Wavetables generated by oscillators.

mulshine committed 7 years ago

Commit cf2bb371 parent 127a11311 files · +674 −795Browse files

Unified · Split

11 files

.gitignore +11 −0
LEAF/Inc/leaf-math.h +6 −1
LEAF/Inc/leaf-oscillator.h +45 −17
LEAF/Inc/leaf-wavetables.h +1 −12
LEAF/Src/leaf-math.c +87 −2
LEAF/Src/leaf-oscillator.c +137 −51
LEAF/Src/leaf-wavetables.c +76 −325
LEAF/Src_cpp/leaf-math.cpp +87 −2
LEAF/Src_cpp/leaf-oscillator.cpp +137 −51
LEAF/Src_cpp/leaf-wavetables.cpp +76 −325
LEAF_JUCEPlugin/Source/MyTest.cpp +11 −9

@@ -0,0 +1,11 @@
	1	+*.DS_Store
	2	+*.app
	3	+*.a
	4	+*.appex
	5	+*.vst
	6	+*.vst3
	7	+*.component
	8	+*.xcuserstate
	9	+*.zip
	10	+*.swp
	11	+*/Builds

LEAF/Inc/leaf-math.h+6−1

@@ -77,7 +77,12 @@ float LEAF_reedTable (float input, float offset, float slope); · 76 unmodified lines
77	77	float LEAF_clip (float min, float val, float max);
78	78	float LEAF_softClip (float val, float thresh);
79	79	oBool LEAF_isPrime (uint64_t number );
80		−float LEAF_midiToFrequency (float f);
	80	+float LEAF_midiToFrequency (float f);
	81	+
	82	+void LEAF_generate_sine(float* buffer, int size);
	83	+void LEAF_generate_sawtooth(float* buffer, float basefreq, int size);
	84	+void LEAF_generate_triangle(float* buffer, float basefreq, int size);
	85	+void LEAF_generate_square(float* buffer, float basefreq, int size);
81	86
82	87	// dope af
83	88	float LEAF_chebyshevT(float in, int n);

LEAF/Inc/leaf-oscillator.h+45−17

@@ -17,6 +17,16 @@ · 16 unmodified lines
17	17	#include "leaf-math.h"
18	18
19	19	#include "leaf-filter.h"
	20	+
	21	+/*
	22	+extern const float* sinewave;
	23	+
	24	+extern const float* sawtooth[11];
	25	+
	26	+extern const float* triangle[11];
	27	+
	28	+extern const float* squarewave[11];
	29	+ */
20	30
21	31	// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
22	32
@@ -86,14 +96,17 @@ typedef struct _tCycle · 63 unmodified lines
86	96	// Underlying phasor
87	97	float phase;
88	98	float inc,freq;
89		−
	99	+
	100	+ int tsize;
	101	+ float* table;
90	102	} tCycle;
91	103
92	104	void tCycle_init (tCycle* const);
93	105	void tCycle_free (tCycle* const);
94	106
95	107	float tCycle_tick (tCycle* const);
96		−int tCycle_setFreq (tCycle* const, float freq);
	108	+int tCycle_setFreq (tCycle* const, float freq);
	109	+void tCycle_setTableSize (tCycle* const c, int size);
97	110
98	111	// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
99	112
@@ -102,15 +115,20 @@ typedef struct _tSawtooth · 2 unmodified lines
102	115	{
103	116	// Underlying phasor
104	117	float phase;
105		− float inc,freq;
	118	+ float inc,freq;
	119	+
	120	+ int tsize;
	121	+
	122	+ float* table[NUM_TABLES];
106	123
107	124	} tSawtooth;
108	125
109		−void tSawtooth_init (tSawtooth* const);
110		−void tSawtooth_free (tSawtooth* const);
	126	+void tSawtooth_init (tSawtooth* const);
	127	+void tSawtooth_free (tSawtooth* const);
111	128
112		−float tSawtooth_tick (tSawtooth* const);
113		−int tSawtooth_setFreq (tSawtooth* const, float freq);
	129	+float tSawtooth_tick (tSawtooth* const);
	130	+int tSawtooth_setFreq (tSawtooth* const, float freq);
	131	+void tSawtooth_setTableSize (tSawtooth* const c, int size);
114	132
115	133	// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
116	134
@@ -119,15 +137,20 @@ typedef struct _tTriangle · 2 unmodified lines
119	137	{
120	138	// Underlying phasor
121	139	float phase;
122		− float inc,freq;
	140	+ float inc,freq;
	141	+
	142	+ int tsize;
	143	+
	144	+ float* table[NUM_TABLES];
123	145
124	146	} tTriangle;
125	147
126		−void tTriangle_init (tTriangle* const);
127		−void tTriangle_free (tTriangle* const);
	148	+void tTriangle_init (tTriangle* const);
	149	+void tTriangle_free (tTriangle* const);
128	150
129		−float tTriangle_tick (tTriangle* const);
130		−int tTriangle_setFreq (tTriangle* const, float freq);
	151	+float tTriangle_tick (tTriangle* const);
	152	+int tTriangle_setFreq (tTriangle* const, float freq);
	153	+void tTriangle_setTableSize (tTriangle* const c, int size);
131	154
132	155	// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
133	156
@@ -136,15 +159,20 @@ typedef struct _tSquare · 2 unmodified lines
136	159	{
137	160	// Underlying phasor
138	161	float phase;
139		− float inc,freq;
	162	+ float inc,freq;
	163	+
	164	+ int tsize;
	165	+
	166	+ float* table[NUM_TABLES];
140	167
141	168	} tSquare;
142	169
143		−void tSquare_init (tSquare* const);
144		−void tSquare_free (tSquare* const);
	170	+void tSquare_init (tSquare* const);
	171	+void tSquare_free (tSquare* const);
145	172
146		−float tSquare_tick (tSquare* const);
147		−int tSquare_setFreq (tSquare* const, float freq);
	173	+float tSquare_tick (tSquare* const);
	174	+int tSquare_setFreq (tSquare* const, float freq);
	175	+void tSquare_setTableSize (tSquare* const c, int size);
148	176
149	177	// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
150	178

LEAF/Inc/leaf-wavetables.h+1−12

@@ -43,7 +43,7 @@ typedef enum TableName · 42 unmodified lines
43	43	T5120,
44	44	T10240,
45	45	T20480,
46		− TableNameNil
	46	+ NUM_TABLES
47	47	} TableName;
48	48
49	49	// mtof lookup table based on input range [0.0,1.0) in 4096 increments - midi frequency values scaled between m25 and m134 (as done in previous code)
@@ -58,17 +58,6 @@ extern const float decayCoeffTable[DECAY_COEFF_TABLE_SIZE]; · 8 unmodified lines
58	58
59	59	extern const float tanh1[TANH1_TABLE_SIZE];
60	60
61		−// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
62		−
63		−/* Sine wave table ripped from http://aquaticus.info/pwm-sine-wave. */
64		−extern const float sinewave[SINE_TABLE_SIZE];
65		−
66		−extern const float sawtooth[11][SAW_TABLE_SIZE];
67		−
68		−extern const float triangle[11][TRI_TABLE_SIZE];
69		−
70		−extern const float squarewave[11][SQR_TABLE_SIZE];
71		−
72	61	// ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~ ~
73	62
74	63	#endif // WAVETABLES_H_INCLUDED

LEAF/Src/leaf-math.c+87−2

@@ -18,13 +18,98 @@ · 17 unmodified lines
18	18	#include "../Inc/leaf-math.h"
19	19	#include "../Inc/leaf-wavetables.h"
20	20
21		−#endif
	21	+#endif
	22	+
	23	+//#include "../JuceLibraryCode/JuceHeader.h"
	24	+
22	25
23	26	// The C-embedded Audio Library.
24	27	#define TWO_TO_16 65536.f
25	28
26	29	#define EXPONENTIAL_TABLE_SIZE 65536
27		−
	30	+
	31	+void LEAF_generate_sine(float* buffer, int size)
	32	+{
	33	+ float phase;
	34	+ for (int i = 0; i < size; i++)
	35	+ {
	36	+ phase = (float) i / (float) size;
	37	+ buffer[i] = sinf(phase * TWO_PI);
	38	+ }
	39	+}
	40	+
	41	+void LEAF_generate_sawtooth(float* buffer, float basefreq, int size)
	42	+{
	43	+ int harmonic = 1;
	44	+ float phase = 0.0f;
	45	+ float freq = harmonic * basefreq;
	46	+ float amp;
	47	+
	48	+ while (freq < (leaf.sampleRate * 0.5))
	49	+ {
	50	+ amp = 1.0f / harmonic;
	51	+ for (int i = 0; i < size; i++)
	52	+ {
	53	+ phase = (float) i / (float) size;
	54	+ buffer[i] += (amp * sinf(harmonic * phase * TWO_PI));
	55	+ }
	56	+
	57	+ harmonic++;
	58	+ freq = harmonic * basefreq;
	59	+ }
	60	+}
	61	+
	62	+
	63	+void LEAF_generate_triangle(float* buffer, float basefreq, int size)
	64	+{
	65	+ int harmonic = 1;
	66	+ float phase = 0.0f;
	67	+ float freq = harmonic * basefreq;
	68	+ float amp = 1.0f;
	69	+
	70	+ int count = 0;
	71	+ float mult = 1.0f;
	72	+
	73	+ while (freq < (leaf.sampleRate * 0.5))
	74	+ {
	75	+ amp = 1.0f / (float)(harmonic * harmonic);
	76	+
	77	+ if (count % 2) mult = -1.0f;
	78	+ else mult = 1.0f;
	79	+
	80	+ for (int i = 0; i < size; i++)
	81	+ {
	82	+ phase = (float) i / (float) size;
	83	+ buffer[i] += (mult * amp * sinf(harmonic * phase * TWO_PI));
	84	+ }
	85	+
	86	+ count++;
	87	+ harmonic += 2;
	88	+ freq = harmonic * basefreq;
	89	+ }
	90	+}
	91	+
	92	+void LEAF_generate_square(float* buffer, float basefreq, int size)
	93	+{
	94	+ int harmonic = 1;
	95	+ float phase = 0.0f;
	96	+ float freq = harmonic * basefreq;
	97	+ float amp = 1.0f;
	98	+
	99	+ while (freq < (leaf.sampleRate * 0.5))
	100	+ {
	101	+ amp = 1.0f / (float)(harmonic);
	102	+
	103	+ for (int i = 0; i < size; i++)
	104	+ {
	105	+ phase = (float) i / (float) size;
	106	+ buffer[i] += (amp * sinf(harmonic * phase * TWO_PI));
	107	+ }
	108	+
	109	+ harmonic += 2;
	110	+ freq = harmonic * basefreq;
	111	+ }
	112	+}
28	113
29	114
30	115

LEAF/Src/leaf-oscillator.c+137−51

@@ -223,12 +223,28 @@ void tNeuron_setCurrent (tNeuron* const n, float current) · 222 unmodified lines
223	223	void tCycle_init(tCycle* const c)
224	224	{
225	225	c->inc = 0.0f;
226		− c->phase = 0.0f;
227		−}
	226	+ c->phase = 0.0f;
	227	+ c->tsize = 2048;
	228	+
	229	+ tCycle_setTableSize(c, c->tsize);
	230	+}
228	231
229	232	void tCycle_free(tCycle* const c)
230		−{
	233	+{
	234	+ leaf_free(c->table);
	235	+
231	236	leaf_free(c);
	237	+}
	238	+
	239	+void tCycle_setTableSize(tCycle* const c, int size)
	240	+{
	241	+ leaf_free(c->table);
	242	+
	243	+ c->tsize = size;
	244	+
	245	+ c->table = (float) leaf_alloc(c->tsize sizeof(float));
	246	+
	247	+ LEAF_generate_sine(c->table, c->tsize);
232	248	}
233	249
234	250	int tCycle_setFreq(tCycle* const c, float freq)
@@ -248,12 +264,12 @@ float tCycle_tick(tCycle* const c) · 13 unmodified lines
248	264	if (c->phase >= 1.0f) c->phase -= 1.0f;
249	265
250	266	// Wavetable synthesis
251		− float temp = SINE_TABLE_SIZE * c->phase;
	267	+ float temp = c->tsize * c->phase;
252	268	int intPart = (int)temp;
253	269	float fracPart = temp - (float)intPart;
254		− float samp0 = sinewave[intPart];
255		− if (++intPart >= SINE_TABLE_SIZE) intPart = 0;
256		− float samp1 = sinewave[intPart];
	270	+ float samp0 = c->table[intPart];
	271	+ if (++intPart >= c->tsize) intPart = 0;
	272	+ float samp1 = c->table[intPart];
257	273	return (samp0 + (samp1 - samp0) * fracPart);
258	274	}
259	275
@@ -301,12 +317,37 @@ void tPhasor_free(tPhasor* const p) · 41 unmodified lines
301	317	void tSawtooth_init(tSawtooth* const c)
302	318	{
303	319	c->inc = 0.0f;
304		− c->phase = 0.0f;
	320	+ c->phase = 0.0f;
	321	+ c->tsize = 2048;
	322	+
	323	+ tSawtooth_setTableSize(c, c->tsize);
305	324	}
306	325
307	326	void tSawtooth_free(tSawtooth* const c)
308		−{
	327	+{
	328	+ for (int i = 0; i < NUM_TABLES; i++)
	329	+ {
	330	+ leaf_free(c->table[i]);
	331	+ }
	332	+
309	333	leaf_free(c);
	334	+}
	335	+
	336	+void tSawtooth_setTableSize (tSawtooth* const c, int size)
	337	+{
	338	+ c->tsize = size;
	339	+
	340	+ float freq = 20.0f;
	341	+ for (int i = 0; i < NUM_TABLES; i++)
	342	+ {
	343	+ leaf_free(c->table[i]);
	344	+
	345	+ c->table[i] = (float) leaf_alloc(c->tsize sizeof(float));
	346	+
	347	+ LEAF_generate_sawtooth(c->table[i], freq, c->tsize);
	348	+
	349	+ freq *= 2.0f;
	350	+ }
310	351	}
311	352
312	353	int tSawtooth_setFreq(tSawtooth* const c, float freq)
@@ -328,67 +369,67 @@ float tSawtooth_tick(tSawtooth* const c) · 15 unmodified lines
328	369	float out = 0.0f;
329	370	float w;
330	371
331		− int idx = (int)(c->phase * TRI_TABLE_SIZE);
	372	+ int idx = (int)(c->phase * c->tsize);
332	373
333	374	// Wavetable synthesis
334	375
335	376	if (c->freq <= 20.0f)
336	377	{
337		− out = sawtooth[T20][idx];
	378	+ out = c->table[T20][idx];
338	379	}
339	380	else if (c->freq <= 40.0f)
340	381	{
341	382	w = ((40.0f - c->freq) * INV_20);
342		− out = (sawtooth[T20][idx] * w) + (sawtooth[T40][idx] * (1.0f - w));
	383	+ out = (c->table[T20][idx] * w) + (c->table[T40][idx] * (1.0f - w));
343	384	}
344	385	else if (c->freq <= 80.0f)
345	386	{
346	387	w = ((80.0f - c->freq) * INV_40);
347		− out = (sawtooth[T40][idx] * w) + (sawtooth[T80][idx] * (1.0f - w));
	388	+ out = (c->table[T40][idx] * w) + (c->table[T80][idx] * (1.0f - w));
348	389	}
349	390	else if (c->freq <= 160.0f)
350	391	{
351	392	w = ((160.0f - c->freq) * INV_80);
352		− out = (sawtooth[T80][idx] * w) + (sawtooth[T160][idx] * (1.0f - w));
	393	+ out = (c->table[T80][idx] * w) + (c->table[T160][idx] * (1.0f - w));
353	394	}
354	395	else if (c->freq <= 320.0f)
355	396	{
356	397	w = ((320.0f - c->freq) * INV_160);
357		− out = (sawtooth[T160][idx] * w) + (sawtooth[T320][idx] * (1.0f - w));
	398	+ out = (c->table[T160][idx] * w) + (c->table[T320][idx] * (1.0f - w));
358	399	}
359	400	else if (c->freq <= 640.0f)
360	401	{
361	402	w = ((640.0f - c->freq) * INV_320);
362		− out = (sawtooth[T320][idx] * w) + (sawtooth[T640][idx] * (1.0f - w));
	403	+ out = (c->table[T320][idx] * w) + (c->table[T640][idx] * (1.0f - w));
363	404	}
364	405	else if (c->freq <= 1280.0f)
365	406	{
366	407	w = ((1280.0f - c->freq) * INV_640);
367		− out = (sawtooth[T640][idx] * w) + (sawtooth[T1280][idx] * (1.0f - w));
	408	+ out = (c->table[T640][idx] * w) + (c->table[T1280][idx] * (1.0f - w));
368	409	}
369	410	else if (c->freq <= 2560.0f)
370	411	{
371	412	w = ((2560.0f - c->freq) * INV_1280);
372		− out = (sawtooth[T1280][idx] * w) + (sawtooth[T2560][idx] * (1.0f - w));
	413	+ out = (c->table[T1280][idx] * w) + (c->table[T2560][idx] * (1.0f - w));
373	414	}
374	415	else if (c->freq <= 5120.0f)
375	416	{
376	417	w = ((5120.0f - c->freq) * INV_2560);
377		− out = (sawtooth[T2560][idx] * w) + (sawtooth[T5120][idx] * (1.0f - w));
	418	+ out = (c->table[T2560][idx] * w) + (c->table[T5120][idx] * (1.0f - w));
378	419	}
379	420	else if (c->freq <= 10240.0f)
380	421	{
381	422	w = ((10240.0f - c->freq) * INV_5120);
382		− out = (sawtooth[T5120][idx] * w) + (sawtooth[T10240][idx] * (1.0f - w));
	423	+ out = (c->table[T5120][idx] * w) + (c->table[T10240][idx] * (1.0f - w));
383	424	}
384	425	else if (c->freq <= 20480.0f)
385	426	{
386	427	w = ((20480.0f - c->freq) * INV_10240);
387		− out = (sawtooth[T10240][idx] * w) + (sawtooth[T20480][idx] * (1.0f - w));
	428	+ out = (c->table[T10240][idx] * w) + (c->table[T20480][idx] * (1.0f - w));
388	429	}
389	430	else
390	431	{
391		− out = sawtooth[T20480][idx];
	432	+ out = c->table[T20480][idx];
392	433	}
393	434
394	435	return out;
@@ -412,8 +453,31 @@ void tTriangle_init(tTriangle* const c) · 17 unmodified lines
412	453	}
413	454
414	455	void tTriangle_free(tTriangle* const c)
415		−{
416		− leaf_free(c);}
	456	+{
	457	+ for (int i = 0; i < NUM_TABLES; i++)
	458	+ {
	459	+ leaf_free(c->table[i]);
	460	+ }
	461	+
	462	+ leaf_free(c);
	463	+}
	464	+
	465	+void tTriangle_setTableSize (tTriangle* const c, int size)
	466	+{
	467	+ c->tsize = size;
	468	+
	469	+ float freq = 20.0f;
	470	+ for (int i = 0; i < NUM_TABLES; i++)
	471	+ {
	472	+ leaf_free(c->table[i]);
	473	+
	474	+ c->table[i] = (float) leaf_alloc(c->tsize sizeof(float));
	475	+
	476	+ LEAF_generate_triangle(c->table[i], freq, c->tsize);
	477	+
	478	+ freq *= 2.0f;
	479	+ }
	480	+}
417	481
418	482	int tTriangle_setFreq(tTriangle* const c, float freq)
419	483	{
@@ -435,67 +499,67 @@ float tTriangle_tick(tTriangle* const c) · 15 unmodified lines
435	499	float out = 0.0f;
436	500	float w;
437	501
438		− int idx = (int)(c->phase * TRI_TABLE_SIZE);
	502	+ int idx = (int)(c->phase * c->tsize);
439	503
440	504	// Wavetable synthesis
441	505
442	506	if (c->freq <= 20.0f)
443	507	{
444		− out = triangle[T20][idx];
	508	+ out = c->table[T20][idx];
445	509	}
446	510	else if (c->freq <= 40.0f)
447	511	{
448	512	w = ((40.0f - c->freq) * INV_20);
449		− out = (triangle[T20][idx] * w) + (triangle[T40][idx] * (1.0f - w));
	513	+ out = (c->table[T20][idx] * w) + (c->table[T40][idx] * (1.0f - w));
450	514	}
451	515	else if (c->freq <= 80.0f)
452	516	{
453	517	w = ((80.0f - c->freq) * INV_40);
454		− out = (triangle[T40][idx] * w) + (triangle[T80][idx] * (1.0f - w));
	518	+ out = (c->table[T40][idx] * w) + (c->table[T80][idx] * (1.0f - w));
455	519	}
456	520	else if (c->freq <= 160.0f)
457	521	{
458	522	w = ((160.0f - c->freq) * INV_80);
459		− out = (triangle[T80][idx] * w) + (triangle[T160][idx] * (1.0f - w));
	523	+ out = (c->table[T80][idx] * w) + (c->table[T160][idx] * (1.0f - w));
460	524	}
461	525	else if (c->freq <= 320.0f)
462	526	{
463	527	w = ((320.0f - c->freq) * INV_160);
464		− out = (triangle[T160][idx] * w) + (triangle[T320][idx] * (1.0f - w));
	528	+ out = (c->table[T160][idx] * w) + (c->table[T320][idx] * (1.0f - w));
465	529	}
466	530	else if (c->freq <= 640.0f)
467	531	{
468	532	w = ((640.0f - c->freq) * INV_320);
469		− out = (triangle[T320][idx] * w) + (triangle[T640][idx] * (1.0f - w));
	533	+ out = (c->table[T320][idx] * w) + (c->table[T640][idx] * (1.0f - w));
470	534	}
471	535	else if (c->freq <= 1280.0f)
472	536	{
473	537	w = ((1280.0f - c->freq) * INV_640);
474		− out = (triangle[T640][idx] * w) + (triangle[T1280][idx] * (1.0f - w));
	538	+ out = (c->table[T640][idx] * w) + (c->table[T1280][idx] * (1.0f - w));
475	539	}
476	540	else if (c->freq <= 2560.0f)
477	541	{
478	542	w = ((2560.0f - c->freq) * INV_1280);
479		− out = (triangle[T1280][idx] * w) + (triangle[T2560][idx] * (1.0f - w));
	543	+ out = (c->table[T1280][idx] * w) + (c->table[T2560][idx] * (1.0f - w));
480	544	}
481	545	else if (c->freq <= 5120.0f)
482	546	{
483	547	w = ((5120.0f - c->freq) * INV_2560);
484		− out = (triangle[T2560][idx] * w) + (triangle[T5120][idx] * (1.0f - w));
	548	+ out = (c->table[T2560][idx] * w) + (c->table[T5120][idx] * (1.0f - w));
485	549	}
486	550	else if (c->freq <= 10240.0f)
487	551	{
488	552	w = ((10240.0f - c->freq) * INV_5120);
489		− out = (triangle[T5120][idx] * w) + (triangle[T10240][idx] * (1.0f - w));
	553	+ out = (c->table[T5120][idx] * w) + (c->table[T10240][idx] * (1.0f - w));
490	554	}
491	555	else if (c->freq <= 20480.0f)
492	556	{
493	557	w = ((20480.0f - c->freq) * INV_10240);
494		− out = (triangle[T10240][idx] * w) + (triangle[T20480][idx] * (1.0f - w));
	558	+ out = (c->table[T10240][idx] * w) + (c->table[T20480][idx] * (1.0f - w));
495	559	}
496	560	else
497	561	{
498		− out = triangle[T20480][idx];
	562	+ out = c->table[T20480][idx];
499	563	}
500	564
501	565	return out;
@@ -514,8 +578,30 @@ void tSquare_init(tSquare* const c) · 12 unmodified lines
514	578	}
515	579
516	580	void tSquare_free(tSquare* const c)
517		−{
	581	+{
	582	+ for (int i = 0; i < NUM_TABLES; i++)
	583	+ {
	584	+ leaf_free(c->table[i]);
	585	+ }
	586	+
518	587	leaf_free(c);
	588	+}
	589	+
	590	+void tSquare_setTableSize (tSquare* const c, int size)
	591	+{
	592	+ c->tsize = size;
	593	+
	594	+ float freq = 20.0f;
	595	+ for (int i = 0; i < NUM_TABLES; i++)
	596	+ {
	597	+ leaf_free(c->table[i]);
	598	+
	599	+ c->table[i] = (float) leaf_alloc(c->tsize sizeof(float));
	600	+
	601	+ LEAF_generate_square(c->table[i], freq, c->tsize);
	602	+
	603	+ freq *= 2.0f;
	604	+ }
519	605	}
520	606
521	607	int tSquare_setFreq(tSquare* const c, float freq)
@@ -536,67 +622,67 @@ float tSquare_tick(tSquare* const c) · 14 unmodified lines
536	622
537	623	float out = 0.0f;
538	624	float w = 0.0f;
539		− int idx = (int)(c->phase * TRI_TABLE_SIZE);
	625	+ int idx = (int)(c->phase * c->tsize);
540	626
541	627	// Wavetable synthesis
542	628
543	629	if (c->freq <= 20.0f)
544	630	{
545		− out = squarewave[T20][idx];
	631	+ out = c->table[T20][idx];
546	632	}
547	633	else if (c->freq <= 40.0f)
548	634	{
549	635	w = ((40.0f - c->freq) * INV_20);
550		− out = (squarewave[T20][idx] * w) + (squarewave[T40][idx] * (1.0f - w));
	636	+ out = (c->table[T20][idx] * w) + (c->table[T40][idx] * (1.0f - w));
551	637	}
552	638	else if (c->freq <= 80.0f)
553	639	{
554	640	w = ((80.0f - c->freq) * INV_40);
555		− out = (squarewave[T40][idx] * w) + (squarewave[T80][idx] * (1.0f - w));
	641	+ out = (c->table[T40][idx] * w) + (c->table[T80][idx] * (1.0f - w));
556	642	}
557	643	else if (c->freq <= 160.0f)
558	644	{
559	645	w = ((160.0f - c->freq) * INV_80);
560		− out = (squarewave[T80][idx] * w) + (squarewave[T160][idx] * (1.0f - w));
	646	+ out = (c->table[T80][idx] * w) + (c->table[T160][idx] * (1.0f - w));
561	647	}
562	648	else if (c->freq <= 320.0f)
563	649	{
564	650	w = ((320.0f - c->freq) * INV_160);
565		− out = (squarewave[T160][idx] * w) + (squarewave[T320][idx] * (1.0f - w));
	651	+ out = (c->table[T160][idx] * w) + (c->table[T320][idx] * (1.0f - w));
566	652	}
567	653	else if (c->freq <= 640.0f)
568	654	{
569	655	w = ((640.0f - c->freq) * INV_320);
570		− out = (squarewave[T320][idx] * w) + (squarewave[T640][idx] * (1.0f - w));
	656	+ out = (c->table[T320][idx] * w) + (c->table[T640][idx] * (1.0f - w));
571	657	}
572	658	else if (c->freq <= 1280.0f)
573	659	{
574	660	w = ((1280.0f - c->freq) * INV_640);
575		− out = (squarewave[T640][idx] * w) + (squarewave[T1280][idx] * (1.0f - w));
	661	+ out = (c->table[T640][idx] * w) + (c->table[T1280][idx] * (1.0f - w));
576	662	}
577	663	else if (c->freq <= 2560.0f)
578	664	{
579	665	w = ((2560.0f - c->freq) * INV_1280);
580		− out = (squarewave[T1280][idx] * w) + (squarewave[T2560][idx] * (1.0f - w));
	666	+ out = (c->table[T1280][idx] * w) + (c->table[T2560][idx] * (1.0f - w));
581	667	}
582	668	else if (c->freq <= 5120.0f)
583	669	{
584	670	w = ((5120.0f - c->freq) * INV_2560);
585		− out = (squarewave[T2560][idx] * w) + (squarewave[T5120][idx] * (1.0f - w));
	671	+ out = (c->table[T2560][idx] * w) + (c->table[T5120][idx] * (1.0f - w));
586	672	}
587	673	else if (c->freq <= 10240.0f)
588	674	{
589	675	w = ((10240.0f - c->freq) * INV_5120);
590		− out = (squarewave[T5120][idx] * w) + (squarewave[T10240][idx] * (1.0f - w));
	676	+ out = (c->table[T5120][idx] * w) + (c->table[T10240][idx] * (1.0f - w));
591	677	}
592	678	else if (c->freq <= 20480.0f)
593	679	{
594	680	w = ((20480.0f - c->freq) * INV_10240);
595		− out = (squarewave[T10240][idx] * w) + (squarewave[T20480][idx] * (1.0f - w));
	681	+ out = (c->table[T10240][idx] * w) + (c->table[T20480][idx] * (1.0f - w));
596	682	}
597	683	else
598	684	{
599		− out = squarewave[T20480][idx];
	685	+ out = c->table[T20480][idx];
600	686	}
601	687
602	688	return out;

LEAF/Src/leaf-wavetables.c+76−325

@@ -3292,227 +3292,81 @@ const float shaper1[SHAPER1_TABLE_SIZE] = {0.333061f, 0.333022f, 0.332983f, 0.33 · 3291 unmodified lines
3292	3292	-0.220433f, -0.220479f, -0.220526f, -0.220572f, -0.220618f, -0.220664f, -0.22071f, -0.220756f, -0.220802f, -0.220848f, -0.220894f, -0.22094f, -0.220986f, -0.221032f, -0.221078f, -0.221124f, -0.22117f, -0.221216f, -0.221262f, -0.221308f,
3293	3293	-0.221354f, -0.221399f, -0.221445f, -0.221491f, -0.221537f, -0.221583f, -0.221629f, -0.221675f, -0.22172f, -0.221766f, -0.221812f, -0.221858f, -0.221904f, -0.221949f, -0.221995f, -0.222041f, };
3294	3294
3295		−const float sawtooth[11][SAW_TABLE_SIZE] =
3296		−{
3297		−
3298		− {
3299		− -0.0f, -0.92083f, -0.71616f, -0.82246f, -0.759278f, -0.79369f, -0.776532f, -0.77849f, -0.785048f, -0.769729f, -0.788402f, -0.765306f, -0.788036f, -0.764071f, -0.784983f, -0.765029f, -0.780229f, -0.767199f, -0.774742f, -0.769647f, -0.769397f, -0.771579f, -0.764884f, -0.77243f, -0.761631f, -0.771916f, -0.759774f, -0.770046f, -0.759167f, -0.767085f, -0.75945f, -0.763468f, -0.760134f, -0.759709f, -0.760712f, -0.756285f, -0.760756f, -0.753555f, -0.759992f, -0.751696f, -0.758342f, -0.750691f, -0.755916f, -0.750345f, -0.752977f, -0.750345f, -0.749871f, -0.750332f, -0.74695f, -0.74998f, -0.744496f, -0.749062f, -0.742672f, -0.747488f, -0.741493f, -0.745316f, -0.740835f, -0.742726f, -0.740471f, -0.739978f, -0.740127f, -0.737346f, -0.739541f, -0.735062f, -0.738521f, -0.73327f, -0.736983f, -0.731995f, -0.734957f, -0.731151f, -0.73258f, -0.730561f, -0.730057f, -0.730004f, -0.727613f, -0.729263f, -0.725445f, -0.728173f, -0.723678f, -0.726654f, -0.722343f, -0.724724f, -0.721375f, -0.72249f, -0.720631f, -0.720122f, -0.719927f, -0.71781f, -0.719076f, -0.715725f, -0.717933f, -0.713977f, -0.716426f, -0.712601f, -0.714563f, -0.711545f, -0.712432f, -0.71069f, -0.710177f, -0.709877f, -0.707964f, -0.708944f, -0.70594f, -0.707762f, -0.704209f, -0.706262f, -0.702803f, -0.704448f, -0.701682f, -0.702395f, -0.700742f, -0.700227f, -0.699846f, -0.698088f, -0.698849f, -0.696114f, -0.697635f, -0.694396f, -0.69614f, -0.692967f, -0.694365f, -0.691795f, -0.692373f, -0.690789f, -0.690272f, -0.689827f, -0.688194f, -0.688779f, -0.686258f, -0.68754f, -0.684552f, -0.686049f, -0.683105f, -0.684304f, -0.681891f, -0.68236f, -0.680832f, -0.680314f, -0.679817f, -0.678285f, -0.678728f, -0.676382f, -0.677467f, -0.674684f, -0.675979f, -0.673223f, -0.674259f, -0.671976f, -0.672355f, -0.670873f, -0.670355f, -0.669813f, -0.668365f, -0.66869f, -0.666489f, -0.667412f, -0.664799f, -0.665926f, -0.663326f, -0.664226f, -0.662052f, -0.662355f, -0.660912f, -0.660393f, -0.659815f, -0.658438f, -0.658662f, -0.656584f, -0.657369f, -0.654901f, -0.655885f, -0.653419f, -0.654203f, -0.65212f, -0.65236f, -0.650949f, -0.65043f, -0.649821f, -0.648504f, -0.648643f, -0.64667f, -0.647337f, -0.644993f, -0.645854f, -0.643502f, -0.644186f, -0.642183f, -0.642368f, -0.640985f, -0.640466f, -0.63983f, -0.638565f, -0.638631f, -0.636748f, -0.637313f, -0.635076f, -0.635831f, -0.633578f, -0.634176f, -0.632242f, -0.632379f, -0.631021f, -0.630501f, -0.629841f, -0.628622f, -0.628623f, -0.626819f, -0.627296f, -0.625152f, -0.625815f, -0.623648f, -0.624171f, -0.622297f, -0.622392f, -0.621055f, -0.620536f, -0.619855f, -0.618676f, -0.61862f, -0.616886f, -0.617284f, -0.615223f, -0.615804f, -0.613713f, -0.61417f, -0.612349f, -0.612407f, -0.611089f, -0.61057f, -0.60987f, -0.608727f, -0.608621f, -0.606949f, -0.607277f, -0.605289f, -0.605798f, -0.603774f, -0.604172f, -0.602398f, -0.602424f, -0.601122f, -0.600603f, -0.599887f, -0.598776f, -0.598624f, -0.597008f, -0.597274f, -0.595351f, -0.595795f, -0.593832f, -0.594177f, -0.592445f, -0.592442f, -0.591155f, -0.590636f, -0.589905f, -0.588822f, -0.588631f, -0.587064f, -0.587274f, -0.58541f, -0.585795f, -0.583887f, -0.584185f, -0.582491f, -0.582461f, -0.581187f, -0.580669f, -0.579924f, -0.578868f, -0.578639f, -0.577117f, -0.577276f, -0.575466f, -0.575798f, -0.57394f, -0.574194f, -0.572534f, -0.572481f, -0.571219f, -0.570701f, -0.569944f, -0.568911f, -0.568649f, -0.567169f, -0.567281f, -0.56552f, -0.565804f, -0.56399f, -0.564206f, -0.562577f, -0.562502f, -0.561251f, -0.560734f, -0.559965f, -0.558954f, -0.558661f, -0.557218f, -0.557289f, -0.555572f, -0.555812f, -0.554039f, -0.554218f, -0.552618f, -0.552524f, -0.551283f, -0.550765f, -0.549986f, -0.548995f, -0.548674f, -0.547265f, -0.547298f, -0.545621f, -0.545821f, -0.544086f, -0.544233f, -0.542659f, -0.542546f, -0.541314f, -0.540797f, -0.540008f, -0.539035f, -0.538689f, -0.537312f, -0.537308f, -0.535669f, -0.535832f, -0.534131f, -0.534248f, -0.532698f, -0.532569f, -0.531345f, -0.530829f, -0.53003f, -0.529075f, 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3316		− },
3317		−
3318		− {
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3320		− },
3321		−
3322		− {
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3325		−
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3328		− },
3329		−
3330		− {
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3332		− },
3333		−
3334		− {
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0.436547f, 0.437293f, 0.438035f, 0.438773f, 0.439506f, 0.440235f, 0.440961f, 0.441682f, 0.442399f, 0.443111f, 0.44382f, 0.444524f, 0.445224f, 0.44592f, 0.446612f, 0.4473f, 0.447983f, 0.448662f, 0.449337f, 0.450008f, 0.450674f, 0.451337f, 0.451995f, 0.452648f, 0.453298f, 0.453943f, 0.454584f, 0.455221f, 0.455853f, 0.456481f, 0.457105f, 0.457724f, 0.45834f, 0.45895f, 0.459557f, 0.460159f, 0.460757f, 0.461351f, 0.46194f, 0.462525f, 0.463105f, 0.463681f, 0.464253f, 0.46482f, 0.465383f, 0.465942f, 0.466496f, 0.467046f, 0.467592f, 0.468133f, 0.46867f, 0.469202f, 0.46973f, 0.470253f, 0.470772f, 0.471287f, 0.471797f, 0.472302f, 0.472804f, 0.4733f, 0.473793f, 0.474281f, 0.474764f, 0.475243f, 0.475718f, 0.476188f, 0.476653f, 0.477114f, 0.477571f, 0.478023f, 0.47847f, 0.478913f, 0.479352f, 0.479786f, 0.480215f, 0.48064f, 0.481061f, 0.481477f, 0.481888f, 0.482295f, 0.482697f, 0.483095f, 0.483488f, 0.483877f, 0.484261f, 0.484641f, 0.485016f, 0.485386f, 0.485752f, 0.486113f, 0.48647f, 0.486822f, 0.48717f, 0.487513f, 0.487851f, 0.488185f, 0.488514f, 0.488839f, 0.489159f, 0.489474f, 0.489785f, 0.490091f, 0.490393f, 0.49069f, 0.490982f, 0.49127f, 0.491553f, 0.491831f, 0.492105f, 0.492374f, 0.492639f, 0.492899f, 0.493154f, 0.493405f, 0.493651f, 0.493892f, 0.494129f, 0.494361f, 0.494588f, 0.494811f, 0.495029f, 0.495243f, 0.495451f, 0.495655f, 0.495855f, 0.49605f, 0.49624f, 0.496425f, 0.496606f, 0.496782f, 0.496953f, 0.49712f, 0.497282f, 0.49744f, 0.497592f, 0.49774f, 0.497884f, 0.498022f, 0.498156f, 0.498286f, 0.49841f, 0.49853f, 0.498645f, 0.498756f, 0.498862f, 0.498963f, 0.499059f, 0.499151f, 0.499238f, 0.49932f, 0.499398f, 0.499471f, 0.499539f, 0.499602f, 0.499661f, 0.499715f, 0.499765f, 0.499809f, 0.499849f, 0.499885f, 0.499915f, 0.499941f, 0.499962f, 0.499979f, 0.499991f, 0.499998f, 0.5f, 0.499998f, 0.499991f, 0.499979f, 0.499962f, 0.499941f, 0.499915f, 0.499885f, 0.499849f, 0.499809f, 0.499765f, 0.499715f, 0.499661f, 0.499602f, 0.499539f, 0.499471f, 0.499398f, 0.49932f, 0.499238f, 0.499151f, 0.499059f, 0.498963f, 0.498862f, 0.498756f, 0.498645f, 0.49853f, 0.49841f, 0.498286f, 0.498156f, 0.498022f, 0.497884f, 0.49774f, 0.497592f, 0.49744f, 0.497282f, 0.49712f, 0.496953f, 0.496782f, 0.496606f, 0.496425f, 0.49624f, 0.49605f, 0.495855f, 0.495655f, 0.495451f, 0.495243f, 0.495029f, 0.494811f, 0.494588f, 0.494361f, 0.494129f, 0.493892f, 0.493651f, 0.493405f, 0.493154f, 0.492899f, 0.492639f, 0.492374f, 0.492105f, 0.491831f, 0.491553f, 0.49127f, 0.490982f, 0.49069f, 0.490393f, 0.490091f, 0.489785f, 0.489474f, 0.489159f, 0.488839f, 0.488514f, 0.488185f, 0.487851f, 0.487513f, 0.48717f, 0.486822f, 0.48647f, 0.486113f, 0.485752f, 0.485386f, 0.485016f, 0.484641f, 0.484261f, 0.483877f, 0.483488f, 0.483095f, 0.482697f, 0.482295f, 0.481888f, 0.481477f, 0.481061f, 0.48064f, 0.480215f, 0.479786f, 0.479352f, 0.478913f, 0.47847f, 0.478023f, 0.477571f, 0.477114f, 0.476653f, 0.476188f, 0.475718f, 0.475243f, 0.474764f, 0.474281f, 0.473793f, 0.4733f, 0.472804f, 0.472302f, 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0.407018f, 0.406125f, 0.405229f, 0.404328f, 0.403424f, 0.402516f, 0.401604f, 0.400688f, 0.399769f, 0.398845f, 0.397918f, 0.396988f, 0.396053f, 0.395115f, 0.394173f, 0.393228f, 0.392278f, 0.391325f, 0.390369f, 0.389408f, 0.388444f, 0.387477f, 0.386505f, 0.38553f, 0.384552f, 0.383569f, 0.382584f, 0.381594f, 0.380601f, 0.379605f, 0.378604f, 0.377601f, 0.376593f, 0.375583f, 0.374568f, 0.37355f, 0.372529f, 0.371504f, 0.370476f, 0.369444f, 0.368408f, 0.367369f, 0.366327f, 0.365281f, 0.364232f, 0.36318f, 0.362124f, 0.361064f, 0.360001f, 0.358935f, 0.357865f, 0.356792f, 0.355716f, 0.354636f, 0.353553f, 0.352467f, 0.351377f, 0.350284f, 0.349188f, 0.348089f, 0.346986f, 0.34588f, 0.34477f, 0.343658f, 0.342542f, 0.341423f, 0.340301f, 0.339175f, 0.338046f, 0.336915f, 0.335779f, 0.334641f, 0.3335f, 0.332355f, 0.331208f, 0.330057f, 0.328903f, 0.327746f, 0.326586f, 0.325423f, 0.324257f, 0.323088f, 0.321916f, 0.320741f, 0.319562f, 0.318381f, 0.317197f, 0.316009f, 0.314819f, 0.313626f, 0.31243f, 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0.189924f, 0.188504f, 0.187082f, 0.185659f, 0.184233f, 0.182807f, 0.181378f, 0.179948f, 0.178515f, 0.177082f, 0.175646f, 0.174209f, 0.172771f, 0.17133f, 0.169888f, 0.168445f, 0.167f, 0.165553f, 0.164105f, 0.162655f, 0.161204f, 0.159751f, 0.158297f, 0.156841f, 0.155384f, 0.153925f, 0.152465f, 0.151003f, 0.14954f, 0.148075f, 0.14661f, 0.145142f, 0.143674f, 0.142204f, 0.140732f, 0.13926f, 0.137786f, 0.136311f, 0.134834f, 0.133356f, 0.131877f, 0.130397f, 0.128916f, 0.127433f, 0.125949f, 0.124464f, 0.122978f, 0.12149f, 0.120002f, 0.118512f, 0.117021f, 0.115529f, 0.114036f, 0.112542f, 0.111047f, 0.109551f, 0.108053f, 0.106555f, 0.105056f, 0.103556f, 0.102054f, 0.100552f, 0.099049f, 0.097545f, 0.09604f, 0.094534f, 0.093028f, 0.09152f, 0.090011f, 0.088502f, 0.086992f, 0.085481f, 0.083969f, 0.082457f, 0.080943f, 0.079429f, 0.077914f, 0.076399f, 0.074882f, 0.073365f, 0.071848f, 0.070329f, 0.06881f, 0.06729f, 0.06577f, 0.064249f, 0.062727f, 0.061205f, 0.059683f, 0.058159f, 0.056635f, 0.055111f, 0.053586f, 0.052061f, 0.050535f, 0.049009f, 0.047482f, 0.045954f, 0.044427f, 0.042899f, 0.04137f, 0.039841f, 0.038312f, 0.036782f, 0.035252f, 0.033722f, 0.032191f, 0.03066f, 0.029129f, 0.027598f, 0.026066f, 0.024534f, 0.023002f, 0.021469f, 0.019936f, 0.018404f, 0.016871f, 0.015337f, 0.013804f, 0.012271f, 0.010737f, 0.009203f, 0.00767f, 0.006136f, 0.004602f, 0.003068f, 0.001534f,
3340		− },
3341		−
3342		−};
3343		−
3344		−
3345		−const float triangle[11][TRI_TABLE_SIZE] =
3346		−{
3347		−
3348		− {
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3350		− },
3351		−
3352		− {
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3354		− },
3355		−
3356		− {
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3358		− },
3359		−
3360		− {
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3366		− },
3367		−
3368		− {
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3370		− },
3371		−
3372		− {
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3374		− },
3375		−
3376		− {
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3378		− },
3379		−
3380		− {
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3382		− },
3383		−
3384		− {
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3386		− },
3387		−
3388		− {
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3390		− }
3391		−};
3392		−
3393		−const float squarewave[11][SQR_TABLE_SIZE] =
3394		−{
3395		−
3396		− {
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3407		−
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3430		− },
3431		−
3432		− {
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3434		− },
3435		−
3436		− {
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0.879012f, 0.880471f, 0.881921f, 0.883363f, 0.884797f, 0.886223f, 0.88764f, 0.889048f, 0.890449f, 0.891841f, 0.893224f, 0.894599f, 0.895966f, 0.897325f, 0.898674f, 0.900016f, 0.901349f, 0.902673f, 0.903989f, 0.905297f, 0.906596f, 0.907886f, 0.909168f, 0.910441f, 0.911706f, 0.912962f, 0.91421f, 0.915449f, 0.916679f, 0.917901f, 0.919114f, 0.920318f, 0.921514f, 0.922701f, 0.92388f, 0.925049f, 0.92621f, 0.927363f, 0.928506f, 0.929641f, 0.930767f, 0.931884f, 0.932993f, 0.934093f, 0.935184f, 0.936266f, 0.937339f, 0.938404f, 0.939459f, 0.940506f, 0.941544f, 0.942573f, 0.943593f, 0.944605f, 0.945607f, 0.946601f, 0.947586f, 0.948561f, 0.949528f, 0.950486f, 0.951435f, 0.952375f, 0.953306f, 0.954228f, 0.955141f, 0.956045f, 0.95694f, 0.957826f, 0.958703f, 0.959572f, 0.960431f, 0.96128f, 0.962121f, 0.962953f, 0.963776f, 0.96459f, 0.965394f, 0.96619f, 0.966976f, 0.967754f, 0.968522f, 0.969281f, 0.970031f, 0.970772f, 0.971504f, 0.972226f, 0.97294f, 0.973644f, 0.974339f, 0.975025f, 0.975702f, 0.97637f, 0.977028f, 0.977677f, 0.978317f, 0.978948f, 0.97957f, 0.980182f, 0.980785f, 0.981379f, 0.981964f, 0.982539f, 0.983105f, 0.983662f, 0.98421f, 0.984749f, 0.985278f, 0.985798f, 0.986308f, 0.986809f, 0.987301f, 0.987784f, 0.988258f, 0.988722f, 0.989177f, 0.989622f, 0.990058f, 0.990485f, 0.990903f, 0.991311f, 0.99171f, 0.992099f, 0.99248f, 0.99285f, 0.993212f, 0.993564f, 0.993907f, 0.99424f, 0.994565f, 0.994879f, 0.995185f, 0.995481f, 0.995767f, 0.996045f, 0.996313f, 0.996571f, 0.99682f, 0.99706f, 0.99729f, 0.997511f, 0.997723f, 0.997925f, 0.998118f, 0.998302f, 0.998476f, 0.99864f, 0.998795f, 0.998941f, 0.999078f, 0.999205f, 0.999322f, 0.999431f, 0.999529f, 0.999619f, 0.999699f, 0.999769f, 0.999831f, 0.999882f, 0.999925f, 0.999958f, 0.999981f, 0.999995f, 1.0f, 0.999995f, 0.999981f, 0.999958f, 0.999925f, 0.999882f, 0.999831f, 0.999769f, 0.999699f, 0.999619f, 0.999529f, 0.999431f, 0.999322f, 0.999205f, 0.999078f, 0.998941f, 0.998795f, 0.99864f, 0.998476f, 0.998302f, 0.998118f, 0.997925f, 0.997723f, 0.997511f, 0.99729f, 0.99706f, 0.99682f, 0.996571f, 0.996313f, 0.996045f, 0.995767f, 0.995481f, 0.995185f, 0.994879f, 0.994565f, 0.99424f, 0.993907f, 0.993564f, 0.993212f, 0.99285f, 0.99248f, 0.992099f, 0.99171f, 0.991311f, 0.990903f, 0.990485f, 0.990058f, 0.989622f, 0.989177f, 0.988722f, 0.988258f, 0.987784f, 0.987301f, 0.986809f, 0.986308f, 0.985798f, 0.985278f, 0.984749f, 0.98421f, 0.983662f, 0.983105f, 0.982539f, 0.981964f, 0.981379f, 0.980785f, 0.980182f, 0.97957f, 0.978948f, 0.978317f, 0.977677f, 0.977028f, 0.97637f, 0.975702f, 0.975025f, 0.974339f, 0.973644f, 0.97294f, 0.972226f, 0.971504f, 0.970772f, 0.970031f, 0.969281f, 0.968522f, 0.967754f, 0.966976f, 0.96619f, 0.965394f, 0.96459f, 0.963776f, 0.962953f, 0.962121f, 0.96128f, 0.960431f, 0.959572f, 0.958703f, 0.957826f, 0.95694f, 0.956045f, 0.955141f, 0.954228f, 0.953306f, 0.952375f, 0.951435f, 0.950486f, 0.949528f, 0.948561f, 0.947586f, 0.946601f, 0.945607f, 0.944605f, 0.943593f, 0.942573f, 0.941544f, 0.940506f, 0.939459f, 0.938404f, 0.937339f, 0.936266f, 0.935184f, 0.934093f, 0.932993f, 0.931884f, 0.930767f, 0.929641f, 0.928506f, 0.927363f, 0.92621f, 0.925049f, 0.92388f, 0.922701f, 0.921514f, 0.920318f, 0.919114f, 0.917901f, 0.916679f, 0.915449f, 0.91421f, 0.912962f, 0.911706f, 0.910441f, 0.909168f, 0.907886f, 0.906596f, 0.905297f, 0.903989f, 0.902673f, 0.901349f, 0.900016f, 0.898674f, 0.897325f, 0.895966f, 0.894599f, 0.893224f, 0.891841f, 0.890449f, 0.889048f, 0.88764f, 0.886223f, 0.884797f, 0.883363f, 0.881921f, 0.880471f, 0.879012f, 0.877545f, 0.87607f, 0.874587f, 0.873095f, 0.871595f, 0.870087f, 0.868571f, 0.867046f, 0.865514f, 0.863973f, 0.862424f, 0.860867f, 0.859302f, 0.857729f, 0.856147f, 0.854558f, 0.852961f, 0.851355f, 0.849742f, 0.84812f, 0.846491f, 0.844854f, 0.843208f, 0.841555f, 0.839894f, 0.838225f, 0.836548f, 0.834863f, 0.83317f, 0.83147f, 0.829761f, 0.828045f, 0.826321f, 0.824589f, 0.82285f, 0.821103f, 0.819348f, 0.817585f, 0.815814f, 0.814036f, 0.812251f, 0.810457f, 0.808656f, 0.806848f, 0.805031f, 0.803208f, 0.801376f, 0.799537f, 0.797691f, 0.795837f, 0.793975f, 0.792107f, 0.79023f, 0.788346f, 0.786455f, 0.784557f, 0.782651f, 0.780737f, 0.778817f, 0.776888f, 0.774953f, 0.77301f, 0.771061f, 0.769103f, 0.767139f, 0.765167f, 0.763188f, 0.761202f, 0.759209f, 0.757209f, 0.755201f, 0.753187f, 0.751165f, 0.749136f, 0.747101f, 0.745058f, 0.743008f, 0.740951f, 0.738887f, 0.736817f, 0.734739f, 0.732654f, 0.730563f, 0.728464f, 0.726359f, 0.724247f, 0.722128f, 0.720003f, 0.71787f, 0.715731f, 0.713585f, 0.711432f, 0.709273f, 0.707107f, 0.704934f, 0.702755f, 0.700569f, 0.698376f, 0.696177f, 0.693971f, 0.691759f, 0.689541f, 0.687315f, 0.685084f, 0.682846f, 0.680601f, 0.67835f, 0.676093f, 0.673829f, 0.671559f, 0.669283f, 0.667f, 0.664711f, 0.662416f, 0.660114f, 0.657807f, 0.655493f, 0.653173f, 0.650847f, 0.648514f, 0.646176f, 0.643832f, 0.641481f, 0.639124f, 0.636762f, 0.634393f, 0.632019f, 0.629638f, 0.627252f, 0.624859f, 0.622461f, 0.620057f, 0.617647f, 0.615232f, 0.61281f, 0.610383f, 0.60795f, 0.605511f, 0.603067f, 0.600616f, 0.598161f, 0.595699f, 0.593232f, 0.59076f, 0.588282f, 0.585798f, 0.583309f, 0.580814f, 0.578314f, 0.575808f, 0.573297f, 0.570781f, 0.568259f, 0.565732f, 0.563199f, 0.560662f, 0.558119f, 0.55557f, 0.553017f, 0.550458f, 0.547894f, 0.545325f, 0.542751f, 0.540171f, 0.537587f, 0.534998f, 0.532403f, 0.529804f, 0.527199f, 0.52459f, 0.521975f, 0.519356f, 0.516732f, 0.514103f, 0.511469f, 0.50883f, 0.506187f, 0.503538f, 0.500885f, 0.498228f, 0.495565f, 0.492898f, 0.490226f, 0.48755f, 0.484869f, 0.482184f, 0.479494f, 0.476799f, 0.4741f, 0.471397f, 0.468689f, 0.465977f, 0.46326f, 0.460539f, 0.457813f, 0.455084f, 0.45235f, 0.449611f, 0.446869f, 0.444122f, 0.441371f, 0.438616f, 0.435857f, 0.433094f, 0.430326f, 0.427555f, 0.42478f, 0.422f, 0.419217f, 0.41643f, 0.413638f, 0.410843f, 0.408044f, 0.405241f, 0.402435f, 0.399624f, 0.39681f, 0.393992f, 0.39117f, 0.388345f, 0.385516f, 0.382683f, 0.379847f, 0.377007f, 0.374164f, 0.371317f, 0.368467f, 0.365613f, 0.362756f, 0.359895f, 0.357031f, 0.354164f, 0.351293f, 0.348419f, 0.345541f, 0.342661f, 0.339777f, 0.33689f, 0.334f, 0.331106f, 0.32821f, 0.32531f, 0.322408f, 0.319502f, 0.316593f, 0.313682f, 0.310767f, 0.30785f, 0.304929f, 0.302006f, 0.29908f, 0.296151f, 0.293219f, 0.290285f, 0.287347f, 0.284408f, 0.281465f, 0.27852f, 0.275572f, 0.272621f, 0.269668f, 0.266713f, 0.263755f, 0.260794f, 0.257831f, 0.254866f, 0.251898f, 0.248928f, 0.245955f, 0.24298f, 0.240003f, 0.237024f, 0.234042f, 0.231058f, 0.228072f, 0.225084f, 0.222094f, 0.219101f, 0.216107f, 0.21311f, 0.210112f, 0.207111f, 0.204109f, 0.201105f, 0.198098f, 0.19509f, 0.19208f, 0.189069f, 0.186055f, 0.18304f, 0.180023f, 0.177004f, 0.173984f, 0.170962f, 0.167938f, 0.164913f, 0.161886f, 0.158858f, 0.155828f, 0.152797f, 0.149765f, 0.14673f, 0.143695f, 0.140658f, 0.13762f, 0.134581f, 0.13154f, 0.128498f, 0.125455f, 0.122411f, 0.119365f, 0.116319f, 0.113271f, 0.110222f, 0.107172f, 0.104122f, 0.10107f, 0.098017f, 0.094964f, 0.091909f, 0.088854f, 0.085797f, 0.08274f, 0.079682f, 0.076624f, 0.073565f, 0.070505f, 0.067444f, 0.064383f, 0.061321f, 0.058258f, 0.055195f, 0.052132f, 0.049068f, 0.046003f, 0.042938f, 0.039873f, 0.036807f, 0.033741f, 0.030675f, 0.027608f, 0.024541f, 0.021474f, 0.018407f, 0.015339f, 0.012272f, 0.009204f, 0.006136f, 0.003068f,
3438		− },
3439		−
3440		−};
3441		−
3442		−const float exp_decay[EXP_DECAY_TABLE_SIZE] = {
3443		− 1.0f, 0.999969f, 0.999939f, 0.999908f, 0.999878f, 0.999847f, 0.999817f, 0.999786f, 0.999756f, 0.999725f, 0.999695f, 0.999664f, 0.999634f, 0.999603f, 0.999573f, 0.999542f, 0.999512f, 0.999481f, 0.999451f, 0.99942f,
3444		−0.99939f, 0.999359f, 0.999329f, 0.999298f, 0.999268f, 0.999237f, 0.999207f, 0.999176f, 0.999146f, 0.999115f, 0.999085f, 0.999054f, 0.999024f, 0.998993f, 0.998963f, 0.998932f, 0.998902f, 0.998871f, 0.998841f, 0.99881f,
3445		−0.99878f, 0.998749f, 0.998719f, 0.998688f, 0.998658f, 0.998627f, 0.998597f, 0.998566f, 0.998536f, 0.998505f, 0.998475f, 0.998444f, 0.998414f, 0.998383f, 0.998353f, 0.998322f, 0.998292f, 0.998261f, 0.998231f, 0.9982f,
3446		−0.99817f, 0.998139f, 0.998109f, 0.998078f, 0.998048f, 0.998017f, 0.997987f, 0.997956f, 0.997926f, 0.997895f, 0.997865f, 0.997834f, 0.997804f, 0.997773f, 0.997743f, 0.997712f, 0.997682f, 0.997652f, 0.997621f, 0.997591f,
3447		−0.99756f, 0.99753f, 0.997499f, 0.997469f, 0.997438f, 0.997408f, 0.997377f, 0.997347f, 0.997316f, 0.997286f, 0.997255f, 0.997225f, 0.997194f, 0.997164f, 0.997133f, 0.997103f, 0.997072f, 0.997042f, 0.997012f, 0.996981f,
3448		−0.996951f, 0.99692f, 0.99689f, 0.996859f, 0.996829f, 0.996798f, 0.996768f, 0.996737f, 0.996707f, 0.996676f, 0.996646f, 0.996615f, 0.996585f, 0.996554f, 0.996524f, 0.996494f, 0.996463f, 0.996433f, 0.996402f, 0.996372f,
3449		−0.996341f, 0.996311f, 0.99628f, 0.99625f, 0.996219f, 0.996189f, 0.996158f, 0.996128f, 0.996098f, 0.996067f, 0.996037f, 0.996006f, 0.995976f, 0.995945f, 0.995915f, 0.995884f, 0.995854f, 0.995823f, 0.995793f, 0.995763f,
3450		−0.995732f, 0.995702f, 0.995671f, 0.995641f, 0.99561f, 0.99558f, 0.995549f, 0.995519f, 0.995488f, 0.995458f, 0.995428f, 0.995397f, 0.995367f, 0.995336f, 0.995306f, 0.995275f, 0.995245f, 0.995214f, 0.995184f, 0.995154f,
3451		−0.995123f, 0.995093f, 0.995062f, 0.995032f, 0.995001f, 0.994971f, 0.99494f, 0.99491f, 0.99488f, 0.994849f, 0.994819f, 0.994788f, 0.994758f, 0.994727f, 0.994697f, 0.994667f, 0.994636f, 0.994606f, 0.994575f, 0.994545f,
3452		−0.994514f, 0.994484f, 0.994454f, 0.994423f, 0.994393f, 0.994362f, 0.994332f, 0.994301f, 0.994271f, 0.99424f, 0.99421f, 0.99418f, 0.994149f, 0.994119f, 0.994088f, 0.994058f, 0.994027f, 0.993997f, 0.993967f, 0.993936f,
3453		−0.993906f, 0.993875f, 0.993845f, 0.993815f, 0.993784f, 0.993754f, 0.993723f, 0.993693f, 0.993662f, 0.993632f, 0.993602f, 0.993571f, 0.993541f, 0.99351f, 0.99348f, 0.993449f, 0.993419f, 0.993389f, 0.993358f, 0.993328f,
3454		−0.993297f, 0.993267f, 0.993237f, 0.993206f, 0.993176f, 0.993145f, 0.993115f, 0.993085f, 0.993054f, 0.993024f, 0.992993f, 0.992963f, 0.992932f, 0.992902f, 0.992872f, 0.992841f, 0.992811f, 0.99278f, 0.99275f, 0.99272f,
3455		−0.992689f, 0.992659f, 0.992628f, 0.992598f, 0.992568f, 0.992537f, 0.992507f, 0.992476f, 0.992446f, 0.992416f, 0.992385f, 0.992355f, 0.992324f, 0.992294f, 0.992264f, 0.992233f, 0.992203f, 0.992172f, 0.992142f, 0.992112f,
3456		−0.992081f, 0.992051f, 0.99202f, 0.99199f, 0.99196f, 0.991929f, 0.991899f, 0.991868f, 0.991838f, 0.991808f, 0.991777f, 0.991747f, 0.991716f, 0.991686f, 0.991656f, 0.991625f, 0.991595f, 0.991564f, 0.991534f, 0.991504f,
3457		−0.991473f, 0.991443f, 0.991413f, 0.991382f, 0.991352f, 0.991321f, 0.991291f, 0.991261f, 0.99123f, 0.9912f, 0.991169f, 0.991139f, 0.991109f, 0.991078f, 0.991048f, 0.991018f, 0.990987f, 0.990957f, 0.990926f, 0.990896f,
3458		−0.990866f, 0.990835f, 0.990805f, 0.990775f, 0.990744f, 0.990714f, 0.990683f, 0.990653f, 0.990623f, 0.990592f, 0.990562f, 0.990532f, 0.990501f, 0.990471f, 0.99044f, 0.99041f, 0.99038f, 0.990349f, 0.990319f, 0.990289f,
3459		−0.990258f, 0.990228f, 0.990197f, 0.990167f, 0.990137f, 0.990106f, 0.990076f, 0.990046f, 0.990015f, 0.989985f, 0.989955f, 0.989924f, 0.989894f, 0.989863f, 0.989833f, 0.989803f, 0.989772f, 0.989742f, 0.989712f, 0.989681f,
3460		−0.989651f, 0.989621f, 0.98959f, 0.98956f, 0.98953f, 0.989499f, 0.989469f, 0.989438f, 0.989408f, 0.989378f, 0.989347f, 0.989317f, 0.989287f, 0.989256f, 0.989226f, 0.989196f, 0.989165f, 0.989135f, 0.989105f, 0.989074f,
3461		−0.989044f, 0.989013f, 0.988983f, 0.988953f, 0.988922f, 0.988892f, 0.988862f, 0.988831f, 0.988801f, 0.988771f, 0.98874f, 0.98871f, 0.98868f, 0.988649f, 0.988619f, 0.988589f, 0.988558f, 0.988528f, 0.988498f, 0.988467f,
3462		−0.988437f, 0.988407f, 0.988376f, 0.988346f, 0.988316f, 0.988285f, 0.988255f, 0.988225f, 0.988194f, 0.988164f, 0.988134f, 0.988103f, 0.988073f, 0.988043f, 0.988012f, 0.987982f, 0.987952f, 0.987921f, 0.987891f, 0.987861f,
3463		−0.98783f, 0.9878f, 0.98777f, 0.987739f, 0.987709f, 0.987679f, 0.987648f, 0.987618f, 0.987588f, 0.987557f, 0.987527f, 0.987497f, 0.987466f, 0.987436f, 0.987406f, 0.987375f, 0.987345f, 0.987315f, 0.987284f, 0.987254f,
3464		−0.987224f, 0.987193f, 0.987163f, 0.987133f, 0.987102f, 0.987072f, 0.987042f, 0.987011f, 0.986981f, 0.986951f, 0.98692f, 0.98689f, 0.98686f, 0.98683f, 0.986799f, 0.986769f, 0.986739f, 0.986708f, 0.986678f, 0.986648f,
3465		−0.986617f, 0.986587f, 0.986557f, 0.986526f, 0.986496f, 0.986466f, 0.986435f, 0.986405f, 0.986375f, 0.986345f, 0.986314f, 0.986284f, 0.986254f, 0.986223f, 0.986193f, 0.986163f, 0.986132f, 0.986102f, 0.986072f, 0.986041f,
3466		−0.986011f, 0.985981f, 0.985951f, 0.98592f, 0.98589f, 0.98586f, 0.985829f, 0.985799f, 0.985769f, 0.985738f, 0.985708f, 0.985678f, 0.985648f, 0.985617f, 0.985587f, 0.985557f, 0.985526f, 0.985496f, 0.985466f, 0.985436f,
3467		−0.985405f, 0.985375f, 0.985345f, 0.985314f, 0.985284f, 0.985254f, 0.985223f, 0.985193f, 0.985163f, 0.985133f, 0.985102f, 0.985072f, 0.985042f, 0.985011f, 0.984981f, 0.984951f, 0.984921f, 0.98489f, 0.98486f, 0.98483f,
3468		−0.984799f, 0.984769f, 0.984739f, 0.984709f, 0.984678f, 0.984648f, 0.984618f, 0.984587f, 0.984557f, 0.984527f, 0.984497f, 0.984466f, 0.984436f, 0.984406f, 0.984375f, 0.984345f, 0.984315f, 0.984285f, 0.984254f, 0.984224f,
3469		−0.984194f, 0.984164f, 0.984133f, 0.984103f, 0.984073f, 0.984042f, 0.984012f, 0.983982f, 0.983952f, 0.983921f, 0.983891f, 0.983861f, 0.983831f, 0.9838f, 0.98377f, 0.98374f, 0.983709f, 0.983679f, 0.983649f, 0.983619f,
3470		−0.983588f, 0.983558f, 0.983528f, 0.983498f, 0.983467f, 0.983437f, 0.983407f, 0.983377f, 0.983346f, 0.983316f, 0.983286f, 0.983256f, 0.983225f, 0.983195f, 0.983165f, 0.983134f, 0.983104f, 0.983074f, 0.983044f, 0.983013f,
3471		−0.982983f, 0.982953f, 0.982923f, 0.982892f, 0.982862f, 0.982832f, 0.982802f, 0.982771f, 0.982741f, 0.982711f, 0.982681f, 0.98265f, 0.98262f, 0.98259f, 0.98256f, 0.982529f, 0.982499f, 0.982469f, 0.982439f, 0.982408f,
3472		−0.982378f, 0.982348f, 0.982318f, 0.982287f, 0.982257f, 0.982227f, 0.982197f, 0.982166f, 0.982136f, 0.982106f, 0.982076f, 0.982045f, 0.982015f, 0.981985f, 0.981955f, 0.981924f, 0.981894f, 0.981864f, 0.981834f, 0.981804f,
3473		−0.981773f, 0.981743f, 0.981713f, 0.981683f, 0.981652f, 0.981622f, 0.981592f, 0.981562f, 0.981531f, 0.981501f, 0.981471f, 0.981441f, 0.98141f, 0.98138f, 0.98135f, 0.98132f, 0.98129f, 0.981259f, 0.981229f, 0.981199f,
3474		−0.981169f, 0.981138f, 0.981108f, 0.981078f, 0.981048f, 0.981017f, 0.980987f, 0.980957f, 0.980927f, 0.980897f, 0.980866f, 0.980836f, 0.980806f, 0.980776f, 0.980745f, 0.980715f, 0.980685f, 0.980655f, 0.980625f, 0.980594f,
3475		−0.980564f, 0.980534f, 0.980504f, 0.980473f, 0.980443f, 0.980413f, 0.980383f, 0.980353f, 0.980322f, 0.980292f, 0.980262f, 0.980232f, 0.980202f, 0.980171f, 0.980141f, 0.980111f, 0.980081f, 0.98005f, 0.98002f, 0.97999f,
3476		−0.97996f, 0.97993f, 0.979899f, 0.979869f, 0.979839f, 0.979809f, 0.979779f, 0.979748f, 0.979718f, 0.979688f, 0.979658f, 0.979628f, 0.979597f, 0.979567f, 0.979537f, 0.979507f, 0.979477f, 0.979446f, 0.979416f, 0.979386f,
3477		−0.979356f, 0.979326f, 0.979295f, 0.979265f, 0.979235f, 0.979205f, 0.979175f, 0.979144f, 0.979114f, 0.979084f, 0.979054f, 0.979024f, 0.978993f, 0.978963f, 0.978933f, 0.978903f, 0.978873f, 0.978842f, 0.978812f, 0.978782f,
3478		−0.978752f, 0.978722f, 0.978691f, 0.978661f, 0.978631f, 0.978601f, 0.978571f, 0.97854f, 0.97851f, 0.97848f, 0.97845f, 0.97842f, 0.97839f, 0.978359f, 0.978329f, 0.978299f, 0.978269f, 0.978239f, 0.978208f, 0.978178f,
3479		−0.978148f, 0.978118f, 0.978088f, 0.978057f, 0.978027f, 0.977997f, 0.977967f, 0.977937f, 0.977907f, 0.977876f, 0.977846f, 0.977816f, 0.977786f, 0.977756f, 0.977726f, 0.977695f, 0.977665f, 0.977635f, 0.977605f, 0.977575f,
3480		−0.977544f, 0.977514f, 0.977484f, 0.977454f, 0.977424f, 0.977394f, 0.977363f, 0.977333f, 0.977303f, 0.977273f, 0.977243f, 0.977213f, 0.977182f, 0.977152f, 0.977122f, 0.977092f, 0.977062f, 0.977032f, 0.977001f, 0.976971f,
3481		−0.976941f, 0.976911f, 0.976881f, 0.976851f, 0.97682f, 0.97679f, 0.97676f, 0.97673f, 0.9767f, 0.97667f, 0.97664f, 0.976609f, 0.976579f, 0.976549f, 0.976519f, 0.976489f, 0.976459f, 0.976428f, 0.976398f, 0.976368f,
3482		−0.976338f, 0.976308f, 0.976278f, 0.976247f, 0.976217f, 0.976187f, 0.976157f, 0.976127f, 0.976097f, 0.976067f, 0.976036f, 0.976006f, 0.975976f, 0.975946f, 0.975916f, 0.975886f, 0.975856f, 0.975825f, 0.975795f, 0.975765f,
3483		−0.975735f, 0.975705f, 0.975675f, 0.975645f, 0.975614f, 0.975584f, 0.975554f, 0.975524f, 0.975494f, 0.975464f, 0.975434f, 0.975403f, 0.975373f, 0.975343f, 0.975313f, 0.975283f, 0.975253f, 0.975223f, 0.975192f, 0.975162f,
3484		−0.975132f, 0.975102f, 0.975072f, 0.975042f, 0.975012f, 0.974981f, 0.974951f, 0.974921f, 0.974891f, 0.974861f, 0.974831f, 0.974801f, 0.974771f, 0.97474f, 0.97471f, 0.97468f, 0.97465f, 0.97462f, 0.97459f, 0.97456f,
3485		−0.97453f, 0.974499f, 0.974469f, 0.974439f, 0.974409f, 0.974379f, 0.974349f, 0.974319f, 0.974289f, 0.974258f, 0.974228f, 0.974198f, 0.974168f, 0.974138f, 0.974108f, 0.974078f, 0.974048f, 0.974017f, 0.973987f, 0.973957f,
3486		−0.973927f, 0.973897f, 0.973867f, 0.973837f, 0.973807f, 0.973777f, 0.973746f, 0.973716f, 0.973686f, 0.973656f, 0.973626f, 0.973596f, 0.973566f, 0.973536f, 0.973505f, 0.973475f, 0.973445f, 0.973415f, 0.973385f, 0.973355f,
3487		−0.973325f, 0.973295f, 0.973265f, 0.973235f, 0.973204f, 0.973174f, 0.973144f, 0.973114f, 0.973084f, 0.973054f, 0.973024f, 0.972994f, 0.972964f, 0.972933f, 0.972903f, 0.972873f, 0.972843f, 0.972813f, 0.972783f, 0.972753f,
3488		−0.972723f, 0.972693f, 0.972663f, 0.972632f, 0.972602f, 0.972572f, 0.972542f, 0.972512f, 0.972482f, 0.972452f, 0.972422f, 0.972392f, 0.972362f, 0.972332f, 0.972301f, 0.972271f, 0.972241f, 0.972211f, 0.972181f, 0.972151f,
3489		−0.972121f, 0.972091f, 0.972061f, 0.972031f, 0.972001f, 0.97197f, 0.97194f, 0.97191f, 0.97188f, 0.97185f, 0.97182f, 0.97179f, 0.97176f, 0.97173f, 0.9717f, 0.97167f, 0.97164f, 0.971609f, 0.971579f, 0.971549f,
3490		−0.971519f, 0.971489f, 0.971459f, 0.971429f, 0.971399f, 0.971369f, 0.971339f, 0.971309f, 0.971279f, 0.971249f, 0.971218f, 0.971188f, 0.971158f, 0.971128f, 0.971098f, 0.971068f, 0.971038f, 0.971008f, 0.970978f, 0.970948f,
3491		−0.970918f, 0.970888f, 0.970858f, 0.970827f, 0.970797f, 0.970767f, 0.970737f, 0.970707f, 0.970677f, 0.970647f, 0.970617f, 0.970587f, 0.970557f, 0.970527f, 0.970497f, 0.970467f, 0.970437f, 0.970407f, 0.970377f, 0.970346f,
3492		−0.970316f, 0.970286f, 0.970256f, 0.970226f, 0.970196f, 0.970166f, 0.970136f, 0.970106f, 0.970076f, 0.970046f, 0.970016f, 0.969986f, 0.969956f, 0.969926f, 0.969896f, 0.969866f, 0.969835f, 0.969805f, 0.969775f, 0.969745f,
3493		−0.969715f, 0.969685f, 0.969655f, 0.969625f, 0.969595f, 0.969565f, 0.969535f, 0.969505f, 0.969475f, 0.969445f, 0.969415f, 0.969385f, 0.969355f, 0.969325f, 0.969295f, 0.969265f, 0.969234f, 0.969204f, 0.969174f, 0.969144f,
3494		−0.969114f, 0.969084f, 0.969054f, 0.969024f, 0.968994f, 0.968964f, 0.968934f, 0.968904f, 0.968874f, 0.968844f, 0.968814f, 0.968784f, 0.968754f, 0.968724f, 0.968694f, 0.968664f, 0.968634f, 0.968604f, 0.968574f, 0.968544f,
3495		−0.968514f, 0.968484f, 0.968453f, 0.968423f, 0.968393f, 0.968363f, 0.968333f, 0.968303f, 0.968273f, 0.968243f, 0.968213f, 0.968183f, 0.968153f, 0.968123f, 0.968093f, 0.968063f, 0.968033f, 0.968003f, 0.967973f, 0.967943f,
3496		−0.967913f, 0.967883f, 0.967853f, 0.967823f, 0.967793f, 0.967763f, 0.967733f, 0.967703f, 0.967673f, 0.967643f, 0.967613f, 0.967583f, 0.967553f, 0.967523f, 0.967493f, 0.967463f, 0.967433f, 0.967403f, 0.967373f, 0.967343f,
3497		−0.967313f, 0.967283f, 0.967253f, 0.967223f, 0.967193f, 0.967163f, 0.967133f, 0.967102f, 0.967072f, 0.967042f, 0.967012f, 0.966982f, 0.966952f, 0.966922f, 0.966892f, 0.966862f, 0.966832f, 0.966802f, 0.966772f, 0.966742f,
3498		−0.966712f, 0.966682f, 0.966652f, 0.966622f, 0.966592f, 0.966562f, 0.966532f, 0.966502f, 0.966472f, 0.966442f, 0.966412f, 0.966382f, 0.966352f, 0.966322f, 0.966292f, 0.966262f, 0.966232f, 0.966202f, 0.966172f, 0.966142f,
3499		−0.966112f, 0.966082f, 0.966052f, 0.966022f, 0.965992f, 0.965962f, 0.965932f, 0.965902f, 0.965872f, 0.965842f, 0.965812f, 0.965782f, 0.965752f, 0.965722f, 0.965692f, 0.965662f, 0.965632f, 0.965603f, 0.965573f, 0.965543f,
3500		−0.965513f, 0.965483f, 0.965453f, 0.965423f, 0.965393f, 0.965363f, 0.965333f, 0.965303f, 0.965273f, 0.965243f, 0.965213f, 0.965183f, 0.965153f, 0.965123f, 0.965093f, 0.965063f, 0.965033f, 0.965003f, 0.964973f, 0.964943f,
3501		−0.964913f, 0.964883f, 0.964853f, 0.964823f, 0.964793f, 0.964763f, 0.964733f, 0.964703f, 0.964673f, 0.964643f, 0.964613f, 0.964583f, 0.964553f, 0.964523f, 0.964493f, 0.964463f, 0.964433f, 0.964403f, 0.964373f, 0.964343f,
3502		−0.964313f, 0.964283f, 0.964254f, 0.964224f, 0.964194f, 0.964164f, 0.964134f, 0.964104f, 0.964074f, 0.964044f, 0.964014f, 0.963984f, 0.963954f, 0.963924f, 0.963894f, 0.963864f, 0.963834f, 0.963804f, 0.963774f, 0.963744f,
3503		−0.963714f, 0.963684f, 0.963654f, 0.963624f, 0.963594f, 0.963564f, 0.963534f, 0.963504f, 0.963475f, 0.963445f, 0.963415f, 0.963385f, 0.963355f, 0.963325f, 0.963295f, 0.963265f, 0.963235f, 0.963205f, 0.963175f, 0.963145f,
3504		−0.963115f, 0.963085f, 0.963055f, 0.963025f, 0.962995f, 0.962965f, 0.962935f, 0.962905f, 0.962876f, 0.962846f, 0.962816f, 0.962786f, 0.962756f, 0.962726f, 0.962696f, 0.962666f, 0.962636f, 0.962606f, 0.962576f, 0.962546f,
3505		−0.962516f, 0.962486f, 0.962456f, 0.962426f, 0.962396f, 0.962367f, 0.962337f, 0.962307f, 0.962277f, 0.962247f, 0.962217f, 0.962187f, 0.962157f, 0.962127f, 0.962097f, 0.962067f, 0.962037f, 0.962007f, 0.961977f, 0.961947f,
3506		−0.961917f, 0.961888f, 0.961858f, 0.961828f, 0.961798f, 0.961768f, 0.961738f, 0.961708f, 0.961678f, 0.961648f, 0.961618f, 0.961588f, 0.961558f, 0.961528f, 0.961499f, 0.961469f, 0.961439f, 0.961409f, 0.961379f, 0.961349f,
3507		−0.961319f, 0.961289f, 0.961259f, 0.961229f, 0.961199f, 0.961169f, 0.961139f, 0.96111f, 0.96108f, 0.96105f, 0.96102f, 0.96099f, 0.96096f, 0.96093f, 0.9609f, 0.96087f, 0.96084f, 0.96081f, 0.96078f, 0.960751f,
3508		−0.960721f, 0.960691f, 0.960661f, 0.960631f, 0.960601f, 0.960571f, 0.960541f, 0.960511f, 0.960481f, 0.960451f, 0.960422f, 0.960392f, 0.960362f, 0.960332f, 0.960302f, 0.960272f, 0.960242f, 0.960212f, 0.960182f, 0.960152f,
3509		−0.960122f, 0.960093f, 0.960063f, 0.960033f, 0.960003f, 0.959973f, 0.959943f, 0.959913f, 0.959883f, 0.959853f, 0.959823f, 0.959794f, 0.959764f, 0.959734f, 0.959704f, 0.959674f, 0.959644f, 0.959614f, 0.959584f, 0.959554f,
3510		−0.959525f, 0.959495f, 0.959465f, 0.959435f, 0.959405f, 0.959375f, 0.959345f, 0.959315f, 0.959285f, 0.959255f, 0.959226f, 0.959196f, 0.959166f, 0.959136f, 0.959106f, 0.959076f, 0.959046f, 0.959016f, 0.958987f, 0.958957f,
3511		−0.958927f, 0.958897f, 0.958867f, 0.958837f, 0.958807f, 0.958777f, 0.958747f, 0.958718f, 0.958688f, 0.958658f, 0.958628f, 0.958598f, 0.958568f, 0.958538f, 0.958508f, 0.958479f, 0.958449f, 0.958419f, 0.958389f, 0.958359f,
3512		−0.958329f, 0.958299f, 0.958269f, 0.95824f, 0.95821f, 0.95818f, 0.95815f, 0.95812f, 0.95809f, 0.95806f, 0.95803f, 0.958001f, 0.957971f, 0.957941f, 0.957911f, 0.957881f, 0.957851f, 0.957821f, 0.957791f, 0.957762f,
3513		−0.957732f, 0.957702f, 0.957672f, 0.957642f, 0.957612f, 0.957582f, 0.957553f, 0.957523f, 0.957493f, 0.957463f, 0.957433f, 0.957403f, 0.957373f, 0.957344f, 0.957314f, 0.957284f, 0.957254f, 0.957224f, 0.957194f, 0.957164f,
3514		−0.957135f, 0.957105f, 0.957075f, 0.957045f, 0.957015f, 0.956985f, 0.956955f, 0.956926f, 0.956896f, 0.956866f, 0.956836f, 0.956806f, 0.956776f, 0.956746f, 0.956717f, 0.956687f, 0.956657f, 0.956627f, 0.956597f, 0.956567f,
3515		−0.956537f, 0.956508f, 0.956478f, 0.956448f, 0.956418f, 0.956388f, 0.956358f, 0.956329f, 0.956299f, 0.956269f, 0.956239f, 0.956209f, 0.956179f, 0.95615f, 0.95612f, 0.95609f, 0.95606f, 0.95603f, 0.956f, 0.95597f,
	3295	+
	3296	+const float exp_decay[EXP_DECAY_TABLE_SIZE] = {
	3297	+ 1.0f, 0.999969f, 0.999939f, 0.999908f, 0.999878f, 0.999847f, 0.999817f, 0.999786f, 0.999756f, 0.999725f, 0.999695f, 0.999664f, 0.999634f, 0.999603f, 0.999573f, 0.999542f, 0.999512f, 0.999481f, 0.999451f, 0.99942f,
	3298	+0.99939f, 0.999359f, 0.999329f, 0.999298f, 0.999268f, 0.999237f, 0.999207f, 0.999176f, 0.999146f, 0.999115f, 0.999085f, 0.999054f, 0.999024f, 0.998993f, 0.998963f, 0.998932f, 0.998902f, 0.998871f, 0.998841f, 0.99881f,
	3299	+0.99878f, 0.998749f, 0.998719f, 0.998688f, 0.998658f, 0.998627f, 0.998597f, 0.998566f, 0.998536f, 0.998505f, 0.998475f, 0.998444f, 0.998414f, 0.998383f, 0.998353f, 0.998322f, 0.998292f, 0.998261f, 0.998231f, 0.9982f,
	3300	+0.99817f, 0.998139f, 0.998109f, 0.998078f, 0.998048f, 0.998017f, 0.997987f, 0.997956f, 0.997926f, 0.997895f, 0.997865f, 0.997834f, 0.997804f, 0.997773f, 0.997743f, 0.997712f, 0.997682f, 0.997652f, 0.997621f, 0.997591f,
	3301	+0.99756f, 0.99753f, 0.997499f, 0.997469f, 0.997438f, 0.997408f, 0.997377f, 0.997347f, 0.997316f, 0.997286f, 0.997255f, 0.997225f, 0.997194f, 0.997164f, 0.997133f, 0.997103f, 0.997072f, 0.997042f, 0.997012f, 0.996981f,
	3302	+0.996951f, 0.99692f, 0.99689f, 0.996859f, 0.996829f, 0.996798f, 0.996768f, 0.996737f, 0.996707f, 0.996676f, 0.996646f, 0.996615f, 0.996585f, 0.996554f, 0.996524f, 0.996494f, 0.996463f, 0.996433f, 0.996402f, 0.996372f,
	3303	+0.996341f, 0.996311f, 0.99628f, 0.99625f, 0.996219f, 0.996189f, 0.996158f, 0.996128f, 0.996098f, 0.996067f, 0.996037f, 0.996006f, 0.995976f, 0.995945f, 0.995915f, 0.995884f, 0.995854f, 0.995823f, 0.995793f, 0.995763f,
	3304	+0.995732f, 0.995702f, 0.995671f, 0.995641f, 0.99561f, 0.99558f, 0.995549f, 0.995519f, 0.995488f, 0.995458f, 0.995428f, 0.995397f, 0.995367f, 0.995336f, 0.995306f, 0.995275f, 0.995245f, 0.995214f, 0.995184f, 0.995154f,
	3305	+0.995123f, 0.995093f, 0.995062f, 0.995032f, 0.995001f, 0.994971f, 0.99494f, 0.99491f, 0.99488f, 0.994849f, 0.994819f, 0.994788f, 0.994758f, 0.994727f, 0.994697f, 0.994667f, 0.994636f, 0.994606f, 0.994575f, 0.994545f,
	3306	+0.994514f, 0.994484f, 0.994454f, 0.994423f, 0.994393f, 0.994362f, 0.994332f, 0.994301f, 0.994271f, 0.99424f, 0.99421f, 0.99418f, 0.994149f, 0.994119f, 0.994088f, 0.994058f, 0.994027f, 0.993997f, 0.993967f, 0.993936f,
	3307	+0.993906f, 0.993875f, 0.993845f, 0.993815f, 0.993784f, 0.993754f, 0.993723f, 0.993693f, 0.993662f, 0.993632f, 0.993602f, 0.993571f, 0.993541f, 0.99351f, 0.99348f, 0.993449f, 0.993419f, 0.993389f, 0.993358f, 0.993328f,
	3308	+0.993297f, 0.993267f, 0.993237f, 0.993206f, 0.993176f, 0.993145f, 0.993115f, 0.993085f, 0.993054f, 0.993024f, 0.992993f, 0.992963f, 0.992932f, 0.992902f, 0.992872f, 0.992841f, 0.992811f, 0.99278f, 0.99275f, 0.99272f,
	3309	+0.992689f, 0.992659f, 0.992628f, 0.992598f, 0.992568f, 0.992537f, 0.992507f, 0.992476f, 0.992446f, 0.992416f, 0.992385f, 0.992355f, 0.992324f, 0.992294f, 0.992264f, 0.992233f, 0.992203f, 0.992172f, 0.992142f, 0.992112f,
	3310	+0.992081f, 0.992051f, 0.99202f, 0.99199f, 0.99196f, 0.991929f, 0.991899f, 0.991868f, 0.991838f, 0.991808f, 0.991777f, 0.991747f, 0.991716f, 0.991686f, 0.991656f, 0.991625f, 0.991595f, 0.991564f, 0.991534f, 0.991504f,
	3311	+0.991473f, 0.991443f, 0.991413f, 0.991382f, 0.991352f, 0.991321f, 0.991291f, 0.991261f, 0.99123f, 0.9912f, 0.991169f, 0.991139f, 0.991109f, 0.991078f, 0.991048f, 0.991018f, 0.990987f, 0.990957f, 0.990926f, 0.990896f,
	3312	+0.990866f, 0.990835f, 0.990805f, 0.990775f, 0.990744f, 0.990714f, 0.990683f, 0.990653f, 0.990623f, 0.990592f, 0.990562f, 0.990532f, 0.990501f, 0.990471f, 0.99044f, 0.99041f, 0.99038f, 0.990349f, 0.990319f, 0.990289f,
	3313	+0.990258f, 0.990228f, 0.990197f, 0.990167f, 0.990137f, 0.990106f, 0.990076f, 0.990046f, 0.990015f, 0.989985f, 0.989955f, 0.989924f, 0.989894f, 0.989863f, 0.989833f, 0.989803f, 0.989772f, 0.989742f, 0.989712f, 0.989681f,
	3314	+0.989651f, 0.989621f, 0.98959f, 0.98956f, 0.98953f, 0.989499f, 0.989469f, 0.989438f, 0.989408f, 0.989378f, 0.989347f, 0.989317f, 0.989287f, 0.989256f, 0.989226f, 0.989196f, 0.989165f, 0.989135f, 0.989105f, 0.989074f,
	3315	+0.989044f, 0.989013f, 0.988983f, 0.988953f, 0.988922f, 0.988892f, 0.988862f, 0.988831f, 0.988801f, 0.988771f, 0.98874f, 0.98871f, 0.98868f, 0.988649f, 0.988619f, 0.988589f, 0.988558f, 0.988528f, 0.988498f, 0.988467f,
	3316	+0.988437f, 0.988407f, 0.988376f, 0.988346f, 0.988316f, 0.988285f, 0.988255f, 0.988225f, 0.988194f, 0.988164f, 0.988134f, 0.988103f, 0.988073f, 0.988043f, 0.988012f, 0.987982f, 0.987952f, 0.987921f, 0.987891f, 0.987861f,
	3317	+0.98783f, 0.9878f, 0.98777f, 0.987739f, 0.987709f, 0.987679f, 0.987648f, 0.987618f, 0.987588f, 0.987557f, 0.987527f, 0.987497f, 0.987466f, 0.987436f, 0.987406f, 0.987375f, 0.987345f, 0.987315f, 0.987284f, 0.987254f,
	3318	+0.987224f, 0.987193f, 0.987163f, 0.987133f, 0.987102f, 0.987072f, 0.987042f, 0.987011f, 0.986981f, 0.986951f, 0.98692f, 0.98689f, 0.98686f, 0.98683f, 0.986799f, 0.986769f, 0.986739f, 0.986708f, 0.986678f, 0.986648f,
	3319	+0.986617f, 0.986587f, 0.986557f, 0.986526f, 0.986496f, 0.986466f, 0.986435f, 0.986405f, 0.986375f, 0.986345f, 0.986314f, 0.986284f, 0.986254f, 0.986223f, 0.986193f, 0.986163f, 0.986132f, 0.986102f, 0.986072f, 0.986041f,
	3320	+0.986011f, 0.985981f, 0.985951f, 0.98592f, 0.98589f, 0.98586f, 0.985829f, 0.985799f, 0.985769f, 0.985738f, 0.985708f, 0.985678f, 0.985648f, 0.985617f, 0.985587f, 0.985557f, 0.985526f, 0.985496f, 0.985466f, 0.985436f,
	3321	+0.985405f, 0.985375f, 0.985345f, 0.985314f, 0.985284f, 0.985254f, 0.985223f, 0.985193f, 0.985163f, 0.985133f, 0.985102f, 0.985072f, 0.985042f, 0.985011f, 0.984981f, 0.984951f, 0.984921f, 0.98489f, 0.98486f, 0.98483f,
	3322	+0.984799f, 0.984769f, 0.984739f, 0.984709f, 0.984678f, 0.984648f, 0.984618f, 0.984587f, 0.984557f, 0.984527f, 0.984497f, 0.984466f, 0.984436f, 0.984406f, 0.984375f, 0.984345f, 0.984315f, 0.984285f, 0.984254f, 0.984224f,
	3323	+0.984194f, 0.984164f, 0.984133f, 0.984103f, 0.984073f, 0.984042f, 0.984012f, 0.983982f, 0.983952f, 0.983921f, 0.983891f, 0.983861f, 0.983831f, 0.9838f, 0.98377f, 0.98374f, 0.983709f, 0.983679f, 0.983649f, 0.983619f,
	3324	+0.983588f, 0.983558f, 0.983528f, 0.983498f, 0.983467f, 0.983437f, 0.983407f, 0.983377f, 0.983346f, 0.983316f, 0.983286f, 0.983256f, 0.983225f, 0.983195f, 0.983165f, 0.983134f, 0.983104f, 0.983074f, 0.983044f, 0.983013f,
	3325	+0.982983f, 0.982953f, 0.982923f, 0.982892f, 0.982862f, 0.982832f, 0.982802f, 0.982771f, 0.982741f, 0.982711f, 0.982681f, 0.98265f, 0.98262f, 0.98259f, 0.98256f, 0.982529f, 0.982499f, 0.982469f, 0.982439f, 0.982408f,
	3326	+0.982378f, 0.982348f, 0.982318f, 0.982287f, 0.982257f, 0.982227f, 0.982197f, 0.982166f, 0.982136f, 0.982106f, 0.982076f, 0.982045f, 0.982015f, 0.981985f, 0.981955f, 0.981924f, 0.981894f, 0.981864f, 0.981834f, 0.981804f,
	3327	+0.981773f, 0.981743f, 0.981713f, 0.981683f, 0.981652f, 0.981622f, 0.981592f, 0.981562f, 0.981531f, 0.981501f, 0.981471f, 0.981441f, 0.98141f, 0.98138f, 0.98135f, 0.98132f, 0.98129f, 0.981259f, 0.981229f, 0.981199f,
	3328	+0.981169f, 0.981138f, 0.981108f, 0.981078f, 0.981048f, 0.981017f, 0.980987f, 0.980957f, 0.980927f, 0.980897f, 0.980866f, 0.980836f, 0.980806f, 0.980776f, 0.980745f, 0.980715f, 0.980685f, 0.980655f, 0.980625f, 0.980594f,
	3329	+0.980564f, 0.980534f, 0.980504f, 0.980473f, 0.980443f, 0.980413f, 0.980383f, 0.980353f, 0.980322f, 0.980292f, 0.980262f, 0.980232f, 0.980202f, 0.980171f, 0.980141f, 0.980111f, 0.980081f, 0.98005f, 0.98002f, 0.97999f,
	3330	+0.97996f, 0.97993f, 0.979899f, 0.979869f, 0.979839f, 0.979809f, 0.979779f, 0.979748f, 0.979718f, 0.979688f, 0.979658f, 0.979628f, 0.979597f, 0.979567f, 0.979537f, 0.979507f, 0.979477f, 0.979446f, 0.979416f, 0.979386f,
	3331	+0.979356f, 0.979326f, 0.979295f, 0.979265f, 0.979235f, 0.979205f, 0.979175f, 0.979144f, 0.979114f, 0.979084f, 0.979054f, 0.979024f, 0.978993f, 0.978963f, 0.978933f, 0.978903f, 0.978873f, 0.978842f, 0.978812f, 0.978782f,
	3332	+0.978752f, 0.978722f, 0.978691f, 0.978661f, 0.978631f, 0.978601f, 0.978571f, 0.97854f, 0.97851f, 0.97848f, 0.97845f, 0.97842f, 0.97839f, 0.978359f, 0.978329f, 0.978299f, 0.978269f, 0.978239f, 0.978208f, 0.978178f,
	3333	+0.978148f, 0.978118f, 0.978088f, 0.978057f, 0.978027f, 0.977997f, 0.977967f, 0.977937f, 0.977907f, 0.977876f, 0.977846f, 0.977816f, 0.977786f, 0.977756f, 0.977726f, 0.977695f, 0.977665f, 0.977635f, 0.977605f, 0.977575f,
	3334	+0.977544f, 0.977514f, 0.977484f, 0.977454f, 0.977424f, 0.977394f, 0.977363f, 0.977333f, 0.977303f, 0.977273f, 0.977243f, 0.977213f, 0.977182f, 0.977152f, 0.977122f, 0.977092f, 0.977062f, 0.977032f, 0.977001f, 0.976971f,
	3335	+0.976941f, 0.976911f, 0.976881f, 0.976851f, 0.97682f, 0.97679f, 0.97676f, 0.97673f, 0.9767f, 0.97667f, 0.97664f, 0.976609f, 0.976579f, 0.976549f, 0.976519f, 0.976489f, 0.976459f, 0.976428f, 0.976398f, 0.976368f,
	3336	+0.976338f, 0.976308f, 0.976278f, 0.976247f, 0.976217f, 0.976187f, 0.976157f, 0.976127f, 0.976097f, 0.976067f, 0.976036f, 0.976006f, 0.975976f, 0.975946f, 0.975916f, 0.975886f, 0.975856f, 0.975825f, 0.975795f, 0.975765f,
	3337	+0.975735f, 0.975705f, 0.975675f, 0.975645f, 0.975614f, 0.975584f, 0.975554f, 0.975524f, 0.975494f, 0.975464f, 0.975434f, 0.975403f, 0.975373f, 0.975343f, 0.975313f, 0.975283f, 0.975253f, 0.975223f, 0.975192f, 0.975162f,
	3338	+0.975132f, 0.975102f, 0.975072f, 0.975042f, 0.975012f, 0.974981f, 0.974951f, 0.974921f, 0.974891f, 0.974861f, 0.974831f, 0.974801f, 0.974771f, 0.97474f, 0.97471f, 0.97468f, 0.97465f, 0.97462f, 0.97459f, 0.97456f,
	3339	+0.97453f, 0.974499f, 0.974469f, 0.974439f, 0.974409f, 0.974379f, 0.974349f, 0.974319f, 0.974289f, 0.974258f, 0.974228f, 0.974198f, 0.974168f, 0.974138f, 0.974108f, 0.974078f, 0.974048f, 0.974017f, 0.973987f, 0.973957f,
	3340	+0.973927f, 0.973897f, 0.973867f, 0.973837f, 0.973807f, 0.973777f, 0.973746f, 0.973716f, 0.973686f, 0.973656f, 0.973626f, 0.973596f, 0.973566f, 0.973536f, 0.973505f, 0.973475f, 0.973445f, 0.973415f, 0.973385f, 0.973355f,
	3341	+0.973325f, 0.973295f, 0.973265f, 0.973235f, 0.973204f, 0.973174f, 0.973144f, 0.973114f, 0.973084f, 0.973054f, 0.973024f, 0.972994f, 0.972964f, 0.972933f, 0.972903f, 0.972873f, 0.972843f, 0.972813f, 0.972783f, 0.972753f,
	3342	+0.972723f, 0.972693f, 0.972663f, 0.972632f, 0.972602f, 0.972572f, 0.972542f, 0.972512f, 0.972482f, 0.972452f, 0.972422f, 0.972392f, 0.972362f, 0.972332f, 0.972301f, 0.972271f, 0.972241f, 0.972211f, 0.972181f, 0.972151f,
	3343	+0.972121f, 0.972091f, 0.972061f, 0.972031f, 0.972001f, 0.97197f, 0.97194f, 0.97191f, 0.97188f, 0.97185f, 0.97182f, 0.97179f, 0.97176f, 0.97173f, 0.9717f, 0.97167f, 0.97164f, 0.971609f, 0.971579f, 0.971549f,
	3344	+0.971519f, 0.971489f, 0.971459f, 0.971429f, 0.971399f, 0.971369f, 0.971339f, 0.971309f, 0.971279f, 0.971249f, 0.971218f, 0.971188f, 0.971158f, 0.971128f, 0.971098f, 0.971068f, 0.971038f, 0.971008f, 0.970978f, 0.970948f,
	3345	+0.970918f, 0.970888f, 0.970858f, 0.970827f, 0.970797f, 0.970767f, 0.970737f, 0.970707f, 0.970677f, 0.970647f, 0.970617f, 0.970587f, 0.970557f, 0.970527f, 0.970497f, 0.970467f, 0.970437f, 0.970407f, 0.970377f, 0.970346f,
	3346	+0.970316f, 0.970286f, 0.970256f, 0.970226f, 0.970196f, 0.970166f, 0.970136f, 0.970106f, 0.970076f, 0.970046f, 0.970016f, 0.969986f, 0.969956f, 0.969926f, 0.969896f, 0.969866f, 0.969835f, 0.969805f, 0.969775f, 0.969745f,
	3347	+0.969715f, 0.969685f, 0.969655f, 0.969625f, 0.969595f, 0.969565f, 0.969535f, 0.969505f, 0.969475f, 0.969445f, 0.969415f, 0.969385f, 0.969355f, 0.969325f, 0.969295f, 0.969265f, 0.969234f, 0.969204f, 0.969174f, 0.969144f,
	3348	+0.969114f, 0.969084f, 0.969054f, 0.969024f, 0.968994f, 0.968964f, 0.968934f, 0.968904f, 0.968874f, 0.968844f, 0.968814f, 0.968784f, 0.968754f, 0.968724f, 0.968694f, 0.968664f, 0.968634f, 0.968604f, 0.968574f, 0.968544f,
	3349	+0.968514f, 0.968484f, 0.968453f, 0.968423f, 0.968393f, 0.968363f, 0.968333f, 0.968303f, 0.968273f, 0.968243f, 0.968213f, 0.968183f, 0.968153f, 0.968123f, 0.968093f, 0.968063f, 0.968033f, 0.968003f, 0.967973f, 0.967943f,
	3350	+0.967913f, 0.967883f, 0.967853f, 0.967823f, 0.967793f, 0.967763f, 0.967733f, 0.967703f, 0.967673f, 0.967643f, 0.967613f, 0.967583f, 0.967553f, 0.967523f, 0.967493f, 0.967463f, 0.967433f, 0.967403f, 0.967373f, 0.967343f,
	3351	+0.967313f, 0.967283f, 0.967253f, 0.967223f, 0.967193f, 0.967163f, 0.967133f, 0.967102f, 0.967072f, 0.967042f, 0.967012f, 0.966982f, 0.966952f, 0.966922f, 0.966892f, 0.966862f, 0.966832f, 0.966802f, 0.966772f, 0.966742f,
	3352	+0.966712f, 0.966682f, 0.966652f, 0.966622f, 0.966592f, 0.966562f, 0.966532f, 0.966502f, 0.966472f, 0.966442f, 0.966412f, 0.966382f, 0.966352f, 0.966322f, 0.966292f, 0.966262f, 0.966232f, 0.966202f, 0.966172f, 0.966142f,
	3353	+0.966112f, 0.966082f, 0.966052f, 0.966022f, 0.965992f, 0.965962f, 0.965932f, 0.965902f, 0.965872f, 0.965842f, 0.965812f, 0.965782f, 0.965752f, 0.965722f, 0.965692f, 0.965662f, 0.965632f, 0.965603f, 0.965573f, 0.965543f,
	3354	+0.965513f, 0.965483f, 0.965453f, 0.965423f, 0.965393f, 0.965363f, 0.965333f, 0.965303f, 0.965273f, 0.965243f, 0.965213f, 0.965183f, 0.965153f, 0.965123f, 0.965093f, 0.965063f, 0.965033f, 0.965003f, 0.964973f, 0.964943f,
	3355	+0.964913f, 0.964883f, 0.964853f, 0.964823f, 0.964793f, 0.964763f, 0.964733f, 0.964703f, 0.964673f, 0.964643f, 0.964613f, 0.964583f, 0.964553f, 0.964523f, 0.964493f, 0.964463f, 0.964433f, 0.964403f, 0.964373f, 0.964343f,
	3356	+0.964313f, 0.964283f, 0.964254f, 0.964224f, 0.964194f, 0.964164f, 0.964134f, 0.964104f, 0.964074f, 0.964044f, 0.964014f, 0.963984f, 0.963954f, 0.963924f, 0.963894f, 0.963864f, 0.963834f, 0.963804f, 0.963774f, 0.963744f,
	3357	+0.963714f, 0.963684f, 0.963654f, 0.963624f, 0.963594f, 0.963564f, 0.963534f, 0.963504f, 0.963475f, 0.963445f, 0.963415f, 0.963385f, 0.963355f, 0.963325f, 0.963295f, 0.963265f, 0.963235f, 0.963205f, 0.963175f, 0.963145f,
	3358	+0.963115f, 0.963085f, 0.963055f, 0.963025f, 0.962995f, 0.962965f, 0.962935f, 0.962905f, 0.962876f, 0.962846f, 0.962816f, 0.962786f, 0.962756f, 0.962726f, 0.962696f, 0.962666f, 0.962636f, 0.962606f, 0.962576f, 0.962546f,
	3359	+0.962516f, 0.962486f, 0.962456f, 0.962426f, 0.962396f, 0.962367f, 0.962337f, 0.962307f, 0.962277f, 0.962247f, 0.962217f, 0.962187f, 0.962157f, 0.962127f, 0.962097f, 0.962067f, 0.962037f, 0.962007f, 0.961977f, 0.961947f,
	3360	+0.961917f, 0.961888f, 0.961858f, 0.961828f, 0.961798f, 0.961768f, 0.961738f, 0.961708f, 0.961678f, 0.961648f, 0.961618f, 0.961588f, 0.961558f, 0.961528f, 0.961499f, 0.961469f, 0.961439f, 0.961409f, 0.961379f, 0.961349f,
	3361	+0.961319f, 0.961289f, 0.961259f, 0.961229f, 0.961199f, 0.961169f, 0.961139f, 0.96111f, 0.96108f, 0.96105f, 0.96102f, 0.96099f, 0.96096f, 0.96093f, 0.9609f, 0.96087f, 0.96084f, 0.96081f, 0.96078f, 0.960751f,
	3362	+0.960721f, 0.960691f, 0.960661f, 0.960631f, 0.960601f, 0.960571f, 0.960541f, 0.960511f, 0.960481f, 0.960451f, 0.960422f, 0.960392f, 0.960362f, 0.960332f, 0.960302f, 0.960272f, 0.960242f, 0.960212f, 0.960182f, 0.960152f,
	3363	+0.960122f, 0.960093f, 0.960063f, 0.960033f, 0.960003f, 0.959973f, 0.959943f, 0.959913f, 0.959883f, 0.959853f, 0.959823f, 0.959794f, 0.959764f, 0.959734f, 0.959704f, 0.959674f, 0.959644f, 0.959614f, 0.959584f, 0.959554f,
	3364	+0.959525f, 0.959495f, 0.959465f, 0.959435f, 0.959405f, 0.959375f, 0.959345f, 0.959315f, 0.959285f, 0.959255f, 0.959226f, 0.959196f, 0.959166f, 0.959136f, 0.959106f, 0.959076f, 0.959046f, 0.959016f, 0.958987f, 0.958957f,
	3365	+0.958927f, 0.958897f, 0.958867f, 0.958837f, 0.958807f, 0.958777f, 0.958747f, 0.958718f, 0.958688f, 0.958658f, 0.958628f, 0.958598f, 0.958568f, 0.958538f, 0.958508f, 0.958479f, 0.958449f, 0.958419f, 0.958389f, 0.958359f,
	3366	+0.958329f, 0.958299f, 0.958269f, 0.95824f, 0.95821f, 0.95818f, 0.95815f, 0.95812f, 0.95809f, 0.95806f, 0.95803f, 0.958001f, 0.957971f, 0.957941f, 0.957911f, 0.957881f, 0.957851f, 0.957821f, 0.957791f, 0.957762f,
	3367	+0.957732f, 0.957702f, 0.957672f, 0.957642f, 0.957612f, 0.957582f, 0.957553f, 0.957523f, 0.957493f, 0.957463f, 0.957433f, 0.957403f, 0.957373f, 0.957344f, 0.957314f, 0.957284f, 0.957254f, 0.957224f, 0.957194f, 0.957164f,
	3368	+0.957135f, 0.957105f, 0.957075f, 0.957045f, 0.957015f, 0.956985f, 0.956955f, 0.956926f, 0.956896f, 0.956866f, 0.956836f, 0.956806f, 0.956776f, 0.956746f, 0.956717f, 0.956687f, 0.956657f, 0.956627f, 0.956597f, 0.956567f,
	3369	+0.956537f, 0.956508f, 0.956478f, 0.956448f, 0.956418f, 0.956388f, 0.956358f, 0.956329f, 0.956299f, 0.956269f, 0.956239f, 0.956209f, 0.956179f, 0.95615f, 0.95612f, 0.95609f, 0.95606f, 0.95603f, 0.956f, 0.95597f,
3516	3370	0.955941f, 0.955911f, 0.955881f, 0.955851f, 0.955821f, 0.955791f, 0.955762f, 0.955732f, 0.955702f, 0.955672f, 0.955642f, 0.955612f, 0.955583f, 0.955553f, 0.955523f, 0.955493f, 0.955463f, 0.955433f, 0.955404f, 0.955374f,
3517	3371	0.955344f, 0.955314f, 0.955284f, 0.955254f, 0.955225f, 0.955195f, 0.955165f, 0.955135f, 0.955105f, 0.955076f, 0.955046f, 0.955016f, 0.954986f, 0.954956f, 0.954926f, 0.954897f, 0.954867f, 0.954837f, 0.954807f, 0.954777f,
3518	3372	0.954748f, 0.954718f, 0.954688f, 0.954658f, 0.954628f, 0.954598f, 0.954569f, 0.954539f, 0.954509f, 0.954479f, 0.954449f, 0.95442f, 0.95439f, 0.95436f, 0.95433f, 0.9543f, 0.95427f, 0.954241f, 0.954211f, 0.954181f,
@@ -13902,107 +13756,4 @@ const float tanh1[TANH1_TABLE_SIZE] = {-0.964028f, -0.964023f, -0.964019f, -0.96 · 10383 unmodified lines
13902	13756
13903	13757	#endif
13904	13758
13905		−const float sinewave[SINE_TABLE_SIZE] = {0.0f, 0.00305f, 0.00613f, 0.00919f, 0.01227f, 0.01532f, 0.0184f, 0.02145f, 0.02454f, 0.02759f, 0.03067f, 0.03372f, 0.0368f, 0.03986f, 0.04291f, 0.04599f, 0.04904f, 0.05212f, 0.05518f, 0.05823f,
13906		−0.06131f, 0.06436f, 0.06741f, 0.0705f, 0.07355f, 0.0766f, 0.07965f, 0.08273f, 0.08578f, 0.08884f, 0.09189f, 0.09494f, 0.09799f, 0.10104f, 0.1041f, 0.10715f, 0.1102f, 0.11325f, 0.1163f, 0.11935f,
13907		−0.12241f, 0.12543f, 0.12848f, 0.13153f, 0.13455f, 0.1376f, 0.14066f, 0.14368f, 0.1467f, 0.14975f, 0.15277f, 0.15582f, 0.15884f, 0.16187f, 0.16489f, 0.16791f, 0.17093f, 0.17398f, 0.17697f, 0.17999f,
13908		−0.18301f, 0.18604f, 0.18906f, 0.19205f, 0.19507f, 0.19809f, 0.20108f, 0.2041f, 0.20709f, 0.21008f, 0.2131f, 0.21609f, 0.21909f, 0.22208f, 0.22507f, 0.22806f, 0.23105f, 0.23401f, 0.237f, 0.23999f,
13909		−0.24295f, 0.24594f, 0.2489f, 0.25189f, 0.25485f, 0.25781f, 0.26077f, 0.26373f, 0.26669f, 0.26965f, 0.27261f, 0.27554f, 0.2785f, 0.28143f, 0.28439f, 0.28732f, 0.29025f, 0.29321f, 0.29614f, 0.29907f,
13910		−0.30197f, 0.3049f, 0.30783f, 0.31076f, 0.31366f, 0.31656f, 0.31949f, 0.32239f, 0.32529f, 0.32819f, 0.33109f, 0.33398f, 0.33688f, 0.33975f, 0.34265f, 0.34552f, 0.34839f, 0.35126f, 0.35416f, 0.35703f,
13911		−0.35986f, 0.36273f, 0.3656f, 0.36844f, 0.37131f, 0.37415f, 0.37698f, 0.37982f, 0.38266f, 0.3855f, 0.38834f, 0.39114f, 0.39398f, 0.39679f, 0.3996f, 0.4024f, 0.40521f, 0.40802f, 0.41083f, 0.4136f,
13912		−0.41641f, 0.41919f, 0.42197f, 0.42474f, 0.42752f, 0.4303f, 0.43307f, 0.43582f, 0.4386f, 0.44135f, 0.44409f, 0.44684f, 0.44958f, 0.45233f, 0.45505f, 0.45779f, 0.46051f, 0.46323f, 0.46594f, 0.46866f,
13913		−0.47137f, 0.47409f, 0.47678f, 0.47946f, 0.48215f, 0.48483f, 0.48752f, 0.4902f, 0.49289f, 0.49554f, 0.4982f, 0.50085f, 0.50351f, 0.50616f, 0.50882f, 0.51144f, 0.51407f, 0.51672f, 0.51932f, 0.52194f,
13914		−0.52457f, 0.52716f, 0.52979f, 0.53238f, 0.53497f, 0.53757f, 0.54016f, 0.54272f, 0.54529f, 0.54788f, 0.55045f, 0.55298f, 0.55554f, 0.55811f, 0.56064f, 0.56317f, 0.5657f, 0.56824f, 0.57077f, 0.57327f,
13915		−0.57578f, 0.57828f, 0.58078f, 0.58328f, 0.58578f, 0.58826f, 0.59073f, 0.5932f, 0.59567f, 0.59814f, 0.60059f, 0.60303f, 0.6055f, 0.60791f, 0.61035f, 0.61279f, 0.6152f, 0.61761f, 0.62003f, 0.62244f,
13916		−0.62485f, 0.62723f, 0.62961f, 0.63199f, 0.63437f, 0.63675f, 0.6391f, 0.64145f, 0.6438f, 0.64615f, 0.6485f, 0.65082f, 0.65314f, 0.65546f, 0.65778f, 0.6601f, 0.66238f, 0.66467f, 0.66696f, 0.66925f,
13917		−0.67154f, 0.6738f, 0.67606f, 0.67831f, 0.68057f, 0.68283f, 0.68506f, 0.68729f, 0.68951f, 0.69174f, 0.69394f, 0.69614f, 0.69836f, 0.70053f, 0.70273f, 0.7049f, 0.70709f, 0.70926f, 0.7114f, 0.71356f,
13918		−0.7157f, 0.71783f, 0.71997f, 0.72211f, 0.72421f, 0.72632f, 0.72842f, 0.73053f, 0.73264f, 0.73471f, 0.73679f, 0.73886f, 0.74094f, 0.74298f, 0.74503f, 0.74707f, 0.74911f, 0.75113f, 0.75317f, 0.75519f,
13919		−0.75717f, 0.75919f, 0.76117f, 0.76315f, 0.76514f, 0.76712f, 0.76907f, 0.77103f, 0.77298f, 0.77493f, 0.77686f, 0.77878f, 0.7807f, 0.78262f, 0.78452f, 0.78644f, 0.78833f, 0.79019f, 0.79208f, 0.79395f,
13920		−0.79581f, 0.79767f, 0.7995f, 0.80136f, 0.80319f, 0.80499f, 0.80682f, 0.80862f, 0.81042f, 0.81223f, 0.814f, 0.8158f, 0.81757f, 0.81931f, 0.82108f, 0.82281f, 0.82455f, 0.82629f, 0.828f, 0.82974f,
13921		−0.83145f, 0.83313f, 0.83484f, 0.83652f, 0.8382f, 0.83987f, 0.84152f, 0.84317f, 0.84482f, 0.84647f, 0.84808f, 0.8497f, 0.85132f, 0.85294f, 0.85452f, 0.85611f, 0.8577f, 0.85928f, 0.86084f, 0.8624f,
13922		−0.86395f, 0.86548f, 0.867f, 0.86853f, 0.87006f, 0.87155f, 0.87308f, 0.87457f, 0.87604f, 0.8775f, 0.879f, 0.88043f, 0.8819f, 0.88333f, 0.88477f, 0.8862f, 0.8876f, 0.88901f, 0.89041f, 0.89182f,
13923		−0.89319f, 0.89456f, 0.89594f, 0.89731f, 0.89865f, 0.89999f, 0.90131f, 0.90265f, 0.90396f, 0.90527f, 0.90656f, 0.90787f, 0.90915f, 0.9104f, 0.91168f, 0.91293f, 0.91418f, 0.91541f, 0.91666f, 0.91788f,
13924		−0.9191f, 0.92029f, 0.92148f, 0.92267f, 0.92386f, 0.92502f, 0.92618f, 0.92734f, 0.92847f, 0.92963f, 0.93073f, 0.93185f, 0.93295f, 0.93405f, 0.93515f, 0.93625f, 0.93732f, 0.93839f, 0.93942f, 0.94049f,
13925		−0.94153f, 0.94254f, 0.94357f, 0.94458f, 0.94559f, 0.94656f, 0.94757f, 0.94852f, 0.94949f, 0.95047f, 0.95142f, 0.95233f, 0.95328f, 0.95419f, 0.95511f, 0.95602f, 0.95691f, 0.95779f, 0.95868f, 0.95953f,
13926		−0.96039f, 0.96124f, 0.9621f, 0.96292f, 0.96375f, 0.96457f, 0.96536f, 0.96616f, 0.96695f, 0.96771f, 0.96851f, 0.96924f, 0.97f, 0.97073f, 0.97147f, 0.9722f, 0.9729f, 0.9736f, 0.9743f, 0.97501f,
13927		−0.97568f, 0.97635f, 0.97699f, 0.97766f, 0.9783f, 0.97891f, 0.97955f, 0.98016f, 0.98074f, 0.98135f, 0.98193f, 0.98251f, 0.98306f, 0.98364f, 0.98419f, 0.98471f, 0.98526f, 0.98578f, 0.98627f, 0.98679f,
13928		−0.98727f, 0.98776f, 0.98822f, 0.98868f, 0.98914f, 0.98959f, 0.99002f, 0.99045f, 0.99088f, 0.99127f, 0.99167f, 0.99207f, 0.99246f, 0.99283f, 0.99319f, 0.99353f, 0.99387f, 0.9942f, 0.99454f, 0.99484f,
13929		−0.99515f, 0.99545f, 0.99573f, 0.996f, 0.99628f, 0.99655f, 0.9968f, 0.99704f, 0.99725f, 0.99747f, 0.99768f, 0.99789f, 0.99808f, 0.99826f, 0.99844f, 0.9986f, 0.99878f, 0.9989f, 0.99905f, 0.99918f,
13930		−0.9993f, 0.99939f, 0.99951f, 0.9996f, 0.99966f, 0.99973f, 0.99979f, 0.99985f, 0.99991f, 0.99994f, 0.99994f, 0.99997f, 0.99997f, 0.99997f, 0.99994f, 0.99994f, 0.99991f, 0.99985f, 0.99979f, 0.99973f,
13931		−0.99966f, 0.9996f, 0.99951f, 0.99939f, 0.9993f, 0.99918f, 0.99905f, 0.9989f, 0.99878f, 0.9986f, 0.99844f, 0.99826f, 0.99808f, 0.99789f, 0.99768f, 0.99747f, 0.99725f, 0.99704f, 0.9968f, 0.99655f,
13932		−0.99628f, 0.996f, 0.99573f, 0.99545f, 0.99515f, 0.99484f, 0.99454f, 0.9942f, 0.99387f, 0.99353f, 0.99319f, 0.99283f, 0.99246f, 0.99207f, 0.99167f, 0.99127f, 0.99088f, 0.99045f, 0.99002f, 0.98959f,
13933		−0.98914f, 0.98868f, 0.98822f, 0.98776f, 0.98727f, 0.98679f, 0.98627f, 0.98578f, 0.98526f, 0.98471f, 0.98419f, 0.98364f, 0.98306f, 0.98251f, 0.98193f, 0.98135f, 0.98074f, 0.98016f, 0.97955f, 0.97891f,
13934		−0.9783f, 0.97766f, 0.97699f, 0.97635f, 0.97568f, 0.97501f, 0.9743f, 0.9736f, 0.9729f, 0.9722f, 0.97147f, 0.97073f, 0.97f, 0.96924f, 0.96851f, 0.96771f, 0.96695f, 0.96616f, 0.96536f, 0.96457f,
13935		−0.96375f, 0.96292f, 0.9621f, 0.96124f, 0.96039f, 0.95953f, 0.95868f, 0.95779f, 0.95691f, 0.95602f, 0.95511f, 0.95419f, 0.95328f, 0.95233f, 0.95142f, 0.95047f, 0.94949f, 0.94852f, 0.94757f, 0.94656f,
13936		−0.94559f, 0.94458f, 0.94357f, 0.94254f, 0.94153f, 0.94049f, 0.93942f, 0.93839f, 0.93732f, 0.93625f, 0.93515f, 0.93405f, 0.93295f, 0.93185f, 0.93073f, 0.92963f, 0.92847f, 0.92734f, 0.92618f, 0.92502f,
13937		−0.92386f, 0.92267f, 0.92148f, 0.92029f, 0.9191f, 0.91788f, 0.91666f, 0.91541f, 0.91418f, 0.91293f, 0.91168f, 0.9104f, 0.90915f, 0.90787f, 0.90656f, 0.90527f, 0.90396f, 0.90265f, 0.90131f, 0.89999f,
13938		−0.89865f, 0.89731f, 0.89594f, 0.89456f, 0.89319f, 0.89182f, 0.89041f, 0.88901f, 0.8876f, 0.8862f, 0.88477f, 0.88333f, 0.8819f, 0.88043f, 0.879f, 0.8775f, 0.87604f, 0.87457f, 0.87308f, 0.87155f,
13939		−0.87006f, 0.86853f, 0.867f, 0.86548f, 0.86395f, 0.8624f, 0.86084f, 0.85928f, 0.8577f, 0.85611f, 0.85452f, 0.85294f, 0.85132f, 0.8497f, 0.84808f, 0.84647f, 0.84482f, 0.84317f, 0.84152f, 0.83987f,
13940		−0.8382f, 0.83652f, 0.83484f, 0.83313f, 0.83145f, 0.82974f, 0.828f, 0.82629f, 0.82455f, 0.82281f, 0.82108f, 0.81931f, 0.81757f, 0.8158f, 0.814f, 0.81223f, 0.81042f, 0.80862f, 0.80682f, 0.80499f,
13941		−0.80319f, 0.80136f, 0.7995f, 0.79767f, 0.79581f, 0.79395f, 0.79208f, 0.79019f, 0.78833f, 0.78644f, 0.78452f, 0.78262f, 0.7807f, 0.77878f, 0.77686f, 0.77493f, 0.77298f, 0.77103f, 0.76907f, 0.76712f,
13942		−0.76514f, 0.76315f, 0.76117f, 0.75919f, 0.75717f, 0.75519f, 0.75317f, 0.75113f, 0.74911f, 0.74707f, 0.74503f, 0.74298f, 0.74094f, 0.73886f, 0.73679f, 0.73471f, 0.73264f, 0.73053f, 0.72842f, 0.72632f,
13943		−0.72421f, 0.72211f, 0.71997f, 0.71783f, 0.7157f, 0.71356f, 0.7114f, 0.70926f, 0.70709f, 0.7049f, 0.70273f, 0.70053f, 0.69836f, 0.69614f, 0.69394f, 0.69174f, 0.68951f, 0.68729f, 0.68506f, 0.68283f,
13944		−0.68057f, 0.67831f, 0.67606f, 0.6738f, 0.67154f, 0.66925f, 0.66696f, 0.66467f, 0.66238f, 0.6601f, 0.65778f, 0.65546f, 0.65314f, 0.65082f, 0.6485f, 0.64615f, 0.6438f, 0.64145f, 0.6391f, 0.63675f,
13945		−0.63437f, 0.63199f, 0.62961f, 0.62723f, 0.62485f, 0.62244f, 0.62003f, 0.61761f, 0.6152f, 0.61279f, 0.61035f, 0.60791f, 0.6055f, 0.60303f, 0.60059f, 0.59814f, 0.59567f, 0.5932f, 0.59073f, 0.58826f,
13946		−0.58578f, 0.58328f, 0.58078f, 0.57828f, 0.57578f, 0.57327f, 0.57077f, 0.56824f, 0.5657f, 0.56317f, 0.56064f, 0.55811f, 0.55554f, 0.55298f, 0.55045f, 0.54788f, 0.54529f, 0.54272f, 0.54016f, 0.53757f,
13947		−0.53497f, 0.53238f, 0.52979f, 0.52716f, 0.52457f, 0.52194f, 0.51932f, 0.51672f, 0.51407f, 0.51144f, 0.50882f, 0.50616f, 0.50351f, 0.50085f, 0.4982f, 0.49554f, 0.49289f, 0.4902f, 0.48752f, 0.48483f,
13948		−0.48215f, 0.47946f, 0.47678f, 0.47409f, 0.47137f, 0.46866f, 0.46594f, 0.46323f, 0.46051f, 0.45779f, 0.45505f, 0.45233f, 0.44958f, 0.44684f, 0.44409f, 0.44135f, 0.4386f, 0.43582f, 0.43307f, 0.4303f,
13949		−0.42752f, 0.42474f, 0.42197f, 0.41919f, 0.41641f, 0.4136f, 0.41083f, 0.40802f, 0.40521f, 0.4024f, 0.3996f, 0.39679f, 0.39398f, 0.39114f, 0.38834f, 0.3855f, 0.38266f, 0.37982f, 0.37698f, 0.37415f,
13950		−0.37131f, 0.36844f, 0.3656f, 0.36273f, 0.35986f, 0.35703f, 0.35416f, 0.35126f, 0.34839f, 0.34552f, 0.34265f, 0.33975f, 0.33688f, 0.33398f, 0.33109f, 0.32819f, 0.32529f, 0.32239f, 0.31949f, 0.31656f,
13951		−0.31366f, 0.31076f, 0.30783f, 0.3049f, 0.30197f, 0.29907f, 0.29614f, 0.29321f, 0.29025f, 0.28732f, 0.28439f, 0.28143f, 0.2785f, 0.27554f, 0.27261f, 0.26965f, 0.26669f, 0.26373f, 0.26077f, 0.25781f,
13952		−0.25485f, 0.25189f, 0.2489f, 0.24594f, 0.24295f, 0.23999f, 0.237f, 0.23401f, 0.23105f, 0.22806f, 0.22507f, 0.22208f, 0.21909f, 0.21609f, 0.2131f, 0.21008f, 0.20709f, 0.2041f, 0.20108f, 0.19809f,
13953		−0.19507f, 0.19205f, 0.18906f, 0.18604f, 0.18301f, 0.17999f, 0.17697f, 0.17398f, 0.17093f, 0.16791f, 0.16489f, 0.16187f, 0.15884f, 0.15582f, 0.15277f, 0.14975f, 0.1467f, 0.14368f, 0.14066f, 0.1376f,
13954		−0.13455f, 0.13153f, 0.12848f, 0.12543f, 0.12241f, 0.11935f, 0.1163f, 0.11325f, 0.1102f, 0.10715f, 0.1041f, 0.10104f, 0.09799f, 0.09494f, 0.09189f, 0.08884f, 0.08578f, 0.08273f, 0.07965f, 0.0766f,
13955		−0.07355f, 0.0705f, 0.06741f, 0.06436f, 0.06131f, 0.05823f, 0.05518f, 0.05212f, 0.04904f, 0.04599f, 0.04291f, 0.03986f, 0.0368f, 0.03372f, 0.03067f, 0.02759f, 0.02454f, 0.02145f, 0.0184f, 0.01532f,
13956		−0.01227f, 0.00919f, 0.00613f, 0.00305f, 0.0f, -0.00308f, -0.00616f, -0.00922f, -0.0123f, -0.01535f, -0.01843f, -0.02148f, -0.02457f, -0.02762f, -0.0307f, -0.03375f, -0.03683f, -0.03989f, -0.04294f, -0.04602f,
13957		−-0.04907f, -0.05215f, -0.05521f, -0.05826f, -0.06134f, -0.06439f, -0.06744f, -0.07053f, -0.07358f, -0.07663f, -0.07968f, -0.08276f, -0.08582f, -0.08887f, -0.09192f, -0.09497f, -0.09802f, -0.10107f, -0.10413f, -0.10718f,
13958		−-0.11023f, -0.11328f, -0.11633f, -0.11938f, -0.12244f, -0.12546f, -0.12851f, -0.13156f, -0.13458f, -0.13763f, -0.14069f, -0.14371f, -0.14673f, -0.14978f, -0.1528f, -0.15585f, -0.15887f, -0.1619f, -0.16492f, -0.16794f,
13959		−-0.17096f, -0.17401f, -0.177f, -0.18002f, -0.18304f, -0.18607f, -0.18909f, -0.19208f, -0.1951f, -0.19812f, -0.20111f, -0.20413f, -0.20712f, -0.21011f, -0.21313f, -0.21613f, -0.21912f, -0.22211f, -0.2251f, -0.22809f,
13960		−-0.23108f, -0.23404f, -0.23703f, -0.24002f, -0.24298f, -0.24597f, -0.24893f, -0.25192f, -0.25488f, -0.25784f, -0.2608f, -0.26376f, -0.26672f, -0.26968f, -0.27264f, -0.27557f, -0.27853f, -0.28146f, -0.28442f, -0.28735f,
13961		−-0.29028f, -0.29324f, -0.29617f, -0.2991f, -0.302f, -0.30493f, -0.30786f, -0.31079f, -0.31369f, -0.31659f, -0.31952f, -0.32242f, -0.32532f, -0.32822f, -0.33112f, -0.33401f, -0.33691f, -0.33978f, -0.34268f, -0.34555f,
13962		−-0.34842f, -0.35129f, -0.35419f, -0.35706f, -0.35989f, -0.36276f, -0.36563f, -0.36847f, -0.37134f, -0.37418f, -0.37701f, -0.37985f, -0.38269f, -0.38553f, -0.38837f, -0.39117f, -0.39401f, -0.39682f, -0.39963f, -0.40244f,
13963		−-0.40524f, -0.40805f, -0.41086f, -0.41364f, -0.41644f, -0.41922f, -0.422f, -0.42477f, -0.42755f, -0.43033f, -0.43311f, -0.43585f, -0.43863f, -0.44138f, -0.44412f, -0.44687f, -0.44962f, -0.45236f, -0.45508f, -0.45782f,
13964		−-0.46054f, -0.46326f, -0.46597f, -0.46869f, -0.47141f, -0.47412f, -0.47681f, -0.47949f, -0.48218f, -0.48486f, -0.48755f, -0.49023f, -0.49292f, -0.49557f, -0.49823f, -0.50089f, -0.50354f, -0.5062f, -0.50885f, -0.51147f,
13965		−-0.5141f, -0.51675f, -0.51935f, -0.52197f, -0.5246f, -0.52719f, -0.52982f, -0.53241f, -0.535f, -0.5376f, -0.54019f, -0.54276f, -0.54532f, -0.54791f, -0.55048f, -0.55301f, -0.55557f, -0.55814f, -0.56067f, -0.5632f,
13966		−-0.56573f, -0.56827f, -0.5708f, -0.5733f, -0.57581f, -0.57831f, -0.58081f, -0.58331f, -0.58582f, -0.58829f, -0.59076f, -0.59323f, -0.5957f, -0.59818f, -0.60062f, -0.60306f, -0.60553f, -0.60794f, -0.61038f, -0.61282f,
13967		−-0.61523f, -0.61765f, -0.62006f, -0.62247f, -0.62488f, -0.62726f, -0.62964f, -0.63202f, -0.6344f, -0.63678f, -0.63913f, -0.64148f, -0.64383f, -0.64618f, -0.64853f, -0.65085f, -0.65317f, -0.65549f, -0.65781f, -0.66013f,
13968		−-0.66241f, -0.6647f, -0.66699f, -0.66928f, -0.67157f, -0.67383f, -0.67609f, -0.67834f, -0.6806f, -0.68286f, -0.68509f, -0.68732f, -0.68954f, -0.69177f, -0.69397f, -0.69617f, -0.69839f, -0.70056f, -0.70276f, -0.70493f,
13969		−-0.70712f, -0.70929f, -0.71143f, -0.71359f, -0.71573f, -0.71786f, -0.72f, -0.72214f, -0.72424f, -0.72635f, -0.72845f, -0.73056f, -0.73267f, -0.73474f, -0.73682f, -0.73889f, -0.74097f, -0.74301f, -0.74506f, -0.7471f,
13970		−-0.74915f, -0.75116f, -0.7532f, -0.75522f, -0.7572f, -0.75922f, -0.7612f, -0.76318f, -0.76517f, -0.76715f, -0.7691f, -0.77106f, -0.77301f, -0.77496f, -0.77689f, -0.77881f, -0.78073f, -0.78265f, -0.78455f, -0.78647f,
13971		−-0.78836f, -0.79022f, -0.79211f, -0.79398f, -0.79584f, -0.7977f, -0.79953f, -0.80139f, -0.80322f, -0.80502f, -0.80685f, -0.80865f, -0.81046f, -0.81226f, -0.81403f, -0.81583f, -0.8176f, -0.81934f, -0.82111f, -0.82285f,
13972		−-0.82458f, -0.82632f, -0.82803f, -0.82977f, -0.83148f, -0.83316f, -0.83487f, -0.83655f, -0.83823f, -0.8399f, -0.84155f, -0.8432f, -0.84485f, -0.8465f, -0.84811f, -0.84973f, -0.85135f, -0.85297f, -0.85455f, -0.85614f,
13973		−-0.85773f, -0.85931f, -0.86087f, -0.86243f, -0.86398f, -0.86551f, -0.86703f, -0.86856f, -0.87009f, -0.87158f, -0.87311f, -0.8746f, -0.87607f, -0.87753f, -0.87903f, -0.88046f, -0.88193f, -0.88336f, -0.8848f, -0.88623f,
13974		−-0.88763f, -0.88904f, -0.89044f, -0.89185f, -0.89322f, -0.89459f, -0.89597f, -0.89734f, -0.89868f, -0.90002f, -0.90134f, -0.90268f, -0.90399f, -0.9053f, -0.90659f, -0.9079f, -0.90918f, -0.91043f, -0.91171f, -0.91296f,
13975		−-0.91422f, -0.91544f, -0.91669f, -0.91791f, -0.91913f, -0.92032f, -0.92151f, -0.9227f, -0.92389f, -0.92505f, -0.92621f, -0.92737f, -0.9285f, -0.92966f, -0.93076f, -0.93188f, -0.93298f, -0.93408f, -0.93518f, -0.93628f,
13976		−-0.93735f, -0.93842f, -0.93945f, -0.94052f, -0.94156f, -0.94257f, -0.9436f, -0.94461f, -0.94562f, -0.94659f, -0.9476f, -0.94855f, -0.94952f, -0.9505f, -0.95145f, -0.95236f, -0.95331f, -0.95422f, -0.95514f, -0.95605f,
13977		−-0.95694f, -0.95782f, -0.95871f, -0.95956f, -0.96042f, -0.96127f, -0.96213f, -0.96295f, -0.96378f, -0.9646f, -0.96539f, -0.96619f, -0.96698f, -0.96774f, -0.96854f, -0.96927f, -0.97003f, -0.97076f, -0.9715f, -0.97223f,
13978		−-0.97293f, -0.97363f, -0.97433f, -0.97504f, -0.97571f, -0.97638f, -0.97702f, -0.97769f, -0.97833f, -0.97894f, -0.97958f, -0.98019f, -0.98077f, -0.98138f, -0.98196f, -0.98254f, -0.98309f, -0.98367f, -0.98422f, -0.98474f,
13979		−-0.98529f, -0.98581f, -0.9863f, -0.98682f, -0.9873f, -0.98779f, -0.98825f, -0.98871f, -0.98917f, -0.98962f, -0.99005f, -0.99048f, -0.99091f, -0.9913f, -0.9917f, -0.9921f, -0.99249f, -0.99286f, -0.99323f, -0.99356f,
13980		−-0.9939f, -0.99423f, -0.99457f, -0.99487f, -0.99518f, -0.99548f, -0.99576f, -0.99603f, -0.99631f, -0.99658f, -0.99683f, -0.99707f, -0.99728f, -0.9975f, -0.99771f, -0.99792f, -0.99811f, -0.99829f, -0.99847f, -0.99863f,
13981		−-0.99881f, -0.99893f, -0.99908f, -0.99921f, -0.99933f, -0.99942f, -0.99954f, -0.99963f, -0.99969f, -0.99976f, -0.99982f, -0.99988f, -0.99994f, -0.99997f, -0.99997f, -1.0f, -1.0f, -1.0f, -0.99997f, -0.99997f,
13982		−-0.99994f, -0.99988f, -0.99982f, -0.99976f, -0.99969f, -0.99963f, -0.99954f, -0.99942f, -0.99933f, -0.99921f, -0.99908f, -0.99893f, -0.99881f, -0.99863f, -0.99847f, -0.99829f, -0.99811f, -0.99792f, -0.99771f, -0.9975f,
13983		−-0.99728f, -0.99707f, -0.99683f, -0.99658f, -0.99631f, -0.99603f, -0.99576f, -0.99548f, -0.99518f, -0.99487f, -0.99457f, -0.99423f, -0.9939f, -0.99356f, -0.99323f, -0.99286f, -0.99249f, -0.9921f, -0.9917f, -0.9913f,
13984		−-0.99091f, -0.99048f, -0.99005f, -0.98962f, -0.98917f, -0.98871f, -0.98825f, -0.98779f, -0.9873f, -0.98682f, -0.9863f, -0.98581f, -0.98529f, -0.98474f, -0.98422f, -0.98367f, -0.98309f, -0.98254f, -0.98196f, -0.98138f,
13985		−-0.98077f, -0.98019f, -0.97958f, -0.97894f, -0.97833f, -0.97769f, -0.97702f, -0.97638f, -0.97571f, -0.97504f, -0.97433f, -0.97363f, -0.97293f, -0.97223f, -0.9715f, -0.97076f, -0.97003f, -0.96927f, -0.96854f, -0.96774f,
13986		−-0.96698f, -0.96619f, -0.96539f, -0.9646f, -0.96378f, -0.96295f, -0.96213f, -0.96127f, -0.96042f, -0.95956f, -0.95871f, -0.95782f, -0.95694f, -0.95605f, -0.95514f, -0.95422f, -0.95331f, -0.95236f, -0.95145f, -0.9505f,
13987		−-0.94952f, -0.94855f, -0.9476f, -0.94659f, -0.94562f, -0.94461f, -0.9436f, -0.94257f, -0.94156f, -0.94052f, -0.93945f, -0.93842f, -0.93735f, -0.93628f, -0.93518f, -0.93408f, -0.93298f, -0.93188f, -0.93076f, -0.92966f,
13988		−-0.9285f, -0.92737f, -0.92621f, -0.92505f, -0.92389f, -0.9227f, -0.92151f, -0.92032f, -0.91913f, -0.91791f, -0.91669f, -0.91544f, -0.91422f, -0.91296f, -0.91171f, -0.91043f, -0.90918f, -0.9079f, -0.90659f, -0.9053f,
13989		−-0.90399f, -0.90268f, -0.90134f, -0.90002f, -0.89868f, -0.89734f, -0.89597f, -0.89459f, -0.89322f, -0.89185f, -0.89044f, -0.88904f, -0.88763f, -0.88623f, -0.8848f, -0.88336f, -0.88193f, -0.88046f, -0.87903f, -0.87753f,
13990		−-0.87607f, -0.8746f, -0.87311f, -0.87158f, -0.87009f, -0.86856f, -0.86703f, -0.86551f, -0.86398f, -0.86243f, -0.86087f, -0.85931f, -0.85773f, -0.85614f, -0.85455f, -0.85297f, -0.85135f, -0.84973f, -0.84811f, -0.8465f,
13991		−-0.84485f, -0.8432f, -0.84155f, -0.8399f, -0.83823f, -0.83655f, -0.83487f, -0.83316f, -0.83148f, -0.82977f, -0.82803f, -0.82632f, -0.82458f, -0.82285f, -0.82111f, -0.81934f, -0.8176f, -0.81583f, -0.81403f, -0.81226f,
13992		−-0.81046f, -0.80865f, -0.80685f, -0.80502f, -0.80322f, -0.80139f, -0.79953f, -0.7977f, -0.79584f, -0.79398f, -0.79211f, -0.79022f, -0.78836f, -0.78647f, -0.78455f, -0.78265f, -0.78073f, -0.77881f, -0.77689f, -0.77496f,
13993		−-0.77301f, -0.77106f, -0.7691f, -0.76715f, -0.76517f, -0.76318f, -0.7612f, -0.75922f, -0.7572f, -0.75522f, -0.7532f, -0.75116f, -0.74915f, -0.7471f, -0.74506f, -0.74301f, -0.74097f, -0.73889f, -0.73682f, -0.73474f,
13994		−-0.73267f, -0.73056f, -0.72845f, -0.72635f, -0.72424f, -0.72214f, -0.72f, -0.71786f, -0.71573f, -0.71359f, -0.71143f, -0.70929f, -0.70712f, -0.70493f, -0.70276f, -0.70056f, -0.69839f, -0.69617f, -0.69397f, -0.69177f,
13995		−-0.68954f, -0.68732f, -0.68509f, -0.68286f, -0.6806f, -0.67834f, -0.67609f, -0.67383f, -0.67157f, -0.66928f, -0.66699f, -0.6647f, -0.66241f, -0.66013f, -0.65781f, -0.65549f, -0.65317f, -0.65085f, -0.64853f, -0.64618f,
13996		−-0.64383f, -0.64148f, -0.63913f, -0.63678f, -0.6344f, -0.63202f, -0.62964f, -0.62726f, -0.62488f, -0.62247f, -0.62006f, -0.61765f, -0.61523f, -0.61282f, -0.61038f, -0.60794f, -0.60553f, -0.60306f, -0.60062f, -0.59818f,
13997		−-0.5957f, -0.59323f, -0.59076f, -0.58829f, -0.58582f, -0.58331f, -0.58081f, -0.57831f, -0.57581f, -0.5733f, -0.5708f, -0.56827f, -0.56573f, -0.5632f, -0.56067f, -0.55814f, -0.55557f, -0.55301f, -0.55048f, -0.54791f,
13998		−-0.54532f, -0.54276f, -0.54019f, -0.5376f, -0.535f, -0.53241f, -0.52982f, -0.52719f, -0.5246f, -0.52197f, -0.51935f, -0.51675f, -0.5141f, -0.51147f, -0.50885f, -0.5062f, -0.50354f, -0.50089f, -0.49823f, -0.49557f,
13999		−-0.49292f, -0.49023f, -0.48755f, -0.48486f, -0.48218f, -0.47949f, -0.47681f, -0.47412f, -0.47141f, -0.46869f, -0.46597f, -0.46326f, -0.46054f, -0.45782f, -0.45508f, -0.45236f, -0.44962f, -0.44687f, -0.44412f, -0.44138f,
14000		−-0.43863f, -0.43585f, -0.43311f, -0.43033f, -0.42755f, -0.42477f, -0.422f, -0.41922f, -0.41644f, -0.41364f, -0.41086f, -0.40805f, -0.40524f, -0.40244f, -0.39963f, -0.39682f, -0.39401f, -0.39117f, -0.38837f, -0.38553f,
14001		−-0.38269f, -0.37985f, -0.37701f, -0.37418f, -0.37134f, -0.36847f, -0.36563f, -0.36276f, -0.35989f, -0.35706f, -0.35419f, -0.35129f, -0.34842f, -0.34555f, -0.34268f, -0.33978f, -0.33691f, -0.33401f, -0.33112f, -0.32822f,
14002		−-0.32532f, -0.32242f, -0.31952f, -0.31659f, -0.31369f, -0.31079f, -0.30786f, -0.30493f, -0.302f, -0.2991f, -0.29617f, -0.29324f, -0.29028f, -0.28735f, -0.28442f, -0.28146f, -0.27853f, -0.27557f, -0.27264f, -0.26968f,
14003		−-0.26672f, -0.26376f, -0.2608f, -0.25784f, -0.25488f, -0.25192f, -0.24893f, -0.24597f, -0.24298f, -0.24002f, -0.23703f, -0.23404f, -0.23108f, -0.22809f, -0.2251f, -0.22211f, -0.21912f, -0.21613f, -0.21313f, -0.21011f,
14004		−-0.20712f, -0.20413f, -0.20111f, -0.19812f, -0.1951f, -0.19208f, -0.18909f, -0.18607f, -0.18304f, -0.18002f, -0.177f, -0.17401f, -0.17096f, -0.16794f, -0.16492f, -0.1619f, -0.15887f, -0.15585f, -0.1528f, -0.14978f,
14005		−-0.14673f, -0.14371f, -0.14069f, -0.13763f, -0.13458f, -0.13156f, -0.12851f, -0.12546f, -0.12244f, -0.11938f, -0.11633f, -0.11328f, -0.11023f, -0.10718f, -0.10413f, -0.10107f, -0.09802f, -0.09497f, -0.09192f, -0.08887f,
14006		−-0.08582f, -0.08276f, -0.07968f, -0.07663f, -0.07358f, -0.07053f, -0.06744f, -0.06439f, -0.06134f, -0.05826f, -0.05521f, -0.05215f, -0.04907f, -0.04602f, -0.04294f, -0.03989f, -0.03683f, -0.03375f, -0.0307f, -0.02762f,
14007		−-0.02457f, -0.02148f, -0.01843f, -0.01535f, -0.0123f, -0.00922f, -0.00616f, -0.00308f
14008		−};
	13759	+

LEAF/Src_cpp/leaf-math.cpp+87−2

@@ -18,13 +18,98 @@ · 17 unmodified lines
18	18	#include "../Inc/leaf-math.h"
19	19	#include "../Inc/leaf-wavetables.h"
20	20
21		−#endif
	21	+#endif
	22	+
	23	+//#include "../JuceLibraryCode/JuceHeader.h"
	24	+
22	25
23	26	// The C-embedded Audio Library.
24	27	#define TWO_TO_16 65536.f
25	28
26	29	#define EXPONENTIAL_TABLE_SIZE 65536
27		−
	30	+
	31	+void LEAF_generate_sine(float* buffer, int size)
	32	+{
	33	+ float phase;
	34	+ for (int i = 0; i < size; i++)
	35	+ {
	36	+ phase = (float) i / (float) size;
	37	+ buffer[i] = sinf(phase * TWO_PI);
	38	+ }
	39	+}
	40	+
	41	+void LEAF_generate_sawtooth(float* buffer, float basefreq, int size)
	42	+{
	43	+ int harmonic = 1;
	44	+ float phase = 0.0f;
	45	+ float freq = harmonic * basefreq;
	46	+ float amp;
	47	+
	48	+ while (freq < (leaf.sampleRate * 0.5))
	49	+ {
	50	+ amp = 1.0f / harmonic;
	51	+ for (int i = 0; i < size; i++)
	52	+ {
	53	+ phase = (float) i / (float) size;
	54	+ buffer[i] += (amp * sinf(harmonic * phase * TWO_PI));
	55	+ }
	56	+
	57	+ harmonic++;
	58	+ freq = harmonic * basefreq;
	59	+ }
	60	+}
	61	+
	62	+
	63	+void LEAF_generate_triangle(float* buffer, float basefreq, int size)
	64	+{
	65	+ int harmonic = 1;
	66	+ float phase = 0.0f;
	67	+ float freq = harmonic * basefreq;
	68	+ float amp = 1.0f;
	69	+
	70	+ int count = 0;
	71	+ float mult = 1.0f;
	72	+
	73	+ while (freq < (leaf.sampleRate * 0.5))
	74	+ {
	75	+ amp = 1.0f / (float)(harmonic * harmonic);
	76	+
	77	+ if (count % 2) mult = -1.0f;
	78	+ else mult = 1.0f;
	79	+
	80	+ for (int i = 0; i < size; i++)
	81	+ {
	82	+ phase = (float) i / (float) size;
	83	+ buffer[i] += (mult * amp * sinf(harmonic * phase * TWO_PI));
	84	+ }
	85	+
	86	+ count++;
	87	+ harmonic += 2;
	88	+ freq = harmonic * basefreq;
	89	+ }
	90	+}
	91	+
	92	+void LEAF_generate_square(float* buffer, float basefreq, int size)
	93	+{
	94	+ int harmonic = 1;
	95	+ float phase = 0.0f;
	96	+ float freq = harmonic * basefreq;
	97	+ float amp = 1.0f;
	98	+
	99	+ while (freq < (leaf.sampleRate * 0.5))
	100	+ {
	101	+ amp = 1.0f / (float)(harmonic);
	102	+
	103	+ for (int i = 0; i < size; i++)
	104	+ {
	105	+ phase = (float) i / (float) size;
	106	+ buffer[i] += (amp * sinf(harmonic * phase * TWO_PI));
	107	+ }
	108	+
	109	+ harmonic += 2;
	110	+ freq = harmonic * basefreq;
	111	+ }
	112	+}
28	113
29	114
30	115

LEAF/Src_cpp/leaf-oscillator.cpp+137−51

@@ -223,12 +223,28 @@ void tNeuron_setCurrent (tNeuron* const n, float current) · 222 unmodified lines
223	223	void tCycle_init(tCycle* const c)
224	224	{
225	225	c->inc = 0.0f;
226		− c->phase = 0.0f;
227		−}
	226	+ c->phase = 0.0f;
	227	+ c->tsize = 2048;
	228	+
	229	+ tCycle_setTableSize(c, c->tsize);
	230	+}
228	231
229	232	void tCycle_free(tCycle* const c)
230		−{
	233	+{
	234	+ leaf_free(c->table);
	235	+
231	236	leaf_free(c);
	237	+}
	238	+
	239	+void tCycle_setTableSize(tCycle* const c, int size)
	240	+{
	241	+ leaf_free(c->table);
	242	+
	243	+ c->tsize = size;
	244	+
	245	+ c->table = (float) leaf_alloc(c->tsize sizeof(float));
	246	+
	247	+ LEAF_generate_sine(c->table, c->tsize);
232	248	}
233	249
234	250	int tCycle_setFreq(tCycle* const c, float freq)
@@ -248,12 +264,12 @@ float tCycle_tick(tCycle* const c) · 13 unmodified lines
248	264	if (c->phase >= 1.0f) c->phase -= 1.0f;
249	265
250	266	// Wavetable synthesis
251		− float temp = SINE_TABLE_SIZE * c->phase;
	267	+ float temp = c->tsize * c->phase;
252	268	int intPart = (int)temp;
253	269	float fracPart = temp - (float)intPart;
254		− float samp0 = sinewave[intPart];
255		− if (++intPart >= SINE_TABLE_SIZE) intPart = 0;
256		− float samp1 = sinewave[intPart];
	270	+ float samp0 = c->table[intPart];
	271	+ if (++intPart >= c->tsize) intPart = 0;
	272	+ float samp1 = c->table[intPart];
257	273	return (samp0 + (samp1 - samp0) * fracPart);
258	274	}
259	275
@@ -301,12 +317,37 @@ void tPhasor_free(tPhasor* const p) · 41 unmodified lines
301	317	void tSawtooth_init(tSawtooth* const c)
302	318	{
303	319	c->inc = 0.0f;
304		− c->phase = 0.0f;
	320	+ c->phase = 0.0f;
	321	+ c->tsize = 2048;
	322	+
	323	+ tSawtooth_setTableSize(c, c->tsize);
305	324	}
306	325
307	326	void tSawtooth_free(tSawtooth* const c)
308		−{
	327	+{
	328	+ for (int i = 0; i < NUM_TABLES; i++)
	329	+ {
	330	+ leaf_free(c->table[i]);
	331	+ }
	332	+
309	333	leaf_free(c);
	334	+}
	335	+
	336	+void tSawtooth_setTableSize (tSawtooth* const c, int size)
	337	+{
	338	+ c->tsize = size;
	339	+
	340	+ float freq = 20.0f;
	341	+ for (int i = 0; i < NUM_TABLES; i++)
	342	+ {
	343	+ leaf_free(c->table[i]);
	344	+
	345	+ c->table[i] = (float) leaf_alloc(c->tsize sizeof(float));
	346	+
	347	+ LEAF_generate_sawtooth(c->table[i], freq, c->tsize);
	348	+
	349	+ freq *= 2.0f;
	350	+ }
310	351	}
311	352
312	353	int tSawtooth_setFreq(tSawtooth* const c, float freq)
@@ -328,67 +369,67 @@ float tSawtooth_tick(tSawtooth* const c) · 15 unmodified lines
328	369	float out = 0.0f;
329	370	float w;
330	371
331		− int idx = (int)(c->phase * TRI_TABLE_SIZE);
	372	+ int idx = (int)(c->phase * c->tsize);
332	373
333	374	// Wavetable synthesis
334	375
335	376	if (c->freq <= 20.0f)
336	377	{
337		− out = sawtooth[T20][idx];
	378	+ out = c->table[T20][idx];
338	379	}
339	380	else if (c->freq <= 40.0f)
340	381	{
341	382	w = ((40.0f - c->freq) * INV_20);
342		− out = (sawtooth[T20][idx] * w) + (sawtooth[T40][idx] * (1.0f - w));
	383	+ out = (c->table[T20][idx] * w) + (c->table[T40][idx] * (1.0f - w));
343	384	}
344	385	else if (c->freq <= 80.0f)
345	386	{
346	387	w = ((80.0f - c->freq) * INV_40);
347		− out = (sawtooth[T40][idx] * w) + (sawtooth[T80][idx] * (1.0f - w));
	388	+ out = (c->table[T40][idx] * w) + (c->table[T80][idx] * (1.0f - w));
348	389	}
349	390	else if (c->freq <= 160.0f)
350	391	{
351	392	w = ((160.0f - c->freq) * INV_80);
352		− out = (sawtooth[T80][idx] * w) + (sawtooth[T160][idx] * (1.0f - w));
	393	+ out = (c->table[T80][idx] * w) + (c->table[T160][idx] * (1.0f - w));
353	394	}
354	395	else if (c->freq <= 320.0f)
355	396	{
356	397	w = ((320.0f - c->freq) * INV_160);
357		− out = (sawtooth[T160][idx] * w) + (sawtooth[T320][idx] * (1.0f - w));
	398	+ out = (c->table[T160][idx] * w) + (c->table[T320][idx] * (1.0f - w));
358	399	}
359	400	else if (c->freq <= 640.0f)
360	401	{
361	402	w = ((640.0f - c->freq) * INV_320);
362		− out = (sawtooth[T320][idx] * w) + (sawtooth[T640][idx] * (1.0f - w));
	403	+ out = (c->table[T320][idx] * w) + (c->table[T640][idx] * (1.0f - w));
363	404	}
364	405	else if (c->freq <= 1280.0f)
365	406	{
366	407	w = ((1280.0f - c->freq) * INV_640);
367		− out = (sawtooth[T640][idx] * w) + (sawtooth[T1280][idx] * (1.0f - w));
	408	+ out = (c->table[T640][idx] * w) + (c->table[T1280][idx] * (1.0f - w));
368	409	}
369	410	else if (c->freq <= 2560.0f)
370	411	{
371	412	w = ((2560.0f - c->freq) * INV_1280);
372		− out = (sawtooth[T1280][idx] * w) + (sawtooth[T2560][idx] * (1.0f - w));
	413	+ out = (c->table[T1280][idx] * w) + (c->table[T2560][idx] * (1.0f - w));
373	414	}
374	415	else if (c->freq <= 5120.0f)
375	416	{
376	417	w = ((5120.0f - c->freq) * INV_2560);
377		− out = (sawtooth[T2560][idx] * w) + (sawtooth[T5120][idx] * (1.0f - w));
	418	+ out = (c->table[T2560][idx] * w) + (c->table[T5120][idx] * (1.0f - w));
378	419	}
379	420	else if (c->freq <= 10240.0f)
380	421	{
381	422	w = ((10240.0f - c->freq) * INV_5120);
382		− out = (sawtooth[T5120][idx] * w) + (sawtooth[T10240][idx] * (1.0f - w));
	423	+ out = (c->table[T5120][idx] * w) + (c->table[T10240][idx] * (1.0f - w));
383	424	}
384	425	else if (c->freq <= 20480.0f)
385	426	{
386	427	w = ((20480.0f - c->freq) * INV_10240);
387		− out = (sawtooth[T10240][idx] * w) + (sawtooth[T20480][idx] * (1.0f - w));
	428	+ out = (c->table[T10240][idx] * w) + (c->table[T20480][idx] * (1.0f - w));
388	429	}
389	430	else
390	431	{
391		− out = sawtooth[T20480][idx];
	432	+ out = c->table[T20480][idx];
392	433	}
393	434
394	435	return out;
@@ -412,8 +453,31 @@ void tTriangle_init(tTriangle* const c) · 17 unmodified lines
412	453	}
413	454
414	455	void tTriangle_free(tTriangle* const c)
415		−{
416		− leaf_free(c);}
	456	+{
	457	+ for (int i = 0; i < NUM_TABLES; i++)
	458	+ {
	459	+ leaf_free(c->table[i]);
	460	+ }
	461	+
	462	+ leaf_free(c);
	463	+}
	464	+
	465	+void tTriangle_setTableSize (tTriangle* const c, int size)
	466	+{
	467	+ c->tsize = size;
	468	+
	469	+ float freq = 20.0f;
	470	+ for (int i = 0; i < NUM_TABLES; i++)
	471	+ {
	472	+ leaf_free(c->table[i]);
	473	+
	474	+ c->table[i] = (float) leaf_alloc(c->tsize sizeof(float));
	475	+
	476	+ LEAF_generate_triangle(c->table[i], freq, c->tsize);
	477	+
	478	+ freq *= 2.0f;
	479	+ }
	480	+}
417	481
418	482	int tTriangle_setFreq(tTriangle* const c, float freq)
419	483	{
@@ -435,67 +499,67 @@ float tTriangle_tick(tTriangle* const c) · 15 unmodified lines
435	499	float out = 0.0f;
436	500	float w;
437	501
438		− int idx = (int)(c->phase * TRI_TABLE_SIZE);
	502	+ int idx = (int)(c->phase * c->tsize);
439	503
440	504	// Wavetable synthesis
441	505
442	506	if (c->freq <= 20.0f)
443	507	{
444		− out = triangle[T20][idx];
	508	+ out = c->table[T20][idx];
445	509	}
446	510	else if (c->freq <= 40.0f)
447	511	{
448	512	w = ((40.0f - c->freq) * INV_20);
449		− out = (triangle[T20][idx] * w) + (triangle[T40][idx] * (1.0f - w));
	513	+ out = (c->table[T20][idx] * w) + (c->table[T40][idx] * (1.0f - w));
450	514	}
451	515	else if (c->freq <= 80.0f)
452	516	{
453	517	w = ((80.0f - c->freq) * INV_40);
454		− out = (triangle[T40][idx] * w) + (triangle[T80][idx] * (1.0f - w));
	518	+ out = (c->table[T40][idx] * w) + (c->table[T80][idx] * (1.0f - w));
455	519	}
456	520	else if (c->freq <= 160.0f)
457	521	{
458	522	w = ((160.0f - c->freq) * INV_80);
459		− out = (triangle[T80][idx] * w) + (triangle[T160][idx] * (1.0f - w));
	523	+ out = (c->table[T80][idx] * w) + (c->table[T160][idx] * (1.0f - w));
460	524	}
461	525	else if (c->freq <= 320.0f)
462	526	{
463	527	w = ((320.0f - c->freq) * INV_160);
464		− out = (triangle[T160][idx] * w) + (triangle[T320][idx] * (1.0f - w));
	528	+ out = (c->table[T160][idx] * w) + (c->table[T320][idx] * (1.0f - w));
465	529	}
466	530	else if (c->freq <= 640.0f)
467	531	{
468	532	w = ((640.0f - c->freq) * INV_320);
469		− out = (triangle[T320][idx] * w) + (triangle[T640][idx] * (1.0f - w));
	533	+ out = (c->table[T320][idx] * w) + (c->table[T640][idx] * (1.0f - w));
470	534	}
471	535	else if (c->freq <= 1280.0f)
472	536	{
473	537	w = ((1280.0f - c->freq) * INV_640);
474		− out = (triangle[T640][idx] * w) + (triangle[T1280][idx] * (1.0f - w));
	538	+ out = (c->table[T640][idx] * w) + (c->table[T1280][idx] * (1.0f - w));
475	539	}
476	540	else if (c->freq <= 2560.0f)
477	541	{
478	542	w = ((2560.0f - c->freq) * INV_1280);
479		− out = (triangle[T1280][idx] * w) + (triangle[T2560][idx] * (1.0f - w));
	543	+ out = (c->table[T1280][idx] * w) + (c->table[T2560][idx] * (1.0f - w));
480	544	}
481	545	else if (c->freq <= 5120.0f)
482	546	{
483	547	w = ((5120.0f - c->freq) * INV_2560);
484		− out = (triangle[T2560][idx] * w) + (triangle[T5120][idx] * (1.0f - w));
	548	+ out = (c->table[T2560][idx] * w) + (c->table[T5120][idx] * (1.0f - w));
485	549	}
486	550	else if (c->freq <= 10240.0f)
487	551	{
488	552	w = ((10240.0f - c->freq) * INV_5120);
489		− out = (triangle[T5120][idx] * w) + (triangle[T10240][idx] * (1.0f - w));
	553	+ out = (c->table[T5120][idx] * w) + (c->table[T10240][idx] * (1.0f - w));
490	554	}
491	555	else if (c->freq <= 20480.0f)
492	556	{
493	557	w = ((20480.0f - c->freq) * INV_10240);
494		− out = (triangle[T10240][idx] * w) + (triangle[T20480][idx] * (1.0f - w));
	558	+ out = (c->table[T10240][idx] * w) + (c->table[T20480][idx] * (1.0f - w));
495	559	}
496	560	else
497	561	{
498		− out = triangle[T20480][idx];
	562	+ out = c->table[T20480][idx];
499	563	}
500	564
501	565	return out;
@@ -514,8 +578,30 @@ void tSquare_init(tSquare* const c) · 12 unmodified lines
514	578	}
515	579
516	580	void tSquare_free(tSquare* const c)
517		−{
	581	+{
	582	+ for (int i = 0; i < NUM_TABLES; i++)
	583	+ {
	584	+ leaf_free(c->table[i]);
	585	+ }
	586	+
518	587	leaf_free(c);
	588	+}
	589	+
	590	+void tSquare_setTableSize (tSquare* const c, int size)
	591	+{
	592	+ c->tsize = size;
	593	+
	594	+ float freq = 20.0f;
	595	+ for (int i = 0; i < NUM_TABLES; i++)
	596	+ {
	597	+ leaf_free(c->table[i]);
	598	+
	599	+ c->table[i] = (float) leaf_alloc(c->tsize sizeof(float));
	600	+
	601	+ LEAF_generate_square(c->table[i], freq, c->tsize);
	602	+
	603	+ freq *= 2.0f;
	604	+ }
519	605	}
520	606
521	607	int tSquare_setFreq(tSquare* const c, float freq)
@@ -536,67 +622,67 @@ float tSquare_tick(tSquare* const c) · 14 unmodified lines
536	622
537	623	float out = 0.0f;
538	624	float w = 0.0f;
539		− int idx = (int)(c->phase * TRI_TABLE_SIZE);
	625	+ int idx = (int)(c->phase * c->tsize);
540	626
541	627	// Wavetable synthesis
542	628
543	629	if (c->freq <= 20.0f)
544	630	{
545		− out = squarewave[T20][idx];
	631	+ out = c->table[T20][idx];
546	632	}
547	633	else if (c->freq <= 40.0f)
548	634	{
549	635	w = ((40.0f - c->freq) * INV_20);
550		− out = (squarewave[T20][idx] * w) + (squarewave[T40][idx] * (1.0f - w));
	636	+ out = (c->table[T20][idx] * w) + (c->table[T40][idx] * (1.0f - w));
551	637	}
552	638	else if (c->freq <= 80.0f)
553	639	{
554	640	w = ((80.0f - c->freq) * INV_40);
555		− out = (squarewave[T40][idx] * w) + (squarewave[T80][idx] * (1.0f - w));
	641	+ out = (c->table[T40][idx] * w) + (c->table[T80][idx] * (1.0f - w));
556	642	}
557	643	else if (c->freq <= 160.0f)
558	644	{
559	645	w = ((160.0f - c->freq) * INV_80);
560		− out = (squarewave[T80][idx] * w) + (squarewave[T160][idx] * (1.0f - w));
	646	+ out = (c->table[T80][idx] * w) + (c->table[T160][idx] * (1.0f - w));
561	647	}
562	648	else if (c->freq <= 320.0f)
563	649	{
564	650	w = ((320.0f - c->freq) * INV_160);
565		− out = (squarewave[T160][idx] * w) + (squarewave[T320][idx] * (1.0f - w));
	651	+ out = (c->table[T160][idx] * w) + (c->table[T320][idx] * (1.0f - w));
566	652	}
567	653	else if (c->freq <= 640.0f)
568	654	{
569	655	w = ((640.0f - c->freq) * INV_320);
570		− out = (squarewave[T320][idx] * w) + (squarewave[T640][idx] * (1.0f - w));
	656	+ out = (c->table[T320][idx] * w) + (c->table[T640][idx] * (1.0f - w));
571	657	}
572	658	else if (c->freq <= 1280.0f)
573	659	{
574	660	w = ((1280.0f - c->freq) * INV_640);
575		− out = (squarewave[T640][idx] * w) + (squarewave[T1280][idx] * (1.0f - w));
	661	+ out = (c->table[T640][idx] * w) + (c->table[T1280][idx] * (1.0f - w));
576	662	}
577	663	else if (c->freq <= 2560.0f)
578	664	{
579	665	w = ((2560.0f - c->freq) * INV_1280);
580		− out = (squarewave[T1280][idx] * w) + (squarewave[T2560][idx] * (1.0f - w));
	666	+ out = (c->table[T1280][idx] * w) + (c->table[T2560][idx] * (1.0f - w));
581	667	}
582	668	else if (c->freq <= 5120.0f)
583	669	{
584	670	w = ((5120.0f - c->freq) * INV_2560);
585		− out = (squarewave[T2560][idx] * w) + (squarewave[T5120][idx] * (1.0f - w));
	671	+ out = (c->table[T2560][idx] * w) + (c->table[T5120][idx] * (1.0f - w));
586	672	}
587	673	else if (c->freq <= 10240.0f)
588	674	{
589	675	w = ((10240.0f - c->freq) * INV_5120);
590		− out = (squarewave[T5120][idx] * w) + (squarewave[T10240][idx] * (1.0f - w));
	676	+ out = (c->table[T5120][idx] * w) + (c->table[T10240][idx] * (1.0f - w));
591	677	}
592	678	else if (c->freq <= 20480.0f)
593	679	{
594	680	w = ((20480.0f - c->freq) * INV_10240);
595		− out = (squarewave[T10240][idx] * w) + (squarewave[T20480][idx] * (1.0f - w));
	681	+ out = (c->table[T10240][idx] * w) + (c->table[T20480][idx] * (1.0f - w));
596	682	}
597	683	else
598	684	{
599		− out = squarewave[T20480][idx];
	685	+ out = c->table[T20480][idx];
600	686	}
601	687
602	688	return out;

LEAF/Src_cpp/leaf-wavetables.cpp+76−325

@@ -3292,227 +3292,81 @@ const float shaper1[SHAPER1_TABLE_SIZE] = {0.333061f, 0.333022f, 0.332983f, 0.33 · 3291 unmodified lines
3292	3292	-0.220433f, -0.220479f, -0.220526f, -0.220572f, -0.220618f, -0.220664f, -0.22071f, -0.220756f, -0.220802f, -0.220848f, -0.220894f, -0.22094f, -0.220986f, -0.221032f, -0.221078f, -0.221124f, -0.22117f, -0.221216f, -0.221262f, -0.221308f,
3293	3293	-0.221354f, -0.221399f, -0.221445f, -0.221491f, -0.221537f, -0.221583f, -0.221629f, -0.221675f, -0.22172f, -0.221766f, -0.221812f, -0.221858f, -0.221904f, -0.221949f, -0.221995f, -0.222041f, };
3294	3294
3295		−const float sawtooth[11][SAW_TABLE_SIZE] =
3296		−{
3297		−
3298		− {
3299		− -0.0f, -0.92083f, -0.71616f, -0.82246f, -0.759278f, -0.79369f, -0.776532f, -0.77849f, -0.785048f, -0.769729f, -0.788402f, -0.765306f, -0.788036f, -0.764071f, -0.784983f, -0.765029f, -0.780229f, -0.767199f, -0.774742f, -0.769647f, -0.769397f, -0.771579f, -0.764884f, -0.77243f, -0.761631f, -0.771916f, -0.759774f, -0.770046f, -0.759167f, -0.767085f, -0.75945f, -0.763468f, -0.760134f, -0.759709f, -0.760712f, -0.756285f, -0.760756f, -0.753555f, -0.759992f, -0.751696f, -0.758342f, -0.750691f, -0.755916f, -0.750345f, -0.752977f, -0.750345f, -0.749871f, -0.750332f, -0.74695f, -0.74998f, -0.744496f, -0.749062f, -0.742672f, -0.747488f, -0.741493f, -0.745316f, -0.740835f, -0.742726f, -0.740471f, -0.739978f, -0.740127f, -0.737346f, -0.739541f, -0.735062f, -0.738521f, -0.73327f, -0.736983f, -0.731995f, -0.734957f, -0.731151f, -0.73258f, -0.730561f, -0.730057f, -0.730004f, -0.727613f, -0.729263f, -0.725445f, -0.728173f, -0.723678f, -0.726654f, -0.722343f, -0.724724f, -0.721375f, -0.72249f, -0.720631f, -0.720122f, -0.719927f, -0.71781f, -0.719076f, -0.715725f, -0.717933f, -0.713977f, -0.716426f, -0.712601f, -0.714563f, -0.711545f, -0.712432f, -0.71069f, -0.710177f, -0.709877f, -0.707964f, -0.708944f, -0.70594f, -0.707762f, -0.704209f, -0.706262f, -0.702803f, -0.704448f, -0.701682f, -0.702395f, -0.700742f, -0.700227f, -0.699846f, -0.698088f, -0.698849f, -0.696114f, -0.697635f, -0.694396f, -0.69614f, -0.692967f, -0.694365f, -0.691795f, -0.692373f, -0.690789f, -0.690272f, -0.689827f, -0.688194f, -0.688779f, -0.686258f, -0.68754f, -0.684552f, -0.686049f, -0.683105f, -0.684304f, -0.681891f, -0.68236f, -0.680832f, -0.680314f, -0.679817f, -0.678285f, -0.678728f, -0.676382f, -0.677467f, -0.674684f, -0.675979f, -0.673223f, -0.674259f, -0.671976f, -0.672355f, -0.670873f, -0.670355f, -0.669813f, -0.668365f, -0.66869f, -0.666489f, -0.667412f, -0.664799f, -0.665926f, -0.663326f, -0.664226f, -0.662052f, -0.662355f, -0.660912f, -0.660393f, -0.659815f, -0.658438f, -0.658662f, -0.656584f, -0.657369f, -0.654901f, -0.655885f, -0.653419f, -0.654203f, -0.65212f, -0.65236f, -0.650949f, -0.65043f, -0.649821f, -0.648504f, -0.648643f, -0.64667f, -0.647337f, -0.644993f, -0.645854f, -0.643502f, -0.644186f, -0.642183f, -0.642368f, -0.640985f, -0.640466f, -0.63983f, -0.638565f, -0.638631f, -0.636748f, -0.637313f, -0.635076f, -0.635831f, -0.633578f, -0.634176f, -0.632242f, -0.632379f, -0.631021f, -0.630501f, -0.629841f, -0.628622f, -0.628623f, -0.626819f, -0.627296f, -0.625152f, -0.625815f, -0.623648f, -0.624171f, -0.622297f, -0.622392f, -0.621055f, -0.620536f, -0.619855f, -0.618676f, -0.61862f, -0.616886f, -0.617284f, -0.615223f, -0.615804f, -0.613713f, -0.61417f, -0.612349f, -0.612407f, -0.611089f, -0.61057f, -0.60987f, -0.608727f, -0.608621f, -0.606949f, -0.607277f, -0.605289f, -0.605798f, -0.603774f, -0.604172f, -0.602398f, -0.602424f, -0.601122f, -0.600603f, -0.599887f, -0.598776f, -0.598624f, -0.597008f, -0.597274f, -0.595351f, -0.595795f, -0.593832f, -0.594177f, -0.592445f, 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3316		− },
3317		−
3318		− {
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3320		− },
3321		−
3322		− {
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3325		−
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3328		− },
3329		−
3330		− {
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3332		− },
3333		−
3334		− {
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0.436547f, 0.437293f, 0.438035f, 0.438773f, 0.439506f, 0.440235f, 0.440961f, 0.441682f, 0.442399f, 0.443111f, 0.44382f, 0.444524f, 0.445224f, 0.44592f, 0.446612f, 0.4473f, 0.447983f, 0.448662f, 0.449337f, 0.450008f, 0.450674f, 0.451337f, 0.451995f, 0.452648f, 0.453298f, 0.453943f, 0.454584f, 0.455221f, 0.455853f, 0.456481f, 0.457105f, 0.457724f, 0.45834f, 0.45895f, 0.459557f, 0.460159f, 0.460757f, 0.461351f, 0.46194f, 0.462525f, 0.463105f, 0.463681f, 0.464253f, 0.46482f, 0.465383f, 0.465942f, 0.466496f, 0.467046f, 0.467592f, 0.468133f, 0.46867f, 0.469202f, 0.46973f, 0.470253f, 0.470772f, 0.471287f, 0.471797f, 0.472302f, 0.472804f, 0.4733f, 0.473793f, 0.474281f, 0.474764f, 0.475243f, 0.475718f, 0.476188f, 0.476653f, 0.477114f, 0.477571f, 0.478023f, 0.47847f, 0.478913f, 0.479352f, 0.479786f, 0.480215f, 0.48064f, 0.481061f, 0.481477f, 0.481888f, 0.482295f, 0.482697f, 0.483095f, 0.483488f, 0.483877f, 0.484261f, 0.484641f, 0.485016f, 0.485386f, 0.485752f, 0.486113f, 0.48647f, 0.486822f, 0.48717f, 0.487513f, 0.487851f, 0.488185f, 0.488514f, 0.488839f, 0.489159f, 0.489474f, 0.489785f, 0.490091f, 0.490393f, 0.49069f, 0.490982f, 0.49127f, 0.491553f, 0.491831f, 0.492105f, 0.492374f, 0.492639f, 0.492899f, 0.493154f, 0.493405f, 0.493651f, 0.493892f, 0.494129f, 0.494361f, 0.494588f, 0.494811f, 0.495029f, 0.495243f, 0.495451f, 0.495655f, 0.495855f, 0.49605f, 0.49624f, 0.496425f, 0.496606f, 0.496782f, 0.496953f, 0.49712f, 0.497282f, 0.49744f, 0.497592f, 0.49774f, 0.497884f, 0.498022f, 0.498156f, 0.498286f, 0.49841f, 0.49853f, 0.498645f, 0.498756f, 0.498862f, 0.498963f, 0.499059f, 0.499151f, 0.499238f, 0.49932f, 0.499398f, 0.499471f, 0.499539f, 0.499602f, 0.499661f, 0.499715f, 0.499765f, 0.499809f, 0.499849f, 0.499885f, 0.499915f, 0.499941f, 0.499962f, 0.499979f, 0.499991f, 0.499998f, 0.5f, 0.499998f, 0.499991f, 0.499979f, 0.499962f, 0.499941f, 0.499915f, 0.499885f, 0.499849f, 0.499809f, 0.499765f, 0.499715f, 0.499661f, 0.499602f, 0.499539f, 0.499471f, 0.499398f, 0.49932f, 0.499238f, 0.499151f, 0.499059f, 0.498963f, 0.498862f, 0.498756f, 0.498645f, 0.49853f, 0.49841f, 0.498286f, 0.498156f, 0.498022f, 0.497884f, 0.49774f, 0.497592f, 0.49744f, 0.497282f, 0.49712f, 0.496953f, 0.496782f, 0.496606f, 0.496425f, 0.49624f, 0.49605f, 0.495855f, 0.495655f, 0.495451f, 0.495243f, 0.495029f, 0.494811f, 0.494588f, 0.494361f, 0.494129f, 0.493892f, 0.493651f, 0.493405f, 0.493154f, 0.492899f, 0.492639f, 0.492374f, 0.492105f, 0.491831f, 0.491553f, 0.49127f, 0.490982f, 0.49069f, 0.490393f, 0.490091f, 0.489785f, 0.489474f, 0.489159f, 0.488839f, 0.488514f, 0.488185f, 0.487851f, 0.487513f, 0.48717f, 0.486822f, 0.48647f, 0.486113f, 0.485752f, 0.485386f, 0.485016f, 0.484641f, 0.484261f, 0.483877f, 0.483488f, 0.483095f, 0.482697f, 0.482295f, 0.481888f, 0.481477f, 0.481061f, 0.48064f, 0.480215f, 0.479786f, 0.479352f, 0.478913f, 0.47847f, 0.478023f, 0.477571f, 0.477114f, 0.476653f, 0.476188f, 0.475718f, 0.475243f, 0.474764f, 0.474281f, 0.473793f, 0.4733f, 0.472804f, 0.472302f, 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0.407018f, 0.406125f, 0.405229f, 0.404328f, 0.403424f, 0.402516f, 0.401604f, 0.400688f, 0.399769f, 0.398845f, 0.397918f, 0.396988f, 0.396053f, 0.395115f, 0.394173f, 0.393228f, 0.392278f, 0.391325f, 0.390369f, 0.389408f, 0.388444f, 0.387477f, 0.386505f, 0.38553f, 0.384552f, 0.383569f, 0.382584f, 0.381594f, 0.380601f, 0.379605f, 0.378604f, 0.377601f, 0.376593f, 0.375583f, 0.374568f, 0.37355f, 0.372529f, 0.371504f, 0.370476f, 0.369444f, 0.368408f, 0.367369f, 0.366327f, 0.365281f, 0.364232f, 0.36318f, 0.362124f, 0.361064f, 0.360001f, 0.358935f, 0.357865f, 0.356792f, 0.355716f, 0.354636f, 0.353553f, 0.352467f, 0.351377f, 0.350284f, 0.349188f, 0.348089f, 0.346986f, 0.34588f, 0.34477f, 0.343658f, 0.342542f, 0.341423f, 0.340301f, 0.339175f, 0.338046f, 0.336915f, 0.335779f, 0.334641f, 0.3335f, 0.332355f, 0.331208f, 0.330057f, 0.328903f, 0.327746f, 0.326586f, 0.325423f, 0.324257f, 0.323088f, 0.321916f, 0.320741f, 0.319562f, 0.318381f, 0.317197f, 0.316009f, 0.314819f, 0.313626f, 0.31243f, 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0.189924f, 0.188504f, 0.187082f, 0.185659f, 0.184233f, 0.182807f, 0.181378f, 0.179948f, 0.178515f, 0.177082f, 0.175646f, 0.174209f, 0.172771f, 0.17133f, 0.169888f, 0.168445f, 0.167f, 0.165553f, 0.164105f, 0.162655f, 0.161204f, 0.159751f, 0.158297f, 0.156841f, 0.155384f, 0.153925f, 0.152465f, 0.151003f, 0.14954f, 0.148075f, 0.14661f, 0.145142f, 0.143674f, 0.142204f, 0.140732f, 0.13926f, 0.137786f, 0.136311f, 0.134834f, 0.133356f, 0.131877f, 0.130397f, 0.128916f, 0.127433f, 0.125949f, 0.124464f, 0.122978f, 0.12149f, 0.120002f, 0.118512f, 0.117021f, 0.115529f, 0.114036f, 0.112542f, 0.111047f, 0.109551f, 0.108053f, 0.106555f, 0.105056f, 0.103556f, 0.102054f, 0.100552f, 0.099049f, 0.097545f, 0.09604f, 0.094534f, 0.093028f, 0.09152f, 0.090011f, 0.088502f, 0.086992f, 0.085481f, 0.083969f, 0.082457f, 0.080943f, 0.079429f, 0.077914f, 0.076399f, 0.074882f, 0.073365f, 0.071848f, 0.070329f, 0.06881f, 0.06729f, 0.06577f, 0.064249f, 0.062727f, 0.061205f, 0.059683f, 0.058159f, 0.056635f, 0.055111f, 0.053586f, 0.052061f, 0.050535f, 0.049009f, 0.047482f, 0.045954f, 0.044427f, 0.042899f, 0.04137f, 0.039841f, 0.038312f, 0.036782f, 0.035252f, 0.033722f, 0.032191f, 0.03066f, 0.029129f, 0.027598f, 0.026066f, 0.024534f, 0.023002f, 0.021469f, 0.019936f, 0.018404f, 0.016871f, 0.015337f, 0.013804f, 0.012271f, 0.010737f, 0.009203f, 0.00767f, 0.006136f, 0.004602f, 0.003068f, 0.001534f,
3340		− },
3341		−
3342		−};
3343		−
3344		−
3345		−const float triangle[11][TRI_TABLE_SIZE] =
3346		−{
3347		−
3348		− {
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3350		− },
3351		−
3352		− {
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3354		− },
3355		−
3356		− {
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3358		− },
3359		−
3360		− {
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3366		− },
3367		−
3368		− {
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3370		− },
3371		−
3372		− {
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3374		− },
3375		−
3376		− {
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3378		− },
3379		−
3380		− {
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3382		− },
3383		−
3384		− {
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3386		− },
3387		−
3388		− {
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3390		− }
3391		−};
3392		−
3393		−const float squarewave[11][SQR_TABLE_SIZE] =
3394		−{
3395		−
3396		− {
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3407		−
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3430		− },
3431		−
3432		− {
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3434		− },
3435		−
3436		− {
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0.879012f, 0.880471f, 0.881921f, 0.883363f, 0.884797f, 0.886223f, 0.88764f, 0.889048f, 0.890449f, 0.891841f, 0.893224f, 0.894599f, 0.895966f, 0.897325f, 0.898674f, 0.900016f, 0.901349f, 0.902673f, 0.903989f, 0.905297f, 0.906596f, 0.907886f, 0.909168f, 0.910441f, 0.911706f, 0.912962f, 0.91421f, 0.915449f, 0.916679f, 0.917901f, 0.919114f, 0.920318f, 0.921514f, 0.922701f, 0.92388f, 0.925049f, 0.92621f, 0.927363f, 0.928506f, 0.929641f, 0.930767f, 0.931884f, 0.932993f, 0.934093f, 0.935184f, 0.936266f, 0.937339f, 0.938404f, 0.939459f, 0.940506f, 0.941544f, 0.942573f, 0.943593f, 0.944605f, 0.945607f, 0.946601f, 0.947586f, 0.948561f, 0.949528f, 0.950486f, 0.951435f, 0.952375f, 0.953306f, 0.954228f, 0.955141f, 0.956045f, 0.95694f, 0.957826f, 0.958703f, 0.959572f, 0.960431f, 0.96128f, 0.962121f, 0.962953f, 0.963776f, 0.96459f, 0.965394f, 0.96619f, 0.966976f, 0.967754f, 0.968522f, 0.969281f, 0.970031f, 0.970772f, 0.971504f, 0.972226f, 0.97294f, 0.973644f, 0.974339f, 0.975025f, 0.975702f, 0.97637f, 0.977028f, 0.977677f, 0.978317f, 0.978948f, 0.97957f, 0.980182f, 0.980785f, 0.981379f, 0.981964f, 0.982539f, 0.983105f, 0.983662f, 0.98421f, 0.984749f, 0.985278f, 0.985798f, 0.986308f, 0.986809f, 0.987301f, 0.987784f, 0.988258f, 0.988722f, 0.989177f, 0.989622f, 0.990058f, 0.990485f, 0.990903f, 0.991311f, 0.99171f, 0.992099f, 0.99248f, 0.99285f, 0.993212f, 0.993564f, 0.993907f, 0.99424f, 0.994565f, 0.994879f, 0.995185f, 0.995481f, 0.995767f, 0.996045f, 0.996313f, 0.996571f, 0.99682f, 0.99706f, 0.99729f, 0.997511f, 0.997723f, 0.997925f, 0.998118f, 0.998302f, 0.998476f, 0.99864f, 0.998795f, 0.998941f, 0.999078f, 0.999205f, 0.999322f, 0.999431f, 0.999529f, 0.999619f, 0.999699f, 0.999769f, 0.999831f, 0.999882f, 0.999925f, 0.999958f, 0.999981f, 0.999995f, 1.0f, 0.999995f, 0.999981f, 0.999958f, 0.999925f, 0.999882f, 0.999831f, 0.999769f, 0.999699f, 0.999619f, 0.999529f, 0.999431f, 0.999322f, 0.999205f, 0.999078f, 0.998941f, 0.998795f, 0.99864f, 0.998476f, 0.998302f, 0.998118f, 0.997925f, 0.997723f, 0.997511f, 0.99729f, 0.99706f, 0.99682f, 0.996571f, 0.996313f, 0.996045f, 0.995767f, 0.995481f, 0.995185f, 0.994879f, 0.994565f, 0.99424f, 0.993907f, 0.993564f, 0.993212f, 0.99285f, 0.99248f, 0.992099f, 0.99171f, 0.991311f, 0.990903f, 0.990485f, 0.990058f, 0.989622f, 0.989177f, 0.988722f, 0.988258f, 0.987784f, 0.987301f, 0.986809f, 0.986308f, 0.985798f, 0.985278f, 0.984749f, 0.98421f, 0.983662f, 0.983105f, 0.982539f, 0.981964f, 0.981379f, 0.980785f, 0.980182f, 0.97957f, 0.978948f, 0.978317f, 0.977677f, 0.977028f, 0.97637f, 0.975702f, 0.975025f, 0.974339f, 0.973644f, 0.97294f, 0.972226f, 0.971504f, 0.970772f, 0.970031f, 0.969281f, 0.968522f, 0.967754f, 0.966976f, 0.96619f, 0.965394f, 0.96459f, 0.963776f, 0.962953f, 0.962121f, 0.96128f, 0.960431f, 0.959572f, 0.958703f, 0.957826f, 0.95694f, 0.956045f, 0.955141f, 0.954228f, 0.953306f, 0.952375f, 0.951435f, 0.950486f, 0.949528f, 0.948561f, 0.947586f, 0.946601f, 0.945607f, 0.944605f, 0.943593f, 0.942573f, 0.941544f, 0.940506f, 0.939459f, 0.938404f, 0.937339f, 0.936266f, 0.935184f, 0.934093f, 0.932993f, 0.931884f, 0.930767f, 0.929641f, 0.928506f, 0.927363f, 0.92621f, 0.925049f, 0.92388f, 0.922701f, 0.921514f, 0.920318f, 0.919114f, 0.917901f, 0.916679f, 0.915449f, 0.91421f, 0.912962f, 0.911706f, 0.910441f, 0.909168f, 0.907886f, 0.906596f, 0.905297f, 0.903989f, 0.902673f, 0.901349f, 0.900016f, 0.898674f, 0.897325f, 0.895966f, 0.894599f, 0.893224f, 0.891841f, 0.890449f, 0.889048f, 0.88764f, 0.886223f, 0.884797f, 0.883363f, 0.881921f, 0.880471f, 0.879012f, 0.877545f, 0.87607f, 0.874587f, 0.873095f, 0.871595f, 0.870087f, 0.868571f, 0.867046f, 0.865514f, 0.863973f, 0.862424f, 0.860867f, 0.859302f, 0.857729f, 0.856147f, 0.854558f, 0.852961f, 0.851355f, 0.849742f, 0.84812f, 0.846491f, 0.844854f, 0.843208f, 0.841555f, 0.839894f, 0.838225f, 0.836548f, 0.834863f, 0.83317f, 0.83147f, 0.829761f, 0.828045f, 0.826321f, 0.824589f, 0.82285f, 0.821103f, 0.819348f, 0.817585f, 0.815814f, 0.814036f, 0.812251f, 0.810457f, 0.808656f, 0.806848f, 0.805031f, 0.803208f, 0.801376f, 0.799537f, 0.797691f, 0.795837f, 0.793975f, 0.792107f, 0.79023f, 0.788346f, 0.786455f, 0.784557f, 0.782651f, 0.780737f, 0.778817f, 0.776888f, 0.774953f, 0.77301f, 0.771061f, 0.769103f, 0.767139f, 0.765167f, 0.763188f, 0.761202f, 0.759209f, 0.757209f, 0.755201f, 0.753187f, 0.751165f, 0.749136f, 0.747101f, 0.745058f, 0.743008f, 0.740951f, 0.738887f, 0.736817f, 0.734739f, 0.732654f, 0.730563f, 0.728464f, 0.726359f, 0.724247f, 0.722128f, 0.720003f, 0.71787f, 0.715731f, 0.713585f, 0.711432f, 0.709273f, 0.707107f, 0.704934f, 0.702755f, 0.700569f, 0.698376f, 0.696177f, 0.693971f, 0.691759f, 0.689541f, 0.687315f, 0.685084f, 0.682846f, 0.680601f, 0.67835f, 0.676093f, 0.673829f, 0.671559f, 0.669283f, 0.667f, 0.664711f, 0.662416f, 0.660114f, 0.657807f, 0.655493f, 0.653173f, 0.650847f, 0.648514f, 0.646176f, 0.643832f, 0.641481f, 0.639124f, 0.636762f, 0.634393f, 0.632019f, 0.629638f, 0.627252f, 0.624859f, 0.622461f, 0.620057f, 0.617647f, 0.615232f, 0.61281f, 0.610383f, 0.60795f, 0.605511f, 0.603067f, 0.600616f, 0.598161f, 0.595699f, 0.593232f, 0.59076f, 0.588282f, 0.585798f, 0.583309f, 0.580814f, 0.578314f, 0.575808f, 0.573297f, 0.570781f, 0.568259f, 0.565732f, 0.563199f, 0.560662f, 0.558119f, 0.55557f, 0.553017f, 0.550458f, 0.547894f, 0.545325f, 0.542751f, 0.540171f, 0.537587f, 0.534998f, 0.532403f, 0.529804f, 0.527199f, 0.52459f, 0.521975f, 0.519356f, 0.516732f, 0.514103f, 0.511469f, 0.50883f, 0.506187f, 0.503538f, 0.500885f, 0.498228f, 0.495565f, 0.492898f, 0.490226f, 0.48755f, 0.484869f, 0.482184f, 0.479494f, 0.476799f, 0.4741f, 0.471397f, 0.468689f, 0.465977f, 0.46326f, 0.460539f, 0.457813f, 0.455084f, 0.45235f, 0.449611f, 0.446869f, 0.444122f, 0.441371f, 0.438616f, 0.435857f, 0.433094f, 0.430326f, 0.427555f, 0.42478f, 0.422f, 0.419217f, 0.41643f, 0.413638f, 0.410843f, 0.408044f, 0.405241f, 0.402435f, 0.399624f, 0.39681f, 0.393992f, 0.39117f, 0.388345f, 0.385516f, 0.382683f, 0.379847f, 0.377007f, 0.374164f, 0.371317f, 0.368467f, 0.365613f, 0.362756f, 0.359895f, 0.357031f, 0.354164f, 0.351293f, 0.348419f, 0.345541f, 0.342661f, 0.339777f, 0.33689f, 0.334f, 0.331106f, 0.32821f, 0.32531f, 0.322408f, 0.319502f, 0.316593f, 0.313682f, 0.310767f, 0.30785f, 0.304929f, 0.302006f, 0.29908f, 0.296151f, 0.293219f, 0.290285f, 0.287347f, 0.284408f, 0.281465f, 0.27852f, 0.275572f, 0.272621f, 0.269668f, 0.266713f, 0.263755f, 0.260794f, 0.257831f, 0.254866f, 0.251898f, 0.248928f, 0.245955f, 0.24298f, 0.240003f, 0.237024f, 0.234042f, 0.231058f, 0.228072f, 0.225084f, 0.222094f, 0.219101f, 0.216107f, 0.21311f, 0.210112f, 0.207111f, 0.204109f, 0.201105f, 0.198098f, 0.19509f, 0.19208f, 0.189069f, 0.186055f, 0.18304f, 0.180023f, 0.177004f, 0.173984f, 0.170962f, 0.167938f, 0.164913f, 0.161886f, 0.158858f, 0.155828f, 0.152797f, 0.149765f, 0.14673f, 0.143695f, 0.140658f, 0.13762f, 0.134581f, 0.13154f, 0.128498f, 0.125455f, 0.122411f, 0.119365f, 0.116319f, 0.113271f, 0.110222f, 0.107172f, 0.104122f, 0.10107f, 0.098017f, 0.094964f, 0.091909f, 0.088854f, 0.085797f, 0.08274f, 0.079682f, 0.076624f, 0.073565f, 0.070505f, 0.067444f, 0.064383f, 0.061321f, 0.058258f, 0.055195f, 0.052132f, 0.049068f, 0.046003f, 0.042938f, 0.039873f, 0.036807f, 0.033741f, 0.030675f, 0.027608f, 0.024541f, 0.021474f, 0.018407f, 0.015339f, 0.012272f, 0.009204f, 0.006136f, 0.003068f,
3438		− },
3439		−
3440		−};
3441		−
3442		−const float exp_decay[EXP_DECAY_TABLE_SIZE] = {
3443		− 1.0f, 0.999969f, 0.999939f, 0.999908f, 0.999878f, 0.999847f, 0.999817f, 0.999786f, 0.999756f, 0.999725f, 0.999695f, 0.999664f, 0.999634f, 0.999603f, 0.999573f, 0.999542f, 0.999512f, 0.999481f, 0.999451f, 0.99942f,
3444		−0.99939f, 0.999359f, 0.999329f, 0.999298f, 0.999268f, 0.999237f, 0.999207f, 0.999176f, 0.999146f, 0.999115f, 0.999085f, 0.999054f, 0.999024f, 0.998993f, 0.998963f, 0.998932f, 0.998902f, 0.998871f, 0.998841f, 0.99881f,
3445		−0.99878f, 0.998749f, 0.998719f, 0.998688f, 0.998658f, 0.998627f, 0.998597f, 0.998566f, 0.998536f, 0.998505f, 0.998475f, 0.998444f, 0.998414f, 0.998383f, 0.998353f, 0.998322f, 0.998292f, 0.998261f, 0.998231f, 0.9982f,
3446		−0.99817f, 0.998139f, 0.998109f, 0.998078f, 0.998048f, 0.998017f, 0.997987f, 0.997956f, 0.997926f, 0.997895f, 0.997865f, 0.997834f, 0.997804f, 0.997773f, 0.997743f, 0.997712f, 0.997682f, 0.997652f, 0.997621f, 0.997591f,
3447		−0.99756f, 0.99753f, 0.997499f, 0.997469f, 0.997438f, 0.997408f, 0.997377f, 0.997347f, 0.997316f, 0.997286f, 0.997255f, 0.997225f, 0.997194f, 0.997164f, 0.997133f, 0.997103f, 0.997072f, 0.997042f, 0.997012f, 0.996981f,
3448		−0.996951f, 0.99692f, 0.99689f, 0.996859f, 0.996829f, 0.996798f, 0.996768f, 0.996737f, 0.996707f, 0.996676f, 0.996646f, 0.996615f, 0.996585f, 0.996554f, 0.996524f, 0.996494f, 0.996463f, 0.996433f, 0.996402f, 0.996372f,
3449		−0.996341f, 0.996311f, 0.99628f, 0.99625f, 0.996219f, 0.996189f, 0.996158f, 0.996128f, 0.996098f, 0.996067f, 0.996037f, 0.996006f, 0.995976f, 0.995945f, 0.995915f, 0.995884f, 0.995854f, 0.995823f, 0.995793f, 0.995763f,
3450		−0.995732f, 0.995702f, 0.995671f, 0.995641f, 0.99561f, 0.99558f, 0.995549f, 0.995519f, 0.995488f, 0.995458f, 0.995428f, 0.995397f, 0.995367f, 0.995336f, 0.995306f, 0.995275f, 0.995245f, 0.995214f, 0.995184f, 0.995154f,
3451		−0.995123f, 0.995093f, 0.995062f, 0.995032f, 0.995001f, 0.994971f, 0.99494f, 0.99491f, 0.99488f, 0.994849f, 0.994819f, 0.994788f, 0.994758f, 0.994727f, 0.994697f, 0.994667f, 0.994636f, 0.994606f, 0.994575f, 0.994545f,
3452		−0.994514f, 0.994484f, 0.994454f, 0.994423f, 0.994393f, 0.994362f, 0.994332f, 0.994301f, 0.994271f, 0.99424f, 0.99421f, 0.99418f, 0.994149f, 0.994119f, 0.994088f, 0.994058f, 0.994027f, 0.993997f, 0.993967f, 0.993936f,
3453		−0.993906f, 0.993875f, 0.993845f, 0.993815f, 0.993784f, 0.993754f, 0.993723f, 0.993693f, 0.993662f, 0.993632f, 0.993602f, 0.993571f, 0.993541f, 0.99351f, 0.99348f, 0.993449f, 0.993419f, 0.993389f, 0.993358f, 0.993328f,
3454		−0.993297f, 0.993267f, 0.993237f, 0.993206f, 0.993176f, 0.993145f, 0.993115f, 0.993085f, 0.993054f, 0.993024f, 0.992993f, 0.992963f, 0.992932f, 0.992902f, 0.992872f, 0.992841f, 0.992811f, 0.99278f, 0.99275f, 0.99272f,
3455		−0.992689f, 0.992659f, 0.992628f, 0.992598f, 0.992568f, 0.992537f, 0.992507f, 0.992476f, 0.992446f, 0.992416f, 0.992385f, 0.992355f, 0.992324f, 0.992294f, 0.992264f, 0.992233f, 0.992203f, 0.992172f, 0.992142f, 0.992112f,
3456		−0.992081f, 0.992051f, 0.99202f, 0.99199f, 0.99196f, 0.991929f, 0.991899f, 0.991868f, 0.991838f, 0.991808f, 0.991777f, 0.991747f, 0.991716f, 0.991686f, 0.991656f, 0.991625f, 0.991595f, 0.991564f, 0.991534f, 0.991504f,
3457		−0.991473f, 0.991443f, 0.991413f, 0.991382f, 0.991352f, 0.991321f, 0.991291f, 0.991261f, 0.99123f, 0.9912f, 0.991169f, 0.991139f, 0.991109f, 0.991078f, 0.991048f, 0.991018f, 0.990987f, 0.990957f, 0.990926f, 0.990896f,
3458		−0.990866f, 0.990835f, 0.990805f, 0.990775f, 0.990744f, 0.990714f, 0.990683f, 0.990653f, 0.990623f, 0.990592f, 0.990562f, 0.990532f, 0.990501f, 0.990471f, 0.99044f, 0.99041f, 0.99038f, 0.990349f, 0.990319f, 0.990289f,
3459		−0.990258f, 0.990228f, 0.990197f, 0.990167f, 0.990137f, 0.990106f, 0.990076f, 0.990046f, 0.990015f, 0.989985f, 0.989955f, 0.989924f, 0.989894f, 0.989863f, 0.989833f, 0.989803f, 0.989772f, 0.989742f, 0.989712f, 0.989681f,
3460		−0.989651f, 0.989621f, 0.98959f, 0.98956f, 0.98953f, 0.989499f, 0.989469f, 0.989438f, 0.989408f, 0.989378f, 0.989347f, 0.989317f, 0.989287f, 0.989256f, 0.989226f, 0.989196f, 0.989165f, 0.989135f, 0.989105f, 0.989074f,
3461		−0.989044f, 0.989013f, 0.988983f, 0.988953f, 0.988922f, 0.988892f, 0.988862f, 0.988831f, 0.988801f, 0.988771f, 0.98874f, 0.98871f, 0.98868f, 0.988649f, 0.988619f, 0.988589f, 0.988558f, 0.988528f, 0.988498f, 0.988467f,
3462		−0.988437f, 0.988407f, 0.988376f, 0.988346f, 0.988316f, 0.988285f, 0.988255f, 0.988225f, 0.988194f, 0.988164f, 0.988134f, 0.988103f, 0.988073f, 0.988043f, 0.988012f, 0.987982f, 0.987952f, 0.987921f, 0.987891f, 0.987861f,
3463		−0.98783f, 0.9878f, 0.98777f, 0.987739f, 0.987709f, 0.987679f, 0.987648f, 0.987618f, 0.987588f, 0.987557f, 0.987527f, 0.987497f, 0.987466f, 0.987436f, 0.987406f, 0.987375f, 0.987345f, 0.987315f, 0.987284f, 0.987254f,
3464		−0.987224f, 0.987193f, 0.987163f, 0.987133f, 0.987102f, 0.987072f, 0.987042f, 0.987011f, 0.986981f, 0.986951f, 0.98692f, 0.98689f, 0.98686f, 0.98683f, 0.986799f, 0.986769f, 0.986739f, 0.986708f, 0.986678f, 0.986648f,
3465		−0.986617f, 0.986587f, 0.986557f, 0.986526f, 0.986496f, 0.986466f, 0.986435f, 0.986405f, 0.986375f, 0.986345f, 0.986314f, 0.986284f, 0.986254f, 0.986223f, 0.986193f, 0.986163f, 0.986132f, 0.986102f, 0.986072f, 0.986041f,
3466		−0.986011f, 0.985981f, 0.985951f, 0.98592f, 0.98589f, 0.98586f, 0.985829f, 0.985799f, 0.985769f, 0.985738f, 0.985708f, 0.985678f, 0.985648f, 0.985617f, 0.985587f, 0.985557f, 0.985526f, 0.985496f, 0.985466f, 0.985436f,
3467		−0.985405f, 0.985375f, 0.985345f, 0.985314f, 0.985284f, 0.985254f, 0.985223f, 0.985193f, 0.985163f, 0.985133f, 0.985102f, 0.985072f, 0.985042f, 0.985011f, 0.984981f, 0.984951f, 0.984921f, 0.98489f, 0.98486f, 0.98483f,
3468		−0.984799f, 0.984769f, 0.984739f, 0.984709f, 0.984678f, 0.984648f, 0.984618f, 0.984587f, 0.984557f, 0.984527f, 0.984497f, 0.984466f, 0.984436f, 0.984406f, 0.984375f, 0.984345f, 0.984315f, 0.984285f, 0.984254f, 0.984224f,
3469		−0.984194f, 0.984164f, 0.984133f, 0.984103f, 0.984073f, 0.984042f, 0.984012f, 0.983982f, 0.983952f, 0.983921f, 0.983891f, 0.983861f, 0.983831f, 0.9838f, 0.98377f, 0.98374f, 0.983709f, 0.983679f, 0.983649f, 0.983619f,
3470		−0.983588f, 0.983558f, 0.983528f, 0.983498f, 0.983467f, 0.983437f, 0.983407f, 0.983377f, 0.983346f, 0.983316f, 0.983286f, 0.983256f, 0.983225f, 0.983195f, 0.983165f, 0.983134f, 0.983104f, 0.983074f, 0.983044f, 0.983013f,
3471		−0.982983f, 0.982953f, 0.982923f, 0.982892f, 0.982862f, 0.982832f, 0.982802f, 0.982771f, 0.982741f, 0.982711f, 0.982681f, 0.98265f, 0.98262f, 0.98259f, 0.98256f, 0.982529f, 0.982499f, 0.982469f, 0.982439f, 0.982408f,
3472		−0.982378f, 0.982348f, 0.982318f, 0.982287f, 0.982257f, 0.982227f, 0.982197f, 0.982166f, 0.982136f, 0.982106f, 0.982076f, 0.982045f, 0.982015f, 0.981985f, 0.981955f, 0.981924f, 0.981894f, 0.981864f, 0.981834f, 0.981804f,
3473		−0.981773f, 0.981743f, 0.981713f, 0.981683f, 0.981652f, 0.981622f, 0.981592f, 0.981562f, 0.981531f, 0.981501f, 0.981471f, 0.981441f, 0.98141f, 0.98138f, 0.98135f, 0.98132f, 0.98129f, 0.981259f, 0.981229f, 0.981199f,
3474		−0.981169f, 0.981138f, 0.981108f, 0.981078f, 0.981048f, 0.981017f, 0.980987f, 0.980957f, 0.980927f, 0.980897f, 0.980866f, 0.980836f, 0.980806f, 0.980776f, 0.980745f, 0.980715f, 0.980685f, 0.980655f, 0.980625f, 0.980594f,
3475		−0.980564f, 0.980534f, 0.980504f, 0.980473f, 0.980443f, 0.980413f, 0.980383f, 0.980353f, 0.980322f, 0.980292f, 0.980262f, 0.980232f, 0.980202f, 0.980171f, 0.980141f, 0.980111f, 0.980081f, 0.98005f, 0.98002f, 0.97999f,
3476		−0.97996f, 0.97993f, 0.979899f, 0.979869f, 0.979839f, 0.979809f, 0.979779f, 0.979748f, 0.979718f, 0.979688f, 0.979658f, 0.979628f, 0.979597f, 0.979567f, 0.979537f, 0.979507f, 0.979477f, 0.979446f, 0.979416f, 0.979386f,
3477		−0.979356f, 0.979326f, 0.979295f, 0.979265f, 0.979235f, 0.979205f, 0.979175f, 0.979144f, 0.979114f, 0.979084f, 0.979054f, 0.979024f, 0.978993f, 0.978963f, 0.978933f, 0.978903f, 0.978873f, 0.978842f, 0.978812f, 0.978782f,
3478		−0.978752f, 0.978722f, 0.978691f, 0.978661f, 0.978631f, 0.978601f, 0.978571f, 0.97854f, 0.97851f, 0.97848f, 0.97845f, 0.97842f, 0.97839f, 0.978359f, 0.978329f, 0.978299f, 0.978269f, 0.978239f, 0.978208f, 0.978178f,
3479		−0.978148f, 0.978118f, 0.978088f, 0.978057f, 0.978027f, 0.977997f, 0.977967f, 0.977937f, 0.977907f, 0.977876f, 0.977846f, 0.977816f, 0.977786f, 0.977756f, 0.977726f, 0.977695f, 0.977665f, 0.977635f, 0.977605f, 0.977575f,
3480		−0.977544f, 0.977514f, 0.977484f, 0.977454f, 0.977424f, 0.977394f, 0.977363f, 0.977333f, 0.977303f, 0.977273f, 0.977243f, 0.977213f, 0.977182f, 0.977152f, 0.977122f, 0.977092f, 0.977062f, 0.977032f, 0.977001f, 0.976971f,
3481		−0.976941f, 0.976911f, 0.976881f, 0.976851f, 0.97682f, 0.97679f, 0.97676f, 0.97673f, 0.9767f, 0.97667f, 0.97664f, 0.976609f, 0.976579f, 0.976549f, 0.976519f, 0.976489f, 0.976459f, 0.976428f, 0.976398f, 0.976368f,
3482		−0.976338f, 0.976308f, 0.976278f, 0.976247f, 0.976217f, 0.976187f, 0.976157f, 0.976127f, 0.976097f, 0.976067f, 0.976036f, 0.976006f, 0.975976f, 0.975946f, 0.975916f, 0.975886f, 0.975856f, 0.975825f, 0.975795f, 0.975765f,
3483		−0.975735f, 0.975705f, 0.975675f, 0.975645f, 0.975614f, 0.975584f, 0.975554f, 0.975524f, 0.975494f, 0.975464f, 0.975434f, 0.975403f, 0.975373f, 0.975343f, 0.975313f, 0.975283f, 0.975253f, 0.975223f, 0.975192f, 0.975162f,
3484		−0.975132f, 0.975102f, 0.975072f, 0.975042f, 0.975012f, 0.974981f, 0.974951f, 0.974921f, 0.974891f, 0.974861f, 0.974831f, 0.974801f, 0.974771f, 0.97474f, 0.97471f, 0.97468f, 0.97465f, 0.97462f, 0.97459f, 0.97456f,
3485		−0.97453f, 0.974499f, 0.974469f, 0.974439f, 0.974409f, 0.974379f, 0.974349f, 0.974319f, 0.974289f, 0.974258f, 0.974228f, 0.974198f, 0.974168f, 0.974138f, 0.974108f, 0.974078f, 0.974048f, 0.974017f, 0.973987f, 0.973957f,
3486		−0.973927f, 0.973897f, 0.973867f, 0.973837f, 0.973807f, 0.973777f, 0.973746f, 0.973716f, 0.973686f, 0.973656f, 0.973626f, 0.973596f, 0.973566f, 0.973536f, 0.973505f, 0.973475f, 0.973445f, 0.973415f, 0.973385f, 0.973355f,
3487		−0.973325f, 0.973295f, 0.973265f, 0.973235f, 0.973204f, 0.973174f, 0.973144f, 0.973114f, 0.973084f, 0.973054f, 0.973024f, 0.972994f, 0.972964f, 0.972933f, 0.972903f, 0.972873f, 0.972843f, 0.972813f, 0.972783f, 0.972753f,
3488		−0.972723f, 0.972693f, 0.972663f, 0.972632f, 0.972602f, 0.972572f, 0.972542f, 0.972512f, 0.972482f, 0.972452f, 0.972422f, 0.972392f, 0.972362f, 0.972332f, 0.972301f, 0.972271f, 0.972241f, 0.972211f, 0.972181f, 0.972151f,
3489		−0.972121f, 0.972091f, 0.972061f, 0.972031f, 0.972001f, 0.97197f, 0.97194f, 0.97191f, 0.97188f, 0.97185f, 0.97182f, 0.97179f, 0.97176f, 0.97173f, 0.9717f, 0.97167f, 0.97164f, 0.971609f, 0.971579f, 0.971549f,
3490		−0.971519f, 0.971489f, 0.971459f, 0.971429f, 0.971399f, 0.971369f, 0.971339f, 0.971309f, 0.971279f, 0.971249f, 0.971218f, 0.971188f, 0.971158f, 0.971128f, 0.971098f, 0.971068f, 0.971038f, 0.971008f, 0.970978f, 0.970948f,
3491		−0.970918f, 0.970888f, 0.970858f, 0.970827f, 0.970797f, 0.970767f, 0.970737f, 0.970707f, 0.970677f, 0.970647f, 0.970617f, 0.970587f, 0.970557f, 0.970527f, 0.970497f, 0.970467f, 0.970437f, 0.970407f, 0.970377f, 0.970346f,
3492		−0.970316f, 0.970286f, 0.970256f, 0.970226f, 0.970196f, 0.970166f, 0.970136f, 0.970106f, 0.970076f, 0.970046f, 0.970016f, 0.969986f, 0.969956f, 0.969926f, 0.969896f, 0.969866f, 0.969835f, 0.969805f, 0.969775f, 0.969745f,
3493		−0.969715f, 0.969685f, 0.969655f, 0.969625f, 0.969595f, 0.969565f, 0.969535f, 0.969505f, 0.969475f, 0.969445f, 0.969415f, 0.969385f, 0.969355f, 0.969325f, 0.969295f, 0.969265f, 0.969234f, 0.969204f, 0.969174f, 0.969144f,
3494		−0.969114f, 0.969084f, 0.969054f, 0.969024f, 0.968994f, 0.968964f, 0.968934f, 0.968904f, 0.968874f, 0.968844f, 0.968814f, 0.968784f, 0.968754f, 0.968724f, 0.968694f, 0.968664f, 0.968634f, 0.968604f, 0.968574f, 0.968544f,
3495		−0.968514f, 0.968484f, 0.968453f, 0.968423f, 0.968393f, 0.968363f, 0.968333f, 0.968303f, 0.968273f, 0.968243f, 0.968213f, 0.968183f, 0.968153f, 0.968123f, 0.968093f, 0.968063f, 0.968033f, 0.968003f, 0.967973f, 0.967943f,
3496		−0.967913f, 0.967883f, 0.967853f, 0.967823f, 0.967793f, 0.967763f, 0.967733f, 0.967703f, 0.967673f, 0.967643f, 0.967613f, 0.967583f, 0.967553f, 0.967523f, 0.967493f, 0.967463f, 0.967433f, 0.967403f, 0.967373f, 0.967343f,
3497		−0.967313f, 0.967283f, 0.967253f, 0.967223f, 0.967193f, 0.967163f, 0.967133f, 0.967102f, 0.967072f, 0.967042f, 0.967012f, 0.966982f, 0.966952f, 0.966922f, 0.966892f, 0.966862f, 0.966832f, 0.966802f, 0.966772f, 0.966742f,
3498		−0.966712f, 0.966682f, 0.966652f, 0.966622f, 0.966592f, 0.966562f, 0.966532f, 0.966502f, 0.966472f, 0.966442f, 0.966412f, 0.966382f, 0.966352f, 0.966322f, 0.966292f, 0.966262f, 0.966232f, 0.966202f, 0.966172f, 0.966142f,
3499		−0.966112f, 0.966082f, 0.966052f, 0.966022f, 0.965992f, 0.965962f, 0.965932f, 0.965902f, 0.965872f, 0.965842f, 0.965812f, 0.965782f, 0.965752f, 0.965722f, 0.965692f, 0.965662f, 0.965632f, 0.965603f, 0.965573f, 0.965543f,
3500		−0.965513f, 0.965483f, 0.965453f, 0.965423f, 0.965393f, 0.965363f, 0.965333f, 0.965303f, 0.965273f, 0.965243f, 0.965213f, 0.965183f, 0.965153f, 0.965123f, 0.965093f, 0.965063f, 0.965033f, 0.965003f, 0.964973f, 0.964943f,
3501		−0.964913f, 0.964883f, 0.964853f, 0.964823f, 0.964793f, 0.964763f, 0.964733f, 0.964703f, 0.964673f, 0.964643f, 0.964613f, 0.964583f, 0.964553f, 0.964523f, 0.964493f, 0.964463f, 0.964433f, 0.964403f, 0.964373f, 0.964343f,
3502		−0.964313f, 0.964283f, 0.964254f, 0.964224f, 0.964194f, 0.964164f, 0.964134f, 0.964104f, 0.964074f, 0.964044f, 0.964014f, 0.963984f, 0.963954f, 0.963924f, 0.963894f, 0.963864f, 0.963834f, 0.963804f, 0.963774f, 0.963744f,
3503		−0.963714f, 0.963684f, 0.963654f, 0.963624f, 0.963594f, 0.963564f, 0.963534f, 0.963504f, 0.963475f, 0.963445f, 0.963415f, 0.963385f, 0.963355f, 0.963325f, 0.963295f, 0.963265f, 0.963235f, 0.963205f, 0.963175f, 0.963145f,
3504		−0.963115f, 0.963085f, 0.963055f, 0.963025f, 0.962995f, 0.962965f, 0.962935f, 0.962905f, 0.962876f, 0.962846f, 0.962816f, 0.962786f, 0.962756f, 0.962726f, 0.962696f, 0.962666f, 0.962636f, 0.962606f, 0.962576f, 0.962546f,
3505		−0.962516f, 0.962486f, 0.962456f, 0.962426f, 0.962396f, 0.962367f, 0.962337f, 0.962307f, 0.962277f, 0.962247f, 0.962217f, 0.962187f, 0.962157f, 0.962127f, 0.962097f, 0.962067f, 0.962037f, 0.962007f, 0.961977f, 0.961947f,
3506		−0.961917f, 0.961888f, 0.961858f, 0.961828f, 0.961798f, 0.961768f, 0.961738f, 0.961708f, 0.961678f, 0.961648f, 0.961618f, 0.961588f, 0.961558f, 0.961528f, 0.961499f, 0.961469f, 0.961439f, 0.961409f, 0.961379f, 0.961349f,
3507		−0.961319f, 0.961289f, 0.961259f, 0.961229f, 0.961199f, 0.961169f, 0.961139f, 0.96111f, 0.96108f, 0.96105f, 0.96102f, 0.96099f, 0.96096f, 0.96093f, 0.9609f, 0.96087f, 0.96084f, 0.96081f, 0.96078f, 0.960751f,
3508		−0.960721f, 0.960691f, 0.960661f, 0.960631f, 0.960601f, 0.960571f, 0.960541f, 0.960511f, 0.960481f, 0.960451f, 0.960422f, 0.960392f, 0.960362f, 0.960332f, 0.960302f, 0.960272f, 0.960242f, 0.960212f, 0.960182f, 0.960152f,
3509		−0.960122f, 0.960093f, 0.960063f, 0.960033f, 0.960003f, 0.959973f, 0.959943f, 0.959913f, 0.959883f, 0.959853f, 0.959823f, 0.959794f, 0.959764f, 0.959734f, 0.959704f, 0.959674f, 0.959644f, 0.959614f, 0.959584f, 0.959554f,
3510		−0.959525f, 0.959495f, 0.959465f, 0.959435f, 0.959405f, 0.959375f, 0.959345f, 0.959315f, 0.959285f, 0.959255f, 0.959226f, 0.959196f, 0.959166f, 0.959136f, 0.959106f, 0.959076f, 0.959046f, 0.959016f, 0.958987f, 0.958957f,
3511		−0.958927f, 0.958897f, 0.958867f, 0.958837f, 0.958807f, 0.958777f, 0.958747f, 0.958718f, 0.958688f, 0.958658f, 0.958628f, 0.958598f, 0.958568f, 0.958538f, 0.958508f, 0.958479f, 0.958449f, 0.958419f, 0.958389f, 0.958359f,
3512		−0.958329f, 0.958299f, 0.958269f, 0.95824f, 0.95821f, 0.95818f, 0.95815f, 0.95812f, 0.95809f, 0.95806f, 0.95803f, 0.958001f, 0.957971f, 0.957941f, 0.957911f, 0.957881f, 0.957851f, 0.957821f, 0.957791f, 0.957762f,
3513		−0.957732f, 0.957702f, 0.957672f, 0.957642f, 0.957612f, 0.957582f, 0.957553f, 0.957523f, 0.957493f, 0.957463f, 0.957433f, 0.957403f, 0.957373f, 0.957344f, 0.957314f, 0.957284f, 0.957254f, 0.957224f, 0.957194f, 0.957164f,
3514		−0.957135f, 0.957105f, 0.957075f, 0.957045f, 0.957015f, 0.956985f, 0.956955f, 0.956926f, 0.956896f, 0.956866f, 0.956836f, 0.956806f, 0.956776f, 0.956746f, 0.956717f, 0.956687f, 0.956657f, 0.956627f, 0.956597f, 0.956567f,
3515		−0.956537f, 0.956508f, 0.956478f, 0.956448f, 0.956418f, 0.956388f, 0.956358f, 0.956329f, 0.956299f, 0.956269f, 0.956239f, 0.956209f, 0.956179f, 0.95615f, 0.95612f, 0.95609f, 0.95606f, 0.95603f, 0.956f, 0.95597f,
	3295	+
	3296	+const float exp_decay[EXP_DECAY_TABLE_SIZE] = {
	3297	+ 1.0f, 0.999969f, 0.999939f, 0.999908f, 0.999878f, 0.999847f, 0.999817f, 0.999786f, 0.999756f, 0.999725f, 0.999695f, 0.999664f, 0.999634f, 0.999603f, 0.999573f, 0.999542f, 0.999512f, 0.999481f, 0.999451f, 0.99942f,
	3298	+0.99939f, 0.999359f, 0.999329f, 0.999298f, 0.999268f, 0.999237f, 0.999207f, 0.999176f, 0.999146f, 0.999115f, 0.999085f, 0.999054f, 0.999024f, 0.998993f, 0.998963f, 0.998932f, 0.998902f, 0.998871f, 0.998841f, 0.99881f,
	3299	+0.99878f, 0.998749f, 0.998719f, 0.998688f, 0.998658f, 0.998627f, 0.998597f, 0.998566f, 0.998536f, 0.998505f, 0.998475f, 0.998444f, 0.998414f, 0.998383f, 0.998353f, 0.998322f, 0.998292f, 0.998261f, 0.998231f, 0.9982f,
	3300	+0.99817f, 0.998139f, 0.998109f, 0.998078f, 0.998048f, 0.998017f, 0.997987f, 0.997956f, 0.997926f, 0.997895f, 0.997865f, 0.997834f, 0.997804f, 0.997773f, 0.997743f, 0.997712f, 0.997682f, 0.997652f, 0.997621f, 0.997591f,
	3301	+0.99756f, 0.99753f, 0.997499f, 0.997469f, 0.997438f, 0.997408f, 0.997377f, 0.997347f, 0.997316f, 0.997286f, 0.997255f, 0.997225f, 0.997194f, 0.997164f, 0.997133f, 0.997103f, 0.997072f, 0.997042f, 0.997012f, 0.996981f,
	3302	+0.996951f, 0.99692f, 0.99689f, 0.996859f, 0.996829f, 0.996798f, 0.996768f, 0.996737f, 0.996707f, 0.996676f, 0.996646f, 0.996615f, 0.996585f, 0.996554f, 0.996524f, 0.996494f, 0.996463f, 0.996433f, 0.996402f, 0.996372f,
	3303	+0.996341f, 0.996311f, 0.99628f, 0.99625f, 0.996219f, 0.996189f, 0.996158f, 0.996128f, 0.996098f, 0.996067f, 0.996037f, 0.996006f, 0.995976f, 0.995945f, 0.995915f, 0.995884f, 0.995854f, 0.995823f, 0.995793f, 0.995763f,
	3304	+0.995732f, 0.995702f, 0.995671f, 0.995641f, 0.99561f, 0.99558f, 0.995549f, 0.995519f, 0.995488f, 0.995458f, 0.995428f, 0.995397f, 0.995367f, 0.995336f, 0.995306f, 0.995275f, 0.995245f, 0.995214f, 0.995184f, 0.995154f,
	3305	+0.995123f, 0.995093f, 0.995062f, 0.995032f, 0.995001f, 0.994971f, 0.99494f, 0.99491f, 0.99488f, 0.994849f, 0.994819f, 0.994788f, 0.994758f, 0.994727f, 0.994697f, 0.994667f, 0.994636f, 0.994606f, 0.994575f, 0.994545f,
	3306	+0.994514f, 0.994484f, 0.994454f, 0.994423f, 0.994393f, 0.994362f, 0.994332f, 0.994301f, 0.994271f, 0.99424f, 0.99421f, 0.99418f, 0.994149f, 0.994119f, 0.994088f, 0.994058f, 0.994027f, 0.993997f, 0.993967f, 0.993936f,
	3307	+0.993906f, 0.993875f, 0.993845f, 0.993815f, 0.993784f, 0.993754f, 0.993723f, 0.993693f, 0.993662f, 0.993632f, 0.993602f, 0.993571f, 0.993541f, 0.99351f, 0.99348f, 0.993449f, 0.993419f, 0.993389f, 0.993358f, 0.993328f,
	3308	+0.993297f, 0.993267f, 0.993237f, 0.993206f, 0.993176f, 0.993145f, 0.993115f, 0.993085f, 0.993054f, 0.993024f, 0.992993f, 0.992963f, 0.992932f, 0.992902f, 0.992872f, 0.992841f, 0.992811f, 0.99278f, 0.99275f, 0.99272f,
	3309	+0.992689f, 0.992659f, 0.992628f, 0.992598f, 0.992568f, 0.992537f, 0.992507f, 0.992476f, 0.992446f, 0.992416f, 0.992385f, 0.992355f, 0.992324f, 0.992294f, 0.992264f, 0.992233f, 0.992203f, 0.992172f, 0.992142f, 0.992112f,
	3310	+0.992081f, 0.992051f, 0.99202f, 0.99199f, 0.99196f, 0.991929f, 0.991899f, 0.991868f, 0.991838f, 0.991808f, 0.991777f, 0.991747f, 0.991716f, 0.991686f, 0.991656f, 0.991625f, 0.991595f, 0.991564f, 0.991534f, 0.991504f,
	3311	+0.991473f, 0.991443f, 0.991413f, 0.991382f, 0.991352f, 0.991321f, 0.991291f, 0.991261f, 0.99123f, 0.9912f, 0.991169f, 0.991139f, 0.991109f, 0.991078f, 0.991048f, 0.991018f, 0.990987f, 0.990957f, 0.990926f, 0.990896f,
	3312	+0.990866f, 0.990835f, 0.990805f, 0.990775f, 0.990744f, 0.990714f, 0.990683f, 0.990653f, 0.990623f, 0.990592f, 0.990562f, 0.990532f, 0.990501f, 0.990471f, 0.99044f, 0.99041f, 0.99038f, 0.990349f, 0.990319f, 0.990289f,
	3313	+0.990258f, 0.990228f, 0.990197f, 0.990167f, 0.990137f, 0.990106f, 0.990076f, 0.990046f, 0.990015f, 0.989985f, 0.989955f, 0.989924f, 0.989894f, 0.989863f, 0.989833f, 0.989803f, 0.989772f, 0.989742f, 0.989712f, 0.989681f,
	3314	+0.989651f, 0.989621f, 0.98959f, 0.98956f, 0.98953f, 0.989499f, 0.989469f, 0.989438f, 0.989408f, 0.989378f, 0.989347f, 0.989317f, 0.989287f, 0.989256f, 0.989226f, 0.989196f, 0.989165f, 0.989135f, 0.989105f, 0.989074f,
	3315	+0.989044f, 0.989013f, 0.988983f, 0.988953f, 0.988922f, 0.988892f, 0.988862f, 0.988831f, 0.988801f, 0.988771f, 0.98874f, 0.98871f, 0.98868f, 0.988649f, 0.988619f, 0.988589f, 0.988558f, 0.988528f, 0.988498f, 0.988467f,
	3316	+0.988437f, 0.988407f, 0.988376f, 0.988346f, 0.988316f, 0.988285f, 0.988255f, 0.988225f, 0.988194f, 0.988164f, 0.988134f, 0.988103f, 0.988073f, 0.988043f, 0.988012f, 0.987982f, 0.987952f, 0.987921f, 0.987891f, 0.987861f,
	3317	+0.98783f, 0.9878f, 0.98777f, 0.987739f, 0.987709f, 0.987679f, 0.987648f, 0.987618f, 0.987588f, 0.987557f, 0.987527f, 0.987497f, 0.987466f, 0.987436f, 0.987406f, 0.987375f, 0.987345f, 0.987315f, 0.987284f, 0.987254f,
	3318	+0.987224f, 0.987193f, 0.987163f, 0.987133f, 0.987102f, 0.987072f, 0.987042f, 0.987011f, 0.986981f, 0.986951f, 0.98692f, 0.98689f, 0.98686f, 0.98683f, 0.986799f, 0.986769f, 0.986739f, 0.986708f, 0.986678f, 0.986648f,
	3319	+0.986617f, 0.986587f, 0.986557f, 0.986526f, 0.986496f, 0.986466f, 0.986435f, 0.986405f, 0.986375f, 0.986345f, 0.986314f, 0.986284f, 0.986254f, 0.986223f, 0.986193f, 0.986163f, 0.986132f, 0.986102f, 0.986072f, 0.986041f,
	3320	+0.986011f, 0.985981f, 0.985951f, 0.98592f, 0.98589f, 0.98586f, 0.985829f, 0.985799f, 0.985769f, 0.985738f, 0.985708f, 0.985678f, 0.985648f, 0.985617f, 0.985587f, 0.985557f, 0.985526f, 0.985496f, 0.985466f, 0.985436f,
	3321	+0.985405f, 0.985375f, 0.985345f, 0.985314f, 0.985284f, 0.985254f, 0.985223f, 0.985193f, 0.985163f, 0.985133f, 0.985102f, 0.985072f, 0.985042f, 0.985011f, 0.984981f, 0.984951f, 0.984921f, 0.98489f, 0.98486f, 0.98483f,
	3322	+0.984799f, 0.984769f, 0.984739f, 0.984709f, 0.984678f, 0.984648f, 0.984618f, 0.984587f, 0.984557f, 0.984527f, 0.984497f, 0.984466f, 0.984436f, 0.984406f, 0.984375f, 0.984345f, 0.984315f, 0.984285f, 0.984254f, 0.984224f,
	3323	+0.984194f, 0.984164f, 0.984133f, 0.984103f, 0.984073f, 0.984042f, 0.984012f, 0.983982f, 0.983952f, 0.983921f, 0.983891f, 0.983861f, 0.983831f, 0.9838f, 0.98377f, 0.98374f, 0.983709f, 0.983679f, 0.983649f, 0.983619f,
	3324	+0.983588f, 0.983558f, 0.983528f, 0.983498f, 0.983467f, 0.983437f, 0.983407f, 0.983377f, 0.983346f, 0.983316f, 0.983286f, 0.983256f, 0.983225f, 0.983195f, 0.983165f, 0.983134f, 0.983104f, 0.983074f, 0.983044f, 0.983013f,
	3325	+0.982983f, 0.982953f, 0.982923f, 0.982892f, 0.982862f, 0.982832f, 0.982802f, 0.982771f, 0.982741f, 0.982711f, 0.982681f, 0.98265f, 0.98262f, 0.98259f, 0.98256f, 0.982529f, 0.982499f, 0.982469f, 0.982439f, 0.982408f,
	3326	+0.982378f, 0.982348f, 0.982318f, 0.982287f, 0.982257f, 0.982227f, 0.982197f, 0.982166f, 0.982136f, 0.982106f, 0.982076f, 0.982045f, 0.982015f, 0.981985f, 0.981955f, 0.981924f, 0.981894f, 0.981864f, 0.981834f, 0.981804f,
	3327	+0.981773f, 0.981743f, 0.981713f, 0.981683f, 0.981652f, 0.981622f, 0.981592f, 0.981562f, 0.981531f, 0.981501f, 0.981471f, 0.981441f, 0.98141f, 0.98138f, 0.98135f, 0.98132f, 0.98129f, 0.981259f, 0.981229f, 0.981199f,
	3328	+0.981169f, 0.981138f, 0.981108f, 0.981078f, 0.981048f, 0.981017f, 0.980987f, 0.980957f, 0.980927f, 0.980897f, 0.980866f, 0.980836f, 0.980806f, 0.980776f, 0.980745f, 0.980715f, 0.980685f, 0.980655f, 0.980625f, 0.980594f,
	3329	+0.980564f, 0.980534f, 0.980504f, 0.980473f, 0.980443f, 0.980413f, 0.980383f, 0.980353f, 0.980322f, 0.980292f, 0.980262f, 0.980232f, 0.980202f, 0.980171f, 0.980141f, 0.980111f, 0.980081f, 0.98005f, 0.98002f, 0.97999f,
	3330	+0.97996f, 0.97993f, 0.979899f, 0.979869f, 0.979839f, 0.979809f, 0.979779f, 0.979748f, 0.979718f, 0.979688f, 0.979658f, 0.979628f, 0.979597f, 0.979567f, 0.979537f, 0.979507f, 0.979477f, 0.979446f, 0.979416f, 0.979386f,
	3331	+0.979356f, 0.979326f, 0.979295f, 0.979265f, 0.979235f, 0.979205f, 0.979175f, 0.979144f, 0.979114f, 0.979084f, 0.979054f, 0.979024f, 0.978993f, 0.978963f, 0.978933f, 0.978903f, 0.978873f, 0.978842f, 0.978812f, 0.978782f,
	3332	+0.978752f, 0.978722f, 0.978691f, 0.978661f, 0.978631f, 0.978601f, 0.978571f, 0.97854f, 0.97851f, 0.97848f, 0.97845f, 0.97842f, 0.97839f, 0.978359f, 0.978329f, 0.978299f, 0.978269f, 0.978239f, 0.978208f, 0.978178f,
	3333	+0.978148f, 0.978118f, 0.978088f, 0.978057f, 0.978027f, 0.977997f, 0.977967f, 0.977937f, 0.977907f, 0.977876f, 0.977846f, 0.977816f, 0.977786f, 0.977756f, 0.977726f, 0.977695f, 0.977665f, 0.977635f, 0.977605f, 0.977575f,
	3334	+0.977544f, 0.977514f, 0.977484f, 0.977454f, 0.977424f, 0.977394f, 0.977363f, 0.977333f, 0.977303f, 0.977273f, 0.977243f, 0.977213f, 0.977182f, 0.977152f, 0.977122f, 0.977092f, 0.977062f, 0.977032f, 0.977001f, 0.976971f,
	3335	+0.976941f, 0.976911f, 0.976881f, 0.976851f, 0.97682f, 0.97679f, 0.97676f, 0.97673f, 0.9767f, 0.97667f, 0.97664f, 0.976609f, 0.976579f, 0.976549f, 0.976519f, 0.976489f, 0.976459f, 0.976428f, 0.976398f, 0.976368f,
	3336	+0.976338f, 0.976308f, 0.976278f, 0.976247f, 0.976217f, 0.976187f, 0.976157f, 0.976127f, 0.976097f, 0.976067f, 0.976036f, 0.976006f, 0.975976f, 0.975946f, 0.975916f, 0.975886f, 0.975856f, 0.975825f, 0.975795f, 0.975765f,
	3337	+0.975735f, 0.975705f, 0.975675f, 0.975645f, 0.975614f, 0.975584f, 0.975554f, 0.975524f, 0.975494f, 0.975464f, 0.975434f, 0.975403f, 0.975373f, 0.975343f, 0.975313f, 0.975283f, 0.975253f, 0.975223f, 0.975192f, 0.975162f,
	3338	+0.975132f, 0.975102f, 0.975072f, 0.975042f, 0.975012f, 0.974981f, 0.974951f, 0.974921f, 0.974891f, 0.974861f, 0.974831f, 0.974801f, 0.974771f, 0.97474f, 0.97471f, 0.97468f, 0.97465f, 0.97462f, 0.97459f, 0.97456f,
	3339	+0.97453f, 0.974499f, 0.974469f, 0.974439f, 0.974409f, 0.974379f, 0.974349f, 0.974319f, 0.974289f, 0.974258f, 0.974228f, 0.974198f, 0.974168f, 0.974138f, 0.974108f, 0.974078f, 0.974048f, 0.974017f, 0.973987f, 0.973957f,
	3340	+0.973927f, 0.973897f, 0.973867f, 0.973837f, 0.973807f, 0.973777f, 0.973746f, 0.973716f, 0.973686f, 0.973656f, 0.973626f, 0.973596f, 0.973566f, 0.973536f, 0.973505f, 0.973475f, 0.973445f, 0.973415f, 0.973385f, 0.973355f,
	3341	+0.973325f, 0.973295f, 0.973265f, 0.973235f, 0.973204f, 0.973174f, 0.973144f, 0.973114f, 0.973084f, 0.973054f, 0.973024f, 0.972994f, 0.972964f, 0.972933f, 0.972903f, 0.972873f, 0.972843f, 0.972813f, 0.972783f, 0.972753f,
	3342	+0.972723f, 0.972693f, 0.972663f, 0.972632f, 0.972602f, 0.972572f, 0.972542f, 0.972512f, 0.972482f, 0.972452f, 0.972422f, 0.972392f, 0.972362f, 0.972332f, 0.972301f, 0.972271f, 0.972241f, 0.972211f, 0.972181f, 0.972151f,
	3343	+0.972121f, 0.972091f, 0.972061f, 0.972031f, 0.972001f, 0.97197f, 0.97194f, 0.97191f, 0.97188f, 0.97185f, 0.97182f, 0.97179f, 0.97176f, 0.97173f, 0.9717f, 0.97167f, 0.97164f, 0.971609f, 0.971579f, 0.971549f,
	3344	+0.971519f, 0.971489f, 0.971459f, 0.971429f, 0.971399f, 0.971369f, 0.971339f, 0.971309f, 0.971279f, 0.971249f, 0.971218f, 0.971188f, 0.971158f, 0.971128f, 0.971098f, 0.971068f, 0.971038f, 0.971008f, 0.970978f, 0.970948f,
	3345	+0.970918f, 0.970888f, 0.970858f, 0.970827f, 0.970797f, 0.970767f, 0.970737f, 0.970707f, 0.970677f, 0.970647f, 0.970617f, 0.970587f, 0.970557f, 0.970527f, 0.970497f, 0.970467f, 0.970437f, 0.970407f, 0.970377f, 0.970346f,
	3346	+0.970316f, 0.970286f, 0.970256f, 0.970226f, 0.970196f, 0.970166f, 0.970136f, 0.970106f, 0.970076f, 0.970046f, 0.970016f, 0.969986f, 0.969956f, 0.969926f, 0.969896f, 0.969866f, 0.969835f, 0.969805f, 0.969775f, 0.969745f,
	3347	+0.969715f, 0.969685f, 0.969655f, 0.969625f, 0.969595f, 0.969565f, 0.969535f, 0.969505f, 0.969475f, 0.969445f, 0.969415f, 0.969385f, 0.969355f, 0.969325f, 0.969295f, 0.969265f, 0.969234f, 0.969204f, 0.969174f, 0.969144f,
	3348	+0.969114f, 0.969084f, 0.969054f, 0.969024f, 0.968994f, 0.968964f, 0.968934f, 0.968904f, 0.968874f, 0.968844f, 0.968814f, 0.968784f, 0.968754f, 0.968724f, 0.968694f, 0.968664f, 0.968634f, 0.968604f, 0.968574f, 0.968544f,
	3349	+0.968514f, 0.968484f, 0.968453f, 0.968423f, 0.968393f, 0.968363f, 0.968333f, 0.968303f, 0.968273f, 0.968243f, 0.968213f, 0.968183f, 0.968153f, 0.968123f, 0.968093f, 0.968063f, 0.968033f, 0.968003f, 0.967973f, 0.967943f,
	3350	+0.967913f, 0.967883f, 0.967853f, 0.967823f, 0.967793f, 0.967763f, 0.967733f, 0.967703f, 0.967673f, 0.967643f, 0.967613f, 0.967583f, 0.967553f, 0.967523f, 0.967493f, 0.967463f, 0.967433f, 0.967403f, 0.967373f, 0.967343f,
	3351	+0.967313f, 0.967283f, 0.967253f, 0.967223f, 0.967193f, 0.967163f, 0.967133f, 0.967102f, 0.967072f, 0.967042f, 0.967012f, 0.966982f, 0.966952f, 0.966922f, 0.966892f, 0.966862f, 0.966832f, 0.966802f, 0.966772f, 0.966742f,
	3352	+0.966712f, 0.966682f, 0.966652f, 0.966622f, 0.966592f, 0.966562f, 0.966532f, 0.966502f, 0.966472f, 0.966442f, 0.966412f, 0.966382f, 0.966352f, 0.966322f, 0.966292f, 0.966262f, 0.966232f, 0.966202f, 0.966172f, 0.966142f,
	3353	+0.966112f, 0.966082f, 0.966052f, 0.966022f, 0.965992f, 0.965962f, 0.965932f, 0.965902f, 0.965872f, 0.965842f, 0.965812f, 0.965782f, 0.965752f, 0.965722f, 0.965692f, 0.965662f, 0.965632f, 0.965603f, 0.965573f, 0.965543f,
	3354	+0.965513f, 0.965483f, 0.965453f, 0.965423f, 0.965393f, 0.965363f, 0.965333f, 0.965303f, 0.965273f, 0.965243f, 0.965213f, 0.965183f, 0.965153f, 0.965123f, 0.965093f, 0.965063f, 0.965033f, 0.965003f, 0.964973f, 0.964943f,
	3355	+0.964913f, 0.964883f, 0.964853f, 0.964823f, 0.964793f, 0.964763f, 0.964733f, 0.964703f, 0.964673f, 0.964643f, 0.964613f, 0.964583f, 0.964553f, 0.964523f, 0.964493f, 0.964463f, 0.964433f, 0.964403f, 0.964373f, 0.964343f,
	3356	+0.964313f, 0.964283f, 0.964254f, 0.964224f, 0.964194f, 0.964164f, 0.964134f, 0.964104f, 0.964074f, 0.964044f, 0.964014f, 0.963984f, 0.963954f, 0.963924f, 0.963894f, 0.963864f, 0.963834f, 0.963804f, 0.963774f, 0.963744f,
	3357	+0.963714f, 0.963684f, 0.963654f, 0.963624f, 0.963594f, 0.963564f, 0.963534f, 0.963504f, 0.963475f, 0.963445f, 0.963415f, 0.963385f, 0.963355f, 0.963325f, 0.963295f, 0.963265f, 0.963235f, 0.963205f, 0.963175f, 0.963145f,
	3358	+0.963115f, 0.963085f, 0.963055f, 0.963025f, 0.962995f, 0.962965f, 0.962935f, 0.962905f, 0.962876f, 0.962846f, 0.962816f, 0.962786f, 0.962756f, 0.962726f, 0.962696f, 0.962666f, 0.962636f, 0.962606f, 0.962576f, 0.962546f,
	3359	+0.962516f, 0.962486f, 0.962456f, 0.962426f, 0.962396f, 0.962367f, 0.962337f, 0.962307f, 0.962277f, 0.962247f, 0.962217f, 0.962187f, 0.962157f, 0.962127f, 0.962097f, 0.962067f, 0.962037f, 0.962007f, 0.961977f, 0.961947f,
	3360	+0.961917f, 0.961888f, 0.961858f, 0.961828f, 0.961798f, 0.961768f, 0.961738f, 0.961708f, 0.961678f, 0.961648f, 0.961618f, 0.961588f, 0.961558f, 0.961528f, 0.961499f, 0.961469f, 0.961439f, 0.961409f, 0.961379f, 0.961349f,
	3361	+0.961319f, 0.961289f, 0.961259f, 0.961229f, 0.961199f, 0.961169f, 0.961139f, 0.96111f, 0.96108f, 0.96105f, 0.96102f, 0.96099f, 0.96096f, 0.96093f, 0.9609f, 0.96087f, 0.96084f, 0.96081f, 0.96078f, 0.960751f,
	3362	+0.960721f, 0.960691f, 0.960661f, 0.960631f, 0.960601f, 0.960571f, 0.960541f, 0.960511f, 0.960481f, 0.960451f, 0.960422f, 0.960392f, 0.960362f, 0.960332f, 0.960302f, 0.960272f, 0.960242f, 0.960212f, 0.960182f, 0.960152f,
	3363	+0.960122f, 0.960093f, 0.960063f, 0.960033f, 0.960003f, 0.959973f, 0.959943f, 0.959913f, 0.959883f, 0.959853f, 0.959823f, 0.959794f, 0.959764f, 0.959734f, 0.959704f, 0.959674f, 0.959644f, 0.959614f, 0.959584f, 0.959554f,
	3364	+0.959525f, 0.959495f, 0.959465f, 0.959435f, 0.959405f, 0.959375f, 0.959345f, 0.959315f, 0.959285f, 0.959255f, 0.959226f, 0.959196f, 0.959166f, 0.959136f, 0.959106f, 0.959076f, 0.959046f, 0.959016f, 0.958987f, 0.958957f,
	3365	+0.958927f, 0.958897f, 0.958867f, 0.958837f, 0.958807f, 0.958777f, 0.958747f, 0.958718f, 0.958688f, 0.958658f, 0.958628f, 0.958598f, 0.958568f, 0.958538f, 0.958508f, 0.958479f, 0.958449f, 0.958419f, 0.958389f, 0.958359f,
	3366	+0.958329f, 0.958299f, 0.958269f, 0.95824f, 0.95821f, 0.95818f, 0.95815f, 0.95812f, 0.95809f, 0.95806f, 0.95803f, 0.958001f, 0.957971f, 0.957941f, 0.957911f, 0.957881f, 0.957851f, 0.957821f, 0.957791f, 0.957762f,
	3367	+0.957732f, 0.957702f, 0.957672f, 0.957642f, 0.957612f, 0.957582f, 0.957553f, 0.957523f, 0.957493f, 0.957463f, 0.957433f, 0.957403f, 0.957373f, 0.957344f, 0.957314f, 0.957284f, 0.957254f, 0.957224f, 0.957194f, 0.957164f,
	3368	+0.957135f, 0.957105f, 0.957075f, 0.957045f, 0.957015f, 0.956985f, 0.956955f, 0.956926f, 0.956896f, 0.956866f, 0.956836f, 0.956806f, 0.956776f, 0.956746f, 0.956717f, 0.956687f, 0.956657f, 0.956627f, 0.956597f, 0.956567f,
	3369	+0.956537f, 0.956508f, 0.956478f, 0.956448f, 0.956418f, 0.956388f, 0.956358f, 0.956329f, 0.956299f, 0.956269f, 0.956239f, 0.956209f, 0.956179f, 0.95615f, 0.95612f, 0.95609f, 0.95606f, 0.95603f, 0.956f, 0.95597f,
3516	3370	0.955941f, 0.955911f, 0.955881f, 0.955851f, 0.955821f, 0.955791f, 0.955762f, 0.955732f, 0.955702f, 0.955672f, 0.955642f, 0.955612f, 0.955583f, 0.955553f, 0.955523f, 0.955493f, 0.955463f, 0.955433f, 0.955404f, 0.955374f,
3517	3371	0.955344f, 0.955314f, 0.955284f, 0.955254f, 0.955225f, 0.955195f, 0.955165f, 0.955135f, 0.955105f, 0.955076f, 0.955046f, 0.955016f, 0.954986f, 0.954956f, 0.954926f, 0.954897f, 0.954867f, 0.954837f, 0.954807f, 0.954777f,
3518	3372	0.954748f, 0.954718f, 0.954688f, 0.954658f, 0.954628f, 0.954598f, 0.954569f, 0.954539f, 0.954509f, 0.954479f, 0.954449f, 0.95442f, 0.95439f, 0.95436f, 0.95433f, 0.9543f, 0.95427f, 0.954241f, 0.954211f, 0.954181f,
@@ -13902,107 +13756,4 @@ const float tanh1[TANH1_TABLE_SIZE] = {-0.964028f, -0.964023f, -0.964019f, -0.96 · 10383 unmodified lines
13902	13756
13903	13757	#endif
13904	13758
13905		−const float sinewave[SINE_TABLE_SIZE] = {0.0f, 0.00305f, 0.00613f, 0.00919f, 0.01227f, 0.01532f, 0.0184f, 0.02145f, 0.02454f, 0.02759f, 0.03067f, 0.03372f, 0.0368f, 0.03986f, 0.04291f, 0.04599f, 0.04904f, 0.05212f, 0.05518f, 0.05823f,
13906		−0.06131f, 0.06436f, 0.06741f, 0.0705f, 0.07355f, 0.0766f, 0.07965f, 0.08273f, 0.08578f, 0.08884f, 0.09189f, 0.09494f, 0.09799f, 0.10104f, 0.1041f, 0.10715f, 0.1102f, 0.11325f, 0.1163f, 0.11935f,
13907		−0.12241f, 0.12543f, 0.12848f, 0.13153f, 0.13455f, 0.1376f, 0.14066f, 0.14368f, 0.1467f, 0.14975f, 0.15277f, 0.15582f, 0.15884f, 0.16187f, 0.16489f, 0.16791f, 0.17093f, 0.17398f, 0.17697f, 0.17999f,
13908		−0.18301f, 0.18604f, 0.18906f, 0.19205f, 0.19507f, 0.19809f, 0.20108f, 0.2041f, 0.20709f, 0.21008f, 0.2131f, 0.21609f, 0.21909f, 0.22208f, 0.22507f, 0.22806f, 0.23105f, 0.23401f, 0.237f, 0.23999f,
13909		−0.24295f, 0.24594f, 0.2489f, 0.25189f, 0.25485f, 0.25781f, 0.26077f, 0.26373f, 0.26669f, 0.26965f, 0.27261f, 0.27554f, 0.2785f, 0.28143f, 0.28439f, 0.28732f, 0.29025f, 0.29321f, 0.29614f, 0.29907f,
13910		−0.30197f, 0.3049f, 0.30783f, 0.31076f, 0.31366f, 0.31656f, 0.31949f, 0.32239f, 0.32529f, 0.32819f, 0.33109f, 0.33398f, 0.33688f, 0.33975f, 0.34265f, 0.34552f, 0.34839f, 0.35126f, 0.35416f, 0.35703f,
13911		−0.35986f, 0.36273f, 0.3656f, 0.36844f, 0.37131f, 0.37415f, 0.37698f, 0.37982f, 0.38266f, 0.3855f, 0.38834f, 0.39114f, 0.39398f, 0.39679f, 0.3996f, 0.4024f, 0.40521f, 0.40802f, 0.41083f, 0.4136f,
13912		−0.41641f, 0.41919f, 0.42197f, 0.42474f, 0.42752f, 0.4303f, 0.43307f, 0.43582f, 0.4386f, 0.44135f, 0.44409f, 0.44684f, 0.44958f, 0.45233f, 0.45505f, 0.45779f, 0.46051f, 0.46323f, 0.46594f, 0.46866f,
13913		−0.47137f, 0.47409f, 0.47678f, 0.47946f, 0.48215f, 0.48483f, 0.48752f, 0.4902f, 0.49289f, 0.49554f, 0.4982f, 0.50085f, 0.50351f, 0.50616f, 0.50882f, 0.51144f, 0.51407f, 0.51672f, 0.51932f, 0.52194f,
13914		−0.52457f, 0.52716f, 0.52979f, 0.53238f, 0.53497f, 0.53757f, 0.54016f, 0.54272f, 0.54529f, 0.54788f, 0.55045f, 0.55298f, 0.55554f, 0.55811f, 0.56064f, 0.56317f, 0.5657f, 0.56824f, 0.57077f, 0.57327f,
13915		−0.57578f, 0.57828f, 0.58078f, 0.58328f, 0.58578f, 0.58826f, 0.59073f, 0.5932f, 0.59567f, 0.59814f, 0.60059f, 0.60303f, 0.6055f, 0.60791f, 0.61035f, 0.61279f, 0.6152f, 0.61761f, 0.62003f, 0.62244f,
13916		−0.62485f, 0.62723f, 0.62961f, 0.63199f, 0.63437f, 0.63675f, 0.6391f, 0.64145f, 0.6438f, 0.64615f, 0.6485f, 0.65082f, 0.65314f, 0.65546f, 0.65778f, 0.6601f, 0.66238f, 0.66467f, 0.66696f, 0.66925f,
13917		−0.67154f, 0.6738f, 0.67606f, 0.67831f, 0.68057f, 0.68283f, 0.68506f, 0.68729f, 0.68951f, 0.69174f, 0.69394f, 0.69614f, 0.69836f, 0.70053f, 0.70273f, 0.7049f, 0.70709f, 0.70926f, 0.7114f, 0.71356f,
13918		−0.7157f, 0.71783f, 0.71997f, 0.72211f, 0.72421f, 0.72632f, 0.72842f, 0.73053f, 0.73264f, 0.73471f, 0.73679f, 0.73886f, 0.74094f, 0.74298f, 0.74503f, 0.74707f, 0.74911f, 0.75113f, 0.75317f, 0.75519f,
13919		−0.75717f, 0.75919f, 0.76117f, 0.76315f, 0.76514f, 0.76712f, 0.76907f, 0.77103f, 0.77298f, 0.77493f, 0.77686f, 0.77878f, 0.7807f, 0.78262f, 0.78452f, 0.78644f, 0.78833f, 0.79019f, 0.79208f, 0.79395f,
13920		−0.79581f, 0.79767f, 0.7995f, 0.80136f, 0.80319f, 0.80499f, 0.80682f, 0.80862f, 0.81042f, 0.81223f, 0.814f, 0.8158f, 0.81757f, 0.81931f, 0.82108f, 0.82281f, 0.82455f, 0.82629f, 0.828f, 0.82974f,
13921		−0.83145f, 0.83313f, 0.83484f, 0.83652f, 0.8382f, 0.83987f, 0.84152f, 0.84317f, 0.84482f, 0.84647f, 0.84808f, 0.8497f, 0.85132f, 0.85294f, 0.85452f, 0.85611f, 0.8577f, 0.85928f, 0.86084f, 0.8624f,
13922		−0.86395f, 0.86548f, 0.867f, 0.86853f, 0.87006f, 0.87155f, 0.87308f, 0.87457f, 0.87604f, 0.8775f, 0.879f, 0.88043f, 0.8819f, 0.88333f, 0.88477f, 0.8862f, 0.8876f, 0.88901f, 0.89041f, 0.89182f,
13923		−0.89319f, 0.89456f, 0.89594f, 0.89731f, 0.89865f, 0.89999f, 0.90131f, 0.90265f, 0.90396f, 0.90527f, 0.90656f, 0.90787f, 0.90915f, 0.9104f, 0.91168f, 0.91293f, 0.91418f, 0.91541f, 0.91666f, 0.91788f,
13924		−0.9191f, 0.92029f, 0.92148f, 0.92267f, 0.92386f, 0.92502f, 0.92618f, 0.92734f, 0.92847f, 0.92963f, 0.93073f, 0.93185f, 0.93295f, 0.93405f, 0.93515f, 0.93625f, 0.93732f, 0.93839f, 0.93942f, 0.94049f,
13925		−0.94153f, 0.94254f, 0.94357f, 0.94458f, 0.94559f, 0.94656f, 0.94757f, 0.94852f, 0.94949f, 0.95047f, 0.95142f, 0.95233f, 0.95328f, 0.95419f, 0.95511f, 0.95602f, 0.95691f, 0.95779f, 0.95868f, 0.95953f,
13926		−0.96039f, 0.96124f, 0.9621f, 0.96292f, 0.96375f, 0.96457f, 0.96536f, 0.96616f, 0.96695f, 0.96771f, 0.96851f, 0.96924f, 0.97f, 0.97073f, 0.97147f, 0.9722f, 0.9729f, 0.9736f, 0.9743f, 0.97501f,
13927		−0.97568f, 0.97635f, 0.97699f, 0.97766f, 0.9783f, 0.97891f, 0.97955f, 0.98016f, 0.98074f, 0.98135f, 0.98193f, 0.98251f, 0.98306f, 0.98364f, 0.98419f, 0.98471f, 0.98526f, 0.98578f, 0.98627f, 0.98679f,
13928		−0.98727f, 0.98776f, 0.98822f, 0.98868f, 0.98914f, 0.98959f, 0.99002f, 0.99045f, 0.99088f, 0.99127f, 0.99167f, 0.99207f, 0.99246f, 0.99283f, 0.99319f, 0.99353f, 0.99387f, 0.9942f, 0.99454f, 0.99484f,
13929		−0.99515f, 0.99545f, 0.99573f, 0.996f, 0.99628f, 0.99655f, 0.9968f, 0.99704f, 0.99725f, 0.99747f, 0.99768f, 0.99789f, 0.99808f, 0.99826f, 0.99844f, 0.9986f, 0.99878f, 0.9989f, 0.99905f, 0.99918f,
13930		−0.9993f, 0.99939f, 0.99951f, 0.9996f, 0.99966f, 0.99973f, 0.99979f, 0.99985f, 0.99991f, 0.99994f, 0.99994f, 0.99997f, 0.99997f, 0.99997f, 0.99994f, 0.99994f, 0.99991f, 0.99985f, 0.99979f, 0.99973f,
13931		−0.99966f, 0.9996f, 0.99951f, 0.99939f, 0.9993f, 0.99918f, 0.99905f, 0.9989f, 0.99878f, 0.9986f, 0.99844f, 0.99826f, 0.99808f, 0.99789f, 0.99768f, 0.99747f, 0.99725f, 0.99704f, 0.9968f, 0.99655f,
13932		−0.99628f, 0.996f, 0.99573f, 0.99545f, 0.99515f, 0.99484f, 0.99454f, 0.9942f, 0.99387f, 0.99353f, 0.99319f, 0.99283f, 0.99246f, 0.99207f, 0.99167f, 0.99127f, 0.99088f, 0.99045f, 0.99002f, 0.98959f,
13933		−0.98914f, 0.98868f, 0.98822f, 0.98776f, 0.98727f, 0.98679f, 0.98627f, 0.98578f, 0.98526f, 0.98471f, 0.98419f, 0.98364f, 0.98306f, 0.98251f, 0.98193f, 0.98135f, 0.98074f, 0.98016f, 0.97955f, 0.97891f,
13934		−0.9783f, 0.97766f, 0.97699f, 0.97635f, 0.97568f, 0.97501f, 0.9743f, 0.9736f, 0.9729f, 0.9722f, 0.97147f, 0.97073f, 0.97f, 0.96924f, 0.96851f, 0.96771f, 0.96695f, 0.96616f, 0.96536f, 0.96457f,
13935		−0.96375f, 0.96292f, 0.9621f, 0.96124f, 0.96039f, 0.95953f, 0.95868f, 0.95779f, 0.95691f, 0.95602f, 0.95511f, 0.95419f, 0.95328f, 0.95233f, 0.95142f, 0.95047f, 0.94949f, 0.94852f, 0.94757f, 0.94656f,
13936		−0.94559f, 0.94458f, 0.94357f, 0.94254f, 0.94153f, 0.94049f, 0.93942f, 0.93839f, 0.93732f, 0.93625f, 0.93515f, 0.93405f, 0.93295f, 0.93185f, 0.93073f, 0.92963f, 0.92847f, 0.92734f, 0.92618f, 0.92502f,
13937		−0.92386f, 0.92267f, 0.92148f, 0.92029f, 0.9191f, 0.91788f, 0.91666f, 0.91541f, 0.91418f, 0.91293f, 0.91168f, 0.9104f, 0.90915f, 0.90787f, 0.90656f, 0.90527f, 0.90396f, 0.90265f, 0.90131f, 0.89999f,
13938		−0.89865f, 0.89731f, 0.89594f, 0.89456f, 0.89319f, 0.89182f, 0.89041f, 0.88901f, 0.8876f, 0.8862f, 0.88477f, 0.88333f, 0.8819f, 0.88043f, 0.879f, 0.8775f, 0.87604f, 0.87457f, 0.87308f, 0.87155f,
13939		−0.87006f, 0.86853f, 0.867f, 0.86548f, 0.86395f, 0.8624f, 0.86084f, 0.85928f, 0.8577f, 0.85611f, 0.85452f, 0.85294f, 0.85132f, 0.8497f, 0.84808f, 0.84647f, 0.84482f, 0.84317f, 0.84152f, 0.83987f,
13940		−0.8382f, 0.83652f, 0.83484f, 0.83313f, 0.83145f, 0.82974f, 0.828f, 0.82629f, 0.82455f, 0.82281f, 0.82108f, 0.81931f, 0.81757f, 0.8158f, 0.814f, 0.81223f, 0.81042f, 0.80862f, 0.80682f, 0.80499f,
13941		−0.80319f, 0.80136f, 0.7995f, 0.79767f, 0.79581f, 0.79395f, 0.79208f, 0.79019f, 0.78833f, 0.78644f, 0.78452f, 0.78262f, 0.7807f, 0.77878f, 0.77686f, 0.77493f, 0.77298f, 0.77103f, 0.76907f, 0.76712f,
13942		−0.76514f, 0.76315f, 0.76117f, 0.75919f, 0.75717f, 0.75519f, 0.75317f, 0.75113f, 0.74911f, 0.74707f, 0.74503f, 0.74298f, 0.74094f, 0.73886f, 0.73679f, 0.73471f, 0.73264f, 0.73053f, 0.72842f, 0.72632f,
13943		−0.72421f, 0.72211f, 0.71997f, 0.71783f, 0.7157f, 0.71356f, 0.7114f, 0.70926f, 0.70709f, 0.7049f, 0.70273f, 0.70053f, 0.69836f, 0.69614f, 0.69394f, 0.69174f, 0.68951f, 0.68729f, 0.68506f, 0.68283f,
13944		−0.68057f, 0.67831f, 0.67606f, 0.6738f, 0.67154f, 0.66925f, 0.66696f, 0.66467f, 0.66238f, 0.6601f, 0.65778f, 0.65546f, 0.65314f, 0.65082f, 0.6485f, 0.64615f, 0.6438f, 0.64145f, 0.6391f, 0.63675f,
13945		−0.63437f, 0.63199f, 0.62961f, 0.62723f, 0.62485f, 0.62244f, 0.62003f, 0.61761f, 0.6152f, 0.61279f, 0.61035f, 0.60791f, 0.6055f, 0.60303f, 0.60059f, 0.59814f, 0.59567f, 0.5932f, 0.59073f, 0.58826f,
13946		−0.58578f, 0.58328f, 0.58078f, 0.57828f, 0.57578f, 0.57327f, 0.57077f, 0.56824f, 0.5657f, 0.56317f, 0.56064f, 0.55811f, 0.55554f, 0.55298f, 0.55045f, 0.54788f, 0.54529f, 0.54272f, 0.54016f, 0.53757f,
13947		−0.53497f, 0.53238f, 0.52979f, 0.52716f, 0.52457f, 0.52194f, 0.51932f, 0.51672f, 0.51407f, 0.51144f, 0.50882f, 0.50616f, 0.50351f, 0.50085f, 0.4982f, 0.49554f, 0.49289f, 0.4902f, 0.48752f, 0.48483f,
13948		−0.48215f, 0.47946f, 0.47678f, 0.47409f, 0.47137f, 0.46866f, 0.46594f, 0.46323f, 0.46051f, 0.45779f, 0.45505f, 0.45233f, 0.44958f, 0.44684f, 0.44409f, 0.44135f, 0.4386f, 0.43582f, 0.43307f, 0.4303f,
13949		−0.42752f, 0.42474f, 0.42197f, 0.41919f, 0.41641f, 0.4136f, 0.41083f, 0.40802f, 0.40521f, 0.4024f, 0.3996f, 0.39679f, 0.39398f, 0.39114f, 0.38834f, 0.3855f, 0.38266f, 0.37982f, 0.37698f, 0.37415f,
13950		−0.37131f, 0.36844f, 0.3656f, 0.36273f, 0.35986f, 0.35703f, 0.35416f, 0.35126f, 0.34839f, 0.34552f, 0.34265f, 0.33975f, 0.33688f, 0.33398f, 0.33109f, 0.32819f, 0.32529f, 0.32239f, 0.31949f, 0.31656f,
13951		−0.31366f, 0.31076f, 0.30783f, 0.3049f, 0.30197f, 0.29907f, 0.29614f, 0.29321f, 0.29025f, 0.28732f, 0.28439f, 0.28143f, 0.2785f, 0.27554f, 0.27261f, 0.26965f, 0.26669f, 0.26373f, 0.26077f, 0.25781f,
13952		−0.25485f, 0.25189f, 0.2489f, 0.24594f, 0.24295f, 0.23999f, 0.237f, 0.23401f, 0.23105f, 0.22806f, 0.22507f, 0.22208f, 0.21909f, 0.21609f, 0.2131f, 0.21008f, 0.20709f, 0.2041f, 0.20108f, 0.19809f,
13953		−0.19507f, 0.19205f, 0.18906f, 0.18604f, 0.18301f, 0.17999f, 0.17697f, 0.17398f, 0.17093f, 0.16791f, 0.16489f, 0.16187f, 0.15884f, 0.15582f, 0.15277f, 0.14975f, 0.1467f, 0.14368f, 0.14066f, 0.1376f,
13954		−0.13455f, 0.13153f, 0.12848f, 0.12543f, 0.12241f, 0.11935f, 0.1163f, 0.11325f, 0.1102f, 0.10715f, 0.1041f, 0.10104f, 0.09799f, 0.09494f, 0.09189f, 0.08884f, 0.08578f, 0.08273f, 0.07965f, 0.0766f,
13955		−0.07355f, 0.0705f, 0.06741f, 0.06436f, 0.06131f, 0.05823f, 0.05518f, 0.05212f, 0.04904f, 0.04599f, 0.04291f, 0.03986f, 0.0368f, 0.03372f, 0.03067f, 0.02759f, 0.02454f, 0.02145f, 0.0184f, 0.01532f,
13956		−0.01227f, 0.00919f, 0.00613f, 0.00305f, 0.0f, -0.00308f, -0.00616f, -0.00922f, -0.0123f, -0.01535f, -0.01843f, -0.02148f, -0.02457f, -0.02762f, -0.0307f, -0.03375f, -0.03683f, -0.03989f, -0.04294f, -0.04602f,
13957		−-0.04907f, -0.05215f, -0.05521f, -0.05826f, -0.06134f, -0.06439f, -0.06744f, -0.07053f, -0.07358f, -0.07663f, -0.07968f, -0.08276f, -0.08582f, -0.08887f, -0.09192f, -0.09497f, -0.09802f, -0.10107f, -0.10413f, -0.10718f,
13958		−-0.11023f, -0.11328f, -0.11633f, -0.11938f, -0.12244f, -0.12546f, -0.12851f, -0.13156f, -0.13458f, -0.13763f, -0.14069f, -0.14371f, -0.14673f, -0.14978f, -0.1528f, -0.15585f, -0.15887f, -0.1619f, -0.16492f, -0.16794f,
13959		−-0.17096f, -0.17401f, -0.177f, -0.18002f, -0.18304f, -0.18607f, -0.18909f, -0.19208f, -0.1951f, -0.19812f, -0.20111f, -0.20413f, -0.20712f, -0.21011f, -0.21313f, -0.21613f, -0.21912f, -0.22211f, -0.2251f, -0.22809f,
13960		−-0.23108f, -0.23404f, -0.23703f, -0.24002f, -0.24298f, -0.24597f, -0.24893f, -0.25192f, -0.25488f, -0.25784f, -0.2608f, -0.26376f, -0.26672f, -0.26968f, -0.27264f, -0.27557f, -0.27853f, -0.28146f, -0.28442f, -0.28735f,
13961		−-0.29028f, -0.29324f, -0.29617f, -0.2991f, -0.302f, -0.30493f, -0.30786f, -0.31079f, -0.31369f, -0.31659f, -0.31952f, -0.32242f, -0.32532f, -0.32822f, -0.33112f, -0.33401f, -0.33691f, -0.33978f, -0.34268f, -0.34555f,
13962		−-0.34842f, -0.35129f, -0.35419f, -0.35706f, -0.35989f, -0.36276f, -0.36563f, -0.36847f, -0.37134f, -0.37418f, -0.37701f, -0.37985f, -0.38269f, -0.38553f, -0.38837f, -0.39117f, -0.39401f, -0.39682f, -0.39963f, -0.40244f,
13963		−-0.40524f, -0.40805f, -0.41086f, -0.41364f, -0.41644f, -0.41922f, -0.422f, -0.42477f, -0.42755f, -0.43033f, -0.43311f, -0.43585f, -0.43863f, -0.44138f, -0.44412f, -0.44687f, -0.44962f, -0.45236f, -0.45508f, -0.45782f,
13964		−-0.46054f, -0.46326f, -0.46597f, -0.46869f, -0.47141f, -0.47412f, -0.47681f, -0.47949f, -0.48218f, -0.48486f, -0.48755f, -0.49023f, -0.49292f, -0.49557f, -0.49823f, -0.50089f, -0.50354f, -0.5062f, -0.50885f, -0.51147f,
13965		−-0.5141f, -0.51675f, -0.51935f, -0.52197f, -0.5246f, -0.52719f, -0.52982f, -0.53241f, -0.535f, -0.5376f, -0.54019f, -0.54276f, -0.54532f, -0.54791f, -0.55048f, -0.55301f, -0.55557f, -0.55814f, -0.56067f, -0.5632f,
13966		−-0.56573f, -0.56827f, -0.5708f, -0.5733f, -0.57581f, -0.57831f, -0.58081f, -0.58331f, -0.58582f, -0.58829f, -0.59076f, -0.59323f, -0.5957f, -0.59818f, -0.60062f, -0.60306f, -0.60553f, -0.60794f, -0.61038f, -0.61282f,
13967		−-0.61523f, -0.61765f, -0.62006f, -0.62247f, -0.62488f, -0.62726f, -0.62964f, -0.63202f, -0.6344f, -0.63678f, -0.63913f, -0.64148f, -0.64383f, -0.64618f, -0.64853f, -0.65085f, -0.65317f, -0.65549f, -0.65781f, -0.66013f,
13968		−-0.66241f, -0.6647f, -0.66699f, -0.66928f, -0.67157f, -0.67383f, -0.67609f, -0.67834f, -0.6806f, -0.68286f, -0.68509f, -0.68732f, -0.68954f, -0.69177f, -0.69397f, -0.69617f, -0.69839f, -0.70056f, -0.70276f, -0.70493f,
13969		−-0.70712f, -0.70929f, -0.71143f, -0.71359f, -0.71573f, -0.71786f, -0.72f, -0.72214f, -0.72424f, -0.72635f, -0.72845f, -0.73056f, -0.73267f, -0.73474f, -0.73682f, -0.73889f, -0.74097f, -0.74301f, -0.74506f, -0.7471f,
13970		−-0.74915f, -0.75116f, -0.7532f, -0.75522f, -0.7572f, -0.75922f, -0.7612f, -0.76318f, -0.76517f, -0.76715f, -0.7691f, -0.77106f, -0.77301f, -0.77496f, -0.77689f, -0.77881f, -0.78073f, -0.78265f, -0.78455f, -0.78647f,
13971		−-0.78836f, -0.79022f, -0.79211f, -0.79398f, -0.79584f, -0.7977f, -0.79953f, -0.80139f, -0.80322f, -0.80502f, -0.80685f, -0.80865f, -0.81046f, -0.81226f, -0.81403f, -0.81583f, -0.8176f, -0.81934f, -0.82111f, -0.82285f,
13972		−-0.82458f, -0.82632f, -0.82803f, -0.82977f, -0.83148f, -0.83316f, -0.83487f, -0.83655f, -0.83823f, -0.8399f, -0.84155f, -0.8432f, -0.84485f, -0.8465f, -0.84811f, -0.84973f, -0.85135f, -0.85297f, -0.85455f, -0.85614f,
13973		−-0.85773f, -0.85931f, -0.86087f, -0.86243f, -0.86398f, -0.86551f, -0.86703f, -0.86856f, -0.87009f, -0.87158f, -0.87311f, -0.8746f, -0.87607f, -0.87753f, -0.87903f, -0.88046f, -0.88193f, -0.88336f, -0.8848f, -0.88623f,
13974		−-0.88763f, -0.88904f, -0.89044f, -0.89185f, -0.89322f, -0.89459f, -0.89597f, -0.89734f, -0.89868f, -0.90002f, -0.90134f, -0.90268f, -0.90399f, -0.9053f, -0.90659f, -0.9079f, -0.90918f, -0.91043f, -0.91171f, -0.91296f,
13975		−-0.91422f, -0.91544f, -0.91669f, -0.91791f, -0.91913f, -0.92032f, -0.92151f, -0.9227f, -0.92389f, -0.92505f, -0.92621f, -0.92737f, -0.9285f, -0.92966f, -0.93076f, -0.93188f, -0.93298f, -0.93408f, -0.93518f, -0.93628f,
13976		−-0.93735f, -0.93842f, -0.93945f, -0.94052f, -0.94156f, -0.94257f, -0.9436f, -0.94461f, -0.94562f, -0.94659f, -0.9476f, -0.94855f, -0.94952f, -0.9505f, -0.95145f, -0.95236f, -0.95331f, -0.95422f, -0.95514f, -0.95605f,
13977		−-0.95694f, -0.95782f, -0.95871f, -0.95956f, -0.96042f, -0.96127f, -0.96213f, -0.96295f, -0.96378f, -0.9646f, -0.96539f, -0.96619f, -0.96698f, -0.96774f, -0.96854f, -0.96927f, -0.97003f, -0.97076f, -0.9715f, -0.97223f,
13978		−-0.97293f, -0.97363f, -0.97433f, -0.97504f, -0.97571f, -0.97638f, -0.97702f, -0.97769f, -0.97833f, -0.97894f, -0.97958f, -0.98019f, -0.98077f, -0.98138f, -0.98196f, -0.98254f, -0.98309f, -0.98367f, -0.98422f, -0.98474f,
13979		−-0.98529f, -0.98581f, -0.9863f, -0.98682f, -0.9873f, -0.98779f, -0.98825f, -0.98871f, -0.98917f, -0.98962f, -0.99005f, -0.99048f, -0.99091f, -0.9913f, -0.9917f, -0.9921f, -0.99249f, -0.99286f, -0.99323f, -0.99356f,
13980		−-0.9939f, -0.99423f, -0.99457f, -0.99487f, -0.99518f, -0.99548f, -0.99576f, -0.99603f, -0.99631f, -0.99658f, -0.99683f, -0.99707f, -0.99728f, -0.9975f, -0.99771f, -0.99792f, -0.99811f, -0.99829f, -0.99847f, -0.99863f,
13981		−-0.99881f, -0.99893f, -0.99908f, -0.99921f, -0.99933f, -0.99942f, -0.99954f, -0.99963f, -0.99969f, -0.99976f, -0.99982f, -0.99988f, -0.99994f, -0.99997f, -0.99997f, -1.0f, -1.0f, -1.0f, -0.99997f, -0.99997f,
13982		−-0.99994f, -0.99988f, -0.99982f, -0.99976f, -0.99969f, -0.99963f, -0.99954f, -0.99942f, -0.99933f, -0.99921f, -0.99908f, -0.99893f, -0.99881f, -0.99863f, -0.99847f, -0.99829f, -0.99811f, -0.99792f, -0.99771f, -0.9975f,
13983		−-0.99728f, -0.99707f, -0.99683f, -0.99658f, -0.99631f, -0.99603f, -0.99576f, -0.99548f, -0.99518f, -0.99487f, -0.99457f, -0.99423f, -0.9939f, -0.99356f, -0.99323f, -0.99286f, -0.99249f, -0.9921f, -0.9917f, -0.9913f,
13984		−-0.99091f, -0.99048f, -0.99005f, -0.98962f, -0.98917f, -0.98871f, -0.98825f, -0.98779f, -0.9873f, -0.98682f, -0.9863f, -0.98581f, -0.98529f, -0.98474f, -0.98422f, -0.98367f, -0.98309f, -0.98254f, -0.98196f, -0.98138f,
13985		−-0.98077f, -0.98019f, -0.97958f, -0.97894f, -0.97833f, -0.97769f, -0.97702f, -0.97638f, -0.97571f, -0.97504f, -0.97433f, -0.97363f, -0.97293f, -0.97223f, -0.9715f, -0.97076f, -0.97003f, -0.96927f, -0.96854f, -0.96774f,
13986		−-0.96698f, -0.96619f, -0.96539f, -0.9646f, -0.96378f, -0.96295f, -0.96213f, -0.96127f, -0.96042f, -0.95956f, -0.95871f, -0.95782f, -0.95694f, -0.95605f, -0.95514f, -0.95422f, -0.95331f, -0.95236f, -0.95145f, -0.9505f,
13987		−-0.94952f, -0.94855f, -0.9476f, -0.94659f, -0.94562f, -0.94461f, -0.9436f, -0.94257f, -0.94156f, -0.94052f, -0.93945f, -0.93842f, -0.93735f, -0.93628f, -0.93518f, -0.93408f, -0.93298f, -0.93188f, -0.93076f, -0.92966f,
13988		−-0.9285f, -0.92737f, -0.92621f, -0.92505f, -0.92389f, -0.9227f, -0.92151f, -0.92032f, -0.91913f, -0.91791f, -0.91669f, -0.91544f, -0.91422f, -0.91296f, -0.91171f, -0.91043f, -0.90918f, -0.9079f, -0.90659f, -0.9053f,
13989		−-0.90399f, -0.90268f, -0.90134f, -0.90002f, -0.89868f, -0.89734f, -0.89597f, -0.89459f, -0.89322f, -0.89185f, -0.89044f, -0.88904f, -0.88763f, -0.88623f, -0.8848f, -0.88336f, -0.88193f, -0.88046f, -0.87903f, -0.87753f,
13990		−-0.87607f, -0.8746f, -0.87311f, -0.87158f, -0.87009f, -0.86856f, -0.86703f, -0.86551f, -0.86398f, -0.86243f, -0.86087f, -0.85931f, -0.85773f, -0.85614f, -0.85455f, -0.85297f, -0.85135f, -0.84973f, -0.84811f, -0.8465f,
13991		−-0.84485f, -0.8432f, -0.84155f, -0.8399f, -0.83823f, -0.83655f, -0.83487f, -0.83316f, -0.83148f, -0.82977f, -0.82803f, -0.82632f, -0.82458f, -0.82285f, -0.82111f, -0.81934f, -0.8176f, -0.81583f, -0.81403f, -0.81226f,
13992		−-0.81046f, -0.80865f, -0.80685f, -0.80502f, -0.80322f, -0.80139f, -0.79953f, -0.7977f, -0.79584f, -0.79398f, -0.79211f, -0.79022f, -0.78836f, -0.78647f, -0.78455f, -0.78265f, -0.78073f, -0.77881f, -0.77689f, -0.77496f,
13993		−-0.77301f, -0.77106f, -0.7691f, -0.76715f, -0.76517f, -0.76318f, -0.7612f, -0.75922f, -0.7572f, -0.75522f, -0.7532f, -0.75116f, -0.74915f, -0.7471f, -0.74506f, -0.74301f, -0.74097f, -0.73889f, -0.73682f, -0.73474f,
13994		−-0.73267f, -0.73056f, -0.72845f, -0.72635f, -0.72424f, -0.72214f, -0.72f, -0.71786f, -0.71573f, -0.71359f, -0.71143f, -0.70929f, -0.70712f, -0.70493f, -0.70276f, -0.70056f, -0.69839f, -0.69617f, -0.69397f, -0.69177f,
13995		−-0.68954f, -0.68732f, -0.68509f, -0.68286f, -0.6806f, -0.67834f, -0.67609f, -0.67383f, -0.67157f, -0.66928f, -0.66699f, -0.6647f, -0.66241f, -0.66013f, -0.65781f, -0.65549f, -0.65317f, -0.65085f, -0.64853f, -0.64618f,
13996		−-0.64383f, -0.64148f, -0.63913f, -0.63678f, -0.6344f, -0.63202f, -0.62964f, -0.62726f, -0.62488f, -0.62247f, -0.62006f, -0.61765f, -0.61523f, -0.61282f, -0.61038f, -0.60794f, -0.60553f, -0.60306f, -0.60062f, -0.59818f,
13997		−-0.5957f, -0.59323f, -0.59076f, -0.58829f, -0.58582f, -0.58331f, -0.58081f, -0.57831f, -0.57581f, -0.5733f, -0.5708f, -0.56827f, -0.56573f, -0.5632f, -0.56067f, -0.55814f, -0.55557f, -0.55301f, -0.55048f, -0.54791f,
13998		−-0.54532f, -0.54276f, -0.54019f, -0.5376f, -0.535f, -0.53241f, -0.52982f, -0.52719f, -0.5246f, -0.52197f, -0.51935f, -0.51675f, -0.5141f, -0.51147f, -0.50885f, -0.5062f, -0.50354f, -0.50089f, -0.49823f, -0.49557f,
13999		−-0.49292f, -0.49023f, -0.48755f, -0.48486f, -0.48218f, -0.47949f, -0.47681f, -0.47412f, -0.47141f, -0.46869f, -0.46597f, -0.46326f, -0.46054f, -0.45782f, -0.45508f, -0.45236f, -0.44962f, -0.44687f, -0.44412f, -0.44138f,
14000		−-0.43863f, -0.43585f, -0.43311f, -0.43033f, -0.42755f, -0.42477f, -0.422f, -0.41922f, -0.41644f, -0.41364f, -0.41086f, -0.40805f, -0.40524f, -0.40244f, -0.39963f, -0.39682f, -0.39401f, -0.39117f, -0.38837f, -0.38553f,
14001		−-0.38269f, -0.37985f, -0.37701f, -0.37418f, -0.37134f, -0.36847f, -0.36563f, -0.36276f, -0.35989f, -0.35706f, -0.35419f, -0.35129f, -0.34842f, -0.34555f, -0.34268f, -0.33978f, -0.33691f, -0.33401f, -0.33112f, -0.32822f,
14002		−-0.32532f, -0.32242f, -0.31952f, -0.31659f, -0.31369f, -0.31079f, -0.30786f, -0.30493f, -0.302f, -0.2991f, -0.29617f, -0.29324f, -0.29028f, -0.28735f, -0.28442f, -0.28146f, -0.27853f, -0.27557f, -0.27264f, -0.26968f,
14003		−-0.26672f, -0.26376f, -0.2608f, -0.25784f, -0.25488f, -0.25192f, -0.24893f, -0.24597f, -0.24298f, -0.24002f, -0.23703f, -0.23404f, -0.23108f, -0.22809f, -0.2251f, -0.22211f, -0.21912f, -0.21613f, -0.21313f, -0.21011f,
14004		−-0.20712f, -0.20413f, -0.20111f, -0.19812f, -0.1951f, -0.19208f, -0.18909f, -0.18607f, -0.18304f, -0.18002f, -0.177f, -0.17401f, -0.17096f, -0.16794f, -0.16492f, -0.1619f, -0.15887f, -0.15585f, -0.1528f, -0.14978f,
14005		−-0.14673f, -0.14371f, -0.14069f, -0.13763f, -0.13458f, -0.13156f, -0.12851f, -0.12546f, -0.12244f, -0.11938f, -0.11633f, -0.11328f, -0.11023f, -0.10718f, -0.10413f, -0.10107f, -0.09802f, -0.09497f, -0.09192f, -0.08887f,
14006		−-0.08582f, -0.08276f, -0.07968f, -0.07663f, -0.07358f, -0.07053f, -0.06744f, -0.06439f, -0.06134f, -0.05826f, -0.05521f, -0.05215f, -0.04907f, -0.04602f, -0.04294f, -0.03989f, -0.03683f, -0.03375f, -0.0307f, -0.02762f,
14007		−-0.02457f, -0.02148f, -0.01843f, -0.01535f, -0.0123f, -0.00922f, -0.00616f, -0.00308f
14008		−};
	13759	+

LEAF_JUCEPlugin/Source/MyTest.cpp+11−9

@@ -16,14 +16,17 @@ static void leaf_pool_report(void); · 15 unmodified lines
16	16	static void leaf_pool_dump(void);
17	17	static void run_pool_test(void);
18	18
19		−t808Snare snare;
	19	+tSquare osc;
20	20
21	21	void LEAFTest_init (float sampleRate, int blockSize)
22	22	{
23		− LEAFInit(sampleRate, blockSize, &randomNumberGenerator);
24		−
25		− t808Snare_init(&snare);
26		−
	23	+ LEAF_init(sampleRate, blockSize, &randomNumberGenerator);
	24	+
	25	+ tSquare_init(&osc);
	26	+ tSquare_setFreq(&osc, 110.0f);
	27	+
	28	+ tSquare_setTableSize(&osc, 4000);
	29	+
27	30	leaf_pool_report();
28	31	}
29	32
@@ -39,10 +42,9 @@ float LEAFTest_tick (float input) · 9 unmodified lines
39	42	if (timer == (1 * leaf.sampleRate))
40	43	{
41	44	timer = 0;
42		− t808Snare_on(&snare, 1.0);
43		− }
44		−
45		− sample = t808Snare_tick(&snare);
	45	+ }
	46	+
	47	+ sample = 0.5 * tSquare_tick(&osc);
46	48
47	49	return sample;
48	50

Wavetables generated by oscillators.

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