@ccrma.stanford.edu>");
m->declare("filters_lib_name", "Faust Filters Library");
m->declare("filters_lib_version", "0.3");
m->declare("library_path", "/usr/local/share/faust/stdfaust.lib");
m->declare("maths_lib_author", "GRAME");
m->declare("maths_lib_copyright", "GRAME");
m->declare("maths_lib_license", "LGPL with exception");
m->declare("maths_lib_name", "Faust Math Library");
m->declare("maths_lib_version", "2.3");
m->declare("name", "table");
m->declare("noises_lib_name", "Faust Noise Generator Library");
m->declare("noises_lib_version", "0.0");
m->declare("oscillators_lib_name", "Faust Oscillator Library");
m->declare("oscillators_lib_version", "0.1");
m->declare("platform_lib_name", "Generic Platform Library");
m->declare("platform_lib_version", "0.1");
}
virtual int getNumInputs() { return 0; }
virtual int getNumOutputs() { return 2; }
static void classInit(int sample_rate) {
SIG0 sig0;
sig0.init(sample_rate);
sig0.fill(65536,ftbl0);
}
virtual void instanceConstants(int sample_rate) {
fSampleRate = sample_rate;
fConst0 = (1.0f / min(1.92e+05f, max(1.0f, float(fSampleRate)))); // step: 10
}
virtual void instanceResetUserInterface() {
fslider0 = 4.4e+02f;
}
virtual void instanceClear() {
fVeeec0State = 0;
}
virtual void init(int sample_rate) {
classInit(sample_rate);
instanceInit(sample_rate);
}
virtual void instanceInit(int sample_rate) {
instanceConstants(sample_rate);
instanceResetUserInterface();
instanceClear();
}
virtual mydsp* clone() {
return new mydsp();
}
virtual int getSampleRate() {
return fSampleRate;
}
virtual void buildUserInterface(UI* ui_interface) {
ui_interface->openVerticalBox("table");
ui_interface->addHorizontalSlider("freq", &fslider0, 4.4e+02f, 5e+01f, 2e+03f, 0.01f);
ui_interface->closeBox();
}
virtual void compute (int count, FAUSTFLOAT** input, FAUSTFLOAT** output) {
float fSlow0 = (fConst0 * float(fslider0)); // step: 11
float fVeeec0[2];
int fullcount = count;
for (int index = 0; index < fullcount; index += 32) {
int count = min(32, fullcount-index);
FAUSTFLOAT* output0 = &output[0][index]; // Zone 3
FAUSTFLOAT* output1 = &output[1][index]; // Zone 3
fVeeec0[1] = fVeeec0State;
for (int i=0; i<count; i++) {
float fTemp0 = fVeeec0[1]; // step: 13
fVeeec0[0] = (fSlow0 + (fTemp0 - floorf((fSlow0 + fTemp0))));
float fTemp4 = ftbl0[max(0, min(int((65536.0f * fVeeec0[0])), 65535))]; // step: 64
output0[i] = (FAUSTFLOAT)(fTemp4); // Zone Exec Code
output1[i] = (FAUSTFLOAT)(fTemp4); // Zone Exec Code
// post processing
fVeeec0[1] = fVeeec0[0];
}
fVeeec0State = fVeeec0[1];
}
}
};
float mydsp::ftbl0[65536];
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