?  search:
summary | log | graphiclog1 | graphiclog2 | commit | commitdiff | tree | refs | edit | fork
blame | history | raw | HEAD
FFT: Prevent user from attempting hops smaller than SC's block size
[supercollider.git] / server / plugins / BinaryOpUGens.cpp
blobcc7381b4bfefd82d502bf5ee4b1236a7a5215a43
1 /*
2 SuperCollider real time audio synthesis system
3 Copyright (c) 2002 James McCartney. All rights reserved.
4 http://www.audiosynth.com
5
6 This program is free software; you can redistribute it and/or modify
7 it under the terms of the GNU General Public License as published by
8 the Free Software Foundation; either version 2 of the License, or
9 (at your option) any later version.
10
11 This program is distributed in the hope that it will be useful,
12 but WITHOUT ANY WARRANTY; without even the implied warranty of
13 MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
14 GNU General Public License for more details.
15
16 You should have received a copy of the GNU General Public License
17 along with this program; if not, write to the Free Software
18 Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA
19 */
20
21
22 #include "SC_PlugIn.h"
23
24
25 #ifdef _MSC_VER
26 // hypotf is c99, but not c++
27 #define hypotf _hypotf
28 #endif
29
30 #ifdef NOVA_SIMD
31 #include "simd_binary_arithmetic.hpp"
32 #include "simd_math.hpp"
33 #include "simd_memory.hpp"
34
35
36 #include "function_attributes.h"
37 using nova::slope_argument;
38
39 #define NOVA_BINARY_WRAPPER(SCNAME, NOVANAME) \
40 FLATTEN void SCNAME##_aa_nova(BinaryOpUGen *unit, int inNumSamples) \
41 { \
42 nova::NOVANAME##_vec_simd(OUT(0), IN(0), IN(1), inNumSamples); \
43 } \
44 \
45 FLATTEN void SCNAME##_aa_nova_64(BinaryOpUGen *unit, int inNumSamples) \
46 { \
47 nova::NOVANAME##_vec_simd<64>(OUT(0), IN(0), IN(1)); \
48 } \
49 \
50 FLATTEN void SCNAME##_ia_nova(BinaryOpUGen *unit, int inNumSamples) \
51 { \
52 float xa = ZIN0(0); \
53 \
54 nova::NOVANAME##_vec_simd(OUT(0), xa, IN(1), inNumSamples); \
55 unit->mPrevA = xa; \
56 } \
57 \
58 FLATTEN void SCNAME##_ia_nova_64(BinaryOpUGen *unit, int inNumSamples) \
59 { \
60 float xa = ZIN0(0); \
61 \
62 nova::NOVANAME##_vec_simd<64>(OUT(0), xa, IN(1)); \
63 unit->mPrevA = xa; \
64 } \
65 \
66 FLATTEN void SCNAME##_ai_nova(BinaryOpUGen *unit, int inNumSamples) \
67 { \
68 float xb = ZIN0(1); \
69 \
70 nova::NOVANAME##_vec_simd(OUT(0), IN(0), xb, inNumSamples); \
71 unit->mPrevB = xb; \
72 } \
73 \
74 FLATTEN void SCNAME##_ai_nova_64(BinaryOpUGen *unit, int inNumSamples) \
75 { \
76 float xb = ZIN0(1); \
77 \
78 nova::NOVANAME##_vec_simd<64>(OUT(0), IN(0), xb); \
79 unit->mPrevB = xb; \
80 }
81
82 #define NOVA_BINARY_WRAPPER_K(SCNAME, NOVANAME) \
83 FLATTEN void SCNAME##_aa_nova(BinaryOpUGen *unit, int inNumSamples) \
84 { \
85 nova::NOVANAME##_vec_simd(OUT(0), IN(0), IN(1), inNumSamples); \
86 } \
87 \
88 FLATTEN void SCNAME##_aa_nova_64(BinaryOpUGen *unit, int inNumSamples) \
89 { \
90 nova::NOVANAME##_vec_simd<64>(OUT(0), IN(0), IN(1)); \
91 } \
92 \
93 FLATTEN void SCNAME##_ia_nova(BinaryOpUGen *unit, int inNumSamples) \
94 { \
95 float xa = ZIN0(0); \
96 \
97 nova::NOVANAME##_vec_simd(OUT(0), xa, IN(1), inNumSamples); \
98 unit->mPrevA = xa; \
99 } \
100 \
101 FLATTEN void SCNAME##_ia_nova_64(BinaryOpUGen *unit, int inNumSamples) \
102 { \
103 float xa = ZIN0(0); \
104 \
105 nova::NOVANAME##_vec_simd<64>(OUT(0), xa, IN(1)); \
106 unit->mPrevA = xa; \
107 } \
108 \
109 FLATTEN void SCNAME##_ai_nova(BinaryOpUGen *unit, int inNumSamples) \
110 { \
111 float xb = ZIN0(1); \
112 \
113 nova::NOVANAME##_vec_simd(OUT(0), IN(0), xb, inNumSamples); \
114 unit->mPrevB = xb; \
115 } \
116 \
117 FLATTEN void SCNAME##_ai_nova_64(BinaryOpUGen *unit, int inNumSamples) \
118 { \
119 float xb = ZIN0(1); \
120 \
121 nova::NOVANAME##_vec_simd<64>(OUT(0), IN(0), xb); \
122 unit->mPrevB = xb; \
123 } \
124 \
125 FLATTEN void SCNAME##_ak_nova(BinaryOpUGen *unit, int inNumSamples) \
126 { \
127 float xb = unit->mPrevB; \
128 float next_b = ZIN0(1); \
129 \
130 if (xb == next_b) { \
131 nova::NOVANAME##_vec_simd(OUT(0), IN(0), xb, inNumSamples); \
132 } else { \
133 float slope = CALCSLOPE(next_b, xb); \
134 nova::NOVANAME##_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples); \
135 unit->mPrevB = next_b; \
136 } \
137 } \
138 \
139 FLATTEN void SCNAME##_ak_nova_64(BinaryOpUGen *unit, int inNumSamples) \
140 { \
141 float xb = unit->mPrevB; \
142 float next_b = ZIN0(1); \
143 \
144 if (xb == next_b) { \
145 nova::NOVANAME##_vec_simd<64>(OUT(0), IN(0), xb); \
146 } else { \
147 float slope = CALCSLOPE(next_b, xb); \
148 nova::NOVANAME##_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples); \
149 unit->mPrevB = next_b; \
150 } \
151 } \
152 \
153 FLATTEN void SCNAME##_ka_nova(BinaryOpUGen *unit, int inNumSamples) \
154 { \
155 float xa = unit->mPrevA; \
156 float next_a = ZIN0(0); \
157 \
158 if (xa == next_a) { \
159 nova::NOVANAME##_vec_simd(OUT(0), xa, IN(1), inNumSamples); \
160 } else { \
161 float slope = CALCSLOPE(next_a, xa); \
162 nova::NOVANAME##_vec_simd(OUT(0), slope_argument(xa, slope), IN(1), inNumSamples); \
163 unit->mPrevA = next_a; \
164 } \
165 } \
166 FLATTEN void SCNAME##_ka_nova_64(BinaryOpUGen *unit, int inNumSamples) \
167 { \
168 float xa = unit->mPrevA; \
169 float next_a = ZIN0(0); \
170 \
171 if (xa == next_a) { \
172 nova::NOVANAME##_vec_simd<64>(OUT(0), xa, IN(1)); \
173 } else { \
174 float slope = CALCSLOPE(next_a, xa); \
175 nova::NOVANAME##_vec_simd(OUT(0), slope_argument(xa, slope), IN(1), inNumSamples); \
176 unit->mPrevA = next_a; \
177 } \
178 }
179
180
181 #endif
182
183 using namespace std; // for math functions
184
185 static InterfaceTable *ft;
186
187 //////////////////////////////////////////////////////////////////////////////////////////////////
188
189
190 /* special binary math operators */
191 enum {
192 opAdd,
193 opSub,
194 opMul,
195 opIDiv,
196 opFDiv,
197 opMod,
198 opEQ,
199 opNE,
200 opLT,
201 opGT,
202 opLE,
203 opGE,
204 //opIdentical,
205 //opNotIdentical,
206
207 opMin,
208 opMax,
209 opBitAnd,
210 opBitOr,
211 opBitXor,
212 opLCM,
213 opGCD,
214 opRound,
215 opRoundUp,
216 opTrunc,
217 opAtan2,
218 opHypot,
219 opHypotx,
220 opPow,
221 opShiftLeft, //
222 opShiftRight, //
223 opUnsignedShift, //
224 opFill, //
225 opRing1, // a * (b + 1) == a * b + a
226 opRing2, // a * b + a + b
227 opRing3, // a*a*b
228 opRing4, // a*a*b - a*b*b
229 opDifSqr, // a*a - b*b
230 opSumSqr, // a*a + b*b
231 opSqrSum, // (a + b)^2
232 opSqrDif, // (a - b)^2
233 opAbsDif, // |a - b|
234 opThresh,
235 opAMClip,
236 opScaleNeg,
237 opClip2,
238 opExcess,
239 opFold2,
240 opWrap2,
241 opFirstArg,
242 opRandRange,
243 opExpRandRange,
244
245 opNumBinarySelectors
246 };
247
248
249 inline float sc_andt(float a, float b)
250 {
251 return int(a) & int(b);
252 }
253
254 inline float sc_ort(float a, float b)
255 {
256 return int(a) | int(b);
257 }
258
259 inline float sc_xort(float a, float b)
260 {
261 return int(a) ^ int(b);
262 }
263
264 inline float sc_rst(float a, float b)
265 {
266 return int(a) >> int(b);
267 }
268
269 inline float sc_lst(float a, float b)
270 {
271 return int(a) << int(b);
272 }
273
274 struct BinaryOpUGen : public Unit
275 {
276 float mPrevA, mPrevB;
277 };
278
279 typedef void (*BinaryOpFunc)(BinaryOpUGen *unit, int inNumSamples);
280
281 extern "C"
282 {
283
284 void BinaryOpUGen_Ctor(BinaryOpUGen *unit);
285
286 //void zero_d(BinaryOpUGen *unit, int inNumSamples);
287 void zero_1(BinaryOpUGen *unit, int inNumSamples);
288 void zero_aa(BinaryOpUGen *unit, int inNumSamples);
289 void firstarg_d(BinaryOpUGen *unit, int inNumSamples);
290 void firstarg_1(BinaryOpUGen *unit, int inNumSamples);
291 void firstarg_aa(BinaryOpUGen *unit, int inNumSamples);
292 void secondarg_d(BinaryOpUGen *unit, int inNumSamples);
293 void secondarg_1(BinaryOpUGen *unit, int inNumSamples);
294 void secondarg_aa(BinaryOpUGen *unit, int inNumSamples);
295 void add_d(BinaryOpUGen *unit, int inNumSamples);
296 void add_1(BinaryOpUGen *unit, int inNumSamples);
297 void add_aa(BinaryOpUGen *unit, int inNumSamples);
298 void add_ak(BinaryOpUGen *unit, int inNumSamples);
299 void add_ka(BinaryOpUGen *unit, int inNumSamples);
300 void add_ai(BinaryOpUGen *unit, int inNumSamples);
301 void add_ia(BinaryOpUGen *unit, int inNumSamples);
302 void sub_d(BinaryOpUGen *unit, int inNumSamples);
303 void sub_1(BinaryOpUGen *unit, int inNumSamples);
304 void sub_aa(BinaryOpUGen *unit, int inNumSamples);
305 void sub_ak(BinaryOpUGen *unit, int inNumSamples);
306 void sub_ka(BinaryOpUGen *unit, int inNumSamples);
307 void sub_ai(BinaryOpUGen *unit, int inNumSamples);
308 void sub_ia(BinaryOpUGen *unit, int inNumSamples);
309 void mul_d(BinaryOpUGen *unit, int inNumSamples);
310 void mul_1(BinaryOpUGen *unit, int inNumSamples);
311 void mul_aa(BinaryOpUGen *unit, int inNumSamples);
312 void mul_ak(BinaryOpUGen *unit, int inNumSamples);
313 void mul_ka(BinaryOpUGen *unit, int inNumSamples);
314 void mul_ai(BinaryOpUGen *unit, int inNumSamples);
315 void mul_ia(BinaryOpUGen *unit, int inNumSamples);
316 void div_d(BinaryOpUGen *unit, int inNumSamples);
317 void div_1(BinaryOpUGen *unit, int inNumSamples);
318 void div_aa(BinaryOpUGen *unit, int inNumSamples);
319 void div_ak(BinaryOpUGen *unit, int inNumSamples);
320 void div_ka(BinaryOpUGen *unit, int inNumSamples);
321 void div_ai(BinaryOpUGen *unit, int inNumSamples);
322 void div_ia(BinaryOpUGen *unit, int inNumSamples);
323 void mod_d(BinaryOpUGen *unit, int inNumSamples);
324 void mod_1(BinaryOpUGen *unit, int inNumSamples);
325 void mod_aa(BinaryOpUGen *unit, int inNumSamples);
326 void mod_ak(BinaryOpUGen *unit, int inNumSamples);
327 void mod_ka(BinaryOpUGen *unit, int inNumSamples);
328 void mod_ai(BinaryOpUGen *unit, int inNumSamples);
329 void mod_ia(BinaryOpUGen *unit, int inNumSamples);
330 void max_d(BinaryOpUGen *unit, int inNumSamples);
331 void max_1(BinaryOpUGen *unit, int inNumSamples);
332 void max_aa(BinaryOpUGen *unit, int inNumSamples);
333 void max_ak(BinaryOpUGen *unit, int inNumSamples);
334 void max_ka(BinaryOpUGen *unit, int inNumSamples);
335 void max_ai(BinaryOpUGen *unit, int inNumSamples);
336 void max_ia(BinaryOpUGen *unit, int inNumSamples);
337 void min_d(BinaryOpUGen *unit, int inNumSamples);
338 void min_1(BinaryOpUGen *unit, int inNumSamples);
339 void min_aa(BinaryOpUGen *unit, int inNumSamples);
340 void min_ak(BinaryOpUGen *unit, int inNumSamples);
341 void min_ka(BinaryOpUGen *unit, int inNumSamples);
342 void min_ai(BinaryOpUGen *unit, int inNumSamples);
343 void min_ia(BinaryOpUGen *unit, int inNumSamples);
344
345 void and_d(BinaryOpUGen *unit, int inNumSamples);
346 void and_1(BinaryOpUGen *unit, int inNumSamples);
347 void and_aa(BinaryOpUGen *unit, int inNumSamples);
348 void and_ak(BinaryOpUGen *unit, int inNumSamples);
349 void and_ka(BinaryOpUGen *unit, int inNumSamples);
350 void and_ai(BinaryOpUGen *unit, int inNumSamples);
351 void and_ia(BinaryOpUGen *unit, int inNumSamples);
352
353 void or_d(BinaryOpUGen *unit, int inNumSamples);
354 void or_1(BinaryOpUGen *unit, int inNumSamples);
355 void or_aa(BinaryOpUGen *unit, int inNumSamples);
356 void or_ak(BinaryOpUGen *unit, int inNumSamples);
357 void or_ka(BinaryOpUGen *unit, int inNumSamples);
358 void or_ai(BinaryOpUGen *unit, int inNumSamples);
359 void or_ia(BinaryOpUGen *unit, int inNumSamples);
360
361 void xor_d(BinaryOpUGen *unit, int inNumSamples);
362 void xor_1(BinaryOpUGen *unit, int inNumSamples);
363 void xor_aa(BinaryOpUGen *unit, int inNumSamples);
364 void xor_ak(BinaryOpUGen *unit, int inNumSamples);
365 void xor_ka(BinaryOpUGen *unit, int inNumSamples);
366 void xor_ai(BinaryOpUGen *unit, int inNumSamples);
367 void xor_ia(BinaryOpUGen *unit, int inNumSamples);
368
369 void amclip_d(BinaryOpUGen *unit, int inNumSamples);
370 void amclip_1(BinaryOpUGen *unit, int inNumSamples);
371 void amclip_aa(BinaryOpUGen *unit, int inNumSamples);
372 void amclip_ak(BinaryOpUGen *unit, int inNumSamples);
373 void amclip_ka(BinaryOpUGen *unit, int inNumSamples);
374 void amclip_ai(BinaryOpUGen *unit, int inNumSamples);
375 void amclip_ia(BinaryOpUGen *unit, int inNumSamples);
376 void scaleneg_d(BinaryOpUGen *unit, int inNumSamples);
377 void scaleneg_1(BinaryOpUGen *unit, int inNumSamples);
378 void scaleneg_aa(BinaryOpUGen *unit, int inNumSamples);
379 void scaleneg_ak(BinaryOpUGen *unit, int inNumSamples);
380 void scaleneg_ka(BinaryOpUGen *unit, int inNumSamples);
381 void scaleneg_ai(BinaryOpUGen *unit, int inNumSamples);
382 void scaleneg_ia(BinaryOpUGen *unit, int inNumSamples);
383 void pow_d(BinaryOpUGen *unit, int inNumSamples);
384 void pow_1(BinaryOpUGen *unit, int inNumSamples);
385 void pow_aa(BinaryOpUGen *unit, int inNumSamples);
386 void pow_ak(BinaryOpUGen *unit, int inNumSamples);
387 void pow_ka(BinaryOpUGen *unit, int inNumSamples);
388 void pow_ai(BinaryOpUGen *unit, int inNumSamples);
389 void pow_ia(BinaryOpUGen *unit, int inNumSamples);
390 void ring1_d(BinaryOpUGen *unit, int inNumSamples);
391 void ring1_1(BinaryOpUGen *unit, int inNumSamples);
392 void ring1_aa(BinaryOpUGen *unit, int inNumSamples);
393 void ring1_ak(BinaryOpUGen *unit, int inNumSamples);
394 void ring1_ka(BinaryOpUGen *unit, int inNumSamples);
395 void ring1_ai(BinaryOpUGen *unit, int inNumSamples);
396 void ring1_ia(BinaryOpUGen *unit, int inNumSamples);
397 void ring2_d(BinaryOpUGen *unit, int inNumSamples);
398 void ring2_1(BinaryOpUGen *unit, int inNumSamples);
399 void ring2_aa(BinaryOpUGen *unit, int inNumSamples);
400 void ring2_ak(BinaryOpUGen *unit, int inNumSamples);
401 void ring2_ka(BinaryOpUGen *unit, int inNumSamples);
402 void ring2_ai(BinaryOpUGen *unit, int inNumSamples);
403 void ring2_ia(BinaryOpUGen *unit, int inNumSamples);
404 void ring3_d(BinaryOpUGen *unit, int inNumSamples);
405 void ring3_1(BinaryOpUGen *unit, int inNumSamples);
406 void ring3_aa(BinaryOpUGen *unit, int inNumSamples);
407 void ring3_ak(BinaryOpUGen *unit, int inNumSamples);
408 void ring3_ka(BinaryOpUGen *unit, int inNumSamples);
409 void ring3_ai(BinaryOpUGen *unit, int inNumSamples);
410 void ring3_ia(BinaryOpUGen *unit, int inNumSamples);
411 void ring4_d(BinaryOpUGen *unit, int inNumSamples);
412 void ring4_1(BinaryOpUGen *unit, int inNumSamples);
413 void ring4_aa(BinaryOpUGen *unit, int inNumSamples);
414 void ring4_ak(BinaryOpUGen *unit, int inNumSamples);
415 void ring4_ka(BinaryOpUGen *unit, int inNumSamples);
416 void ring4_ai(BinaryOpUGen *unit, int inNumSamples);
417 void ring4_ia(BinaryOpUGen *unit, int inNumSamples);
418 void thresh_d(BinaryOpUGen *unit, int inNumSamples);
419 void thresh_1(BinaryOpUGen *unit, int inNumSamples);
420 void thresh_aa(BinaryOpUGen *unit, int inNumSamples);
421 void thresh_ak(BinaryOpUGen *unit, int inNumSamples);
422 void thresh_ka(BinaryOpUGen *unit, int inNumSamples);
423 void thresh_ai(BinaryOpUGen *unit, int inNumSamples);
424 void thresh_ia(BinaryOpUGen *unit, int inNumSamples);
425 void clip2_d(BinaryOpUGen *unit, int inNumSamples);
426 void clip2_1(BinaryOpUGen *unit, int inNumSamples);
427 void clip2_aa(BinaryOpUGen *unit, int inNumSamples);
428 void clip2_ak(BinaryOpUGen *unit, int inNumSamples);
429 void clip2_ka(BinaryOpUGen *unit, int inNumSamples);
430 void clip2_ai(BinaryOpUGen *unit, int inNumSamples);
431 void clip2_ia(BinaryOpUGen *unit, int inNumSamples);
432 void fold2_d(BinaryOpUGen *unit, int inNumSamples);
433 void fold2_1(BinaryOpUGen *unit, int inNumSamples);
434 void fold2_aa(BinaryOpUGen *unit, int inNumSamples);
435 void fold2_ak(BinaryOpUGen *unit, int inNumSamples);
436 void fold2_ka(BinaryOpUGen *unit, int inNumSamples);
437 void fold2_ai(BinaryOpUGen *unit, int inNumSamples);
438 void fold2_ia(BinaryOpUGen *unit, int inNumSamples);
439 void wrap2_d(BinaryOpUGen *unit, int inNumSamples);
440 void wrap2_1(BinaryOpUGen *unit, int inNumSamples);
441 void wrap2_aa(BinaryOpUGen *unit, int inNumSamples);
442 void wrap2_ak(BinaryOpUGen *unit, int inNumSamples);
443 void wrap2_ka(BinaryOpUGen *unit, int inNumSamples);
444 void wrap2_ai(BinaryOpUGen *unit, int inNumSamples);
445 void wrap2_ia(BinaryOpUGen *unit, int inNumSamples);
446 void excess_d(BinaryOpUGen *unit, int inNumSamples);
447 void excess_1(BinaryOpUGen *unit, int inNumSamples);
448 void excess_aa(BinaryOpUGen *unit, int inNumSamples);
449 void excess_ak(BinaryOpUGen *unit, int inNumSamples);
450 void excess_ka(BinaryOpUGen *unit, int inNumSamples);
451 void excess_ai(BinaryOpUGen *unit, int inNumSamples);
452 void excess_ia(BinaryOpUGen *unit, int inNumSamples);
453 void lt_d(BinaryOpUGen *unit, int inNumSamples);
454 void lt_1(BinaryOpUGen *unit, int inNumSamples);
455 void lt_aa(BinaryOpUGen *unit, int inNumSamples);
456 void lt_ak(BinaryOpUGen *unit, int inNumSamples);
457 void lt_ka(BinaryOpUGen *unit, int inNumSamples);
458 void lt_ai(BinaryOpUGen *unit, int inNumSamples);
459 void lt_ia(BinaryOpUGen *unit, int inNumSamples);
460 void le_d(BinaryOpUGen *unit, int inNumSamples);
461 void le_1(BinaryOpUGen *unit, int inNumSamples);
462 void le_aa(BinaryOpUGen *unit, int inNumSamples);
463 void le_ak(BinaryOpUGen *unit, int inNumSamples);
464 void le_ka(BinaryOpUGen *unit, int inNumSamples);
465 void le_ai(BinaryOpUGen *unit, int inNumSamples);
466 void le_ia(BinaryOpUGen *unit, int inNumSamples);
467 void gt_d(BinaryOpUGen *unit, int inNumSamples);
468 void gt_1(BinaryOpUGen *unit, int inNumSamples);
469 void gt_aa(BinaryOpUGen *unit, int inNumSamples);
470 void gt_ak(BinaryOpUGen *unit, int inNumSamples);
471 void gt_ka(BinaryOpUGen *unit, int inNumSamples);
472 void gt_ai(BinaryOpUGen *unit, int inNumSamples);
473 void gt_ia(BinaryOpUGen *unit, int inNumSamples);
474 void ge_d(BinaryOpUGen *unit, int inNumSamples);
475 void ge_1(BinaryOpUGen *unit, int inNumSamples);
476 void ge_aa(BinaryOpUGen *unit, int inNumSamples);
477 void ge_ak(BinaryOpUGen *unit, int inNumSamples);
478 void ge_ka(BinaryOpUGen *unit, int inNumSamples);
479 void ge_ai(BinaryOpUGen *unit, int inNumSamples);
480 void ge_ia(BinaryOpUGen *unit, int inNumSamples);
481 void eq_d(BinaryOpUGen *unit, int inNumSamples);
482 void eq_1(BinaryOpUGen *unit, int inNumSamples);
483 void eq_aa(BinaryOpUGen *unit, int inNumSamples);
484 void eq_ak(BinaryOpUGen *unit, int inNumSamples);
485 void eq_ka(BinaryOpUGen *unit, int inNumSamples);
486 void eq_ai(BinaryOpUGen *unit, int inNumSamples);
487 void eq_ia(BinaryOpUGen *unit, int inNumSamples);
488 void neq_d(BinaryOpUGen *unit, int inNumSamples);
489 void neq_1(BinaryOpUGen *unit, int inNumSamples);
490 void neq_aa(BinaryOpUGen *unit, int inNumSamples);
491 void neq_ak(BinaryOpUGen *unit, int inNumSamples);
492 void neq_ka(BinaryOpUGen *unit, int inNumSamples);
493 void neq_ai(BinaryOpUGen *unit, int inNumSamples);
494 void neq_ia(BinaryOpUGen *unit, int inNumSamples);
495 void sumsqr_d(BinaryOpUGen *unit, int inNumSamples);
496 void sumsqr_1(BinaryOpUGen *unit, int inNumSamples);
497 void sumsqr_aa(BinaryOpUGen *unit, int inNumSamples);
498 void sumsqr_ak(BinaryOpUGen *unit, int inNumSamples);
499 void sumsqr_ka(BinaryOpUGen *unit, int inNumSamples);
500 void sumsqr_ai(BinaryOpUGen *unit, int inNumSamples);
501 void sumsqr_ia(BinaryOpUGen *unit, int inNumSamples);
502 void difsqr_d(BinaryOpUGen *unit, int inNumSamples);
503 void difsqr_1(BinaryOpUGen *unit, int inNumSamples);
504 void difsqr_aa(BinaryOpUGen *unit, int inNumSamples);
505 void difsqr_ak(BinaryOpUGen *unit, int inNumSamples);
506 void difsqr_ka(BinaryOpUGen *unit, int inNumSamples);
507 void difsqr_ai(BinaryOpUGen *unit, int inNumSamples);
508 void difsqr_ia(BinaryOpUGen *unit, int inNumSamples);
509 void sqrsum_d(BinaryOpUGen *unit, int inNumSamples);
510 void sqrsum_1(BinaryOpUGen *unit, int inNumSamples);
511 void sqrsum_aa(BinaryOpUGen *unit, int inNumSamples);
512 void sqrsum_ak(BinaryOpUGen *unit, int inNumSamples);
513 void sqrsum_ka(BinaryOpUGen *unit, int inNumSamples);
514 void sqrsum_ai(BinaryOpUGen *unit, int inNumSamples);
515 void sqrsum_ia(BinaryOpUGen *unit, int inNumSamples);
516 void sqrdif_d(BinaryOpUGen *unit, int inNumSamples);
517 void sqrdif_1(BinaryOpUGen *unit, int inNumSamples);
518 void sqrdif_aa(BinaryOpUGen *unit, int inNumSamples);
519 void sqrdif_ak(BinaryOpUGen *unit, int inNumSamples);
520 void sqrdif_ka(BinaryOpUGen *unit, int inNumSamples);
521 void sqrdif_ai(BinaryOpUGen *unit, int inNumSamples);
522 void sqrdif_ia(BinaryOpUGen *unit, int inNumSamples);
523 void absdif_d(BinaryOpUGen *unit, int inNumSamples);
524 void absdif_1(BinaryOpUGen *unit, int inNumSamples);
525 void absdif_aa(BinaryOpUGen *unit, int inNumSamples);
526 void absdif_ak(BinaryOpUGen *unit, int inNumSamples);
527 void absdif_ka(BinaryOpUGen *unit, int inNumSamples);
528 void absdif_ai(BinaryOpUGen *unit, int inNumSamples);
529 void absdif_ia(BinaryOpUGen *unit, int inNumSamples);
530 void round_d(BinaryOpUGen *unit, int inNumSamples);
531 void round_1(BinaryOpUGen *unit, int inNumSamples);
532 void round_aa(BinaryOpUGen *unit, int inNumSamples);
533 void round_ak(BinaryOpUGen *unit, int inNumSamples);
534 void round_ka(BinaryOpUGen *unit, int inNumSamples);
535 void round_ai(BinaryOpUGen *unit, int inNumSamples);
536 void round_ia(BinaryOpUGen *unit, int inNumSamples);
537 void roundUp_d(BinaryOpUGen *unit, int inNumSamples);
538 void roundUp_1(BinaryOpUGen *unit, int inNumSamples);
539 void roundUp_aa(BinaryOpUGen *unit, int inNumSamples);
540 void roundUp_ak(BinaryOpUGen *unit, int inNumSamples);
541 void roundUp_ka(BinaryOpUGen *unit, int inNumSamples);
542 void roundUp_ai(BinaryOpUGen *unit, int inNumSamples);
543 void roundUp_ia(BinaryOpUGen *unit, int inNumSamples);
544 void trunc_d(BinaryOpUGen *unit, int inNumSamples);
545 void trunc_1(BinaryOpUGen *unit, int inNumSamples);
546 void trunc_aa(BinaryOpUGen *unit, int inNumSamples);
547 void trunc_ak(BinaryOpUGen *unit, int inNumSamples);
548 void trunc_ka(BinaryOpUGen *unit, int inNumSamples);
549 void trunc_ai(BinaryOpUGen *unit, int inNumSamples);
550 void trunc_ia(BinaryOpUGen *unit, int inNumSamples);
551 void atan2_d(BinaryOpUGen *unit, int inNumSamples);
552 void atan2_1(BinaryOpUGen *unit, int inNumSamples);
553 void atan2_aa(BinaryOpUGen *unit, int inNumSamples);
554 void atan2_ak(BinaryOpUGen *unit, int inNumSamples);
555 void atan2_ka(BinaryOpUGen *unit, int inNumSamples);
556 void atan2_ai(BinaryOpUGen *unit, int inNumSamples);
557 void atan2_ia(BinaryOpUGen *unit, int inNumSamples);
558 void hypot_d(BinaryOpUGen *unit, int inNumSamples);
559 void hypot_1(BinaryOpUGen *unit, int inNumSamples);
560 void hypot_aa(BinaryOpUGen *unit, int inNumSamples);
561 void hypot_ak(BinaryOpUGen *unit, int inNumSamples);
562 void hypot_ka(BinaryOpUGen *unit, int inNumSamples);
563 void hypot_ai(BinaryOpUGen *unit, int inNumSamples);
564 void hypot_ia(BinaryOpUGen *unit, int inNumSamples);
565 void hypotx_d(BinaryOpUGen *unit, int inNumSamples);
566 void hypotx_1(BinaryOpUGen *unit, int inNumSamples);
567 void hypotx_aa(BinaryOpUGen *unit, int inNumSamples);
568 void hypotx_ak(BinaryOpUGen *unit, int inNumSamples);
569 void hypotx_ka(BinaryOpUGen *unit, int inNumSamples);
570 void hypotx_ai(BinaryOpUGen *unit, int inNumSamples);
571 void hypotx_ia(BinaryOpUGen *unit, int inNumSamples);
572 }
573
574 ////////////////////////////////////////////////////////////////////////////////////////////////////////
575
576 static bool ChooseOperatorFunc(BinaryOpUGen *unit);
577
578 void BinaryOpUGen_Ctor(BinaryOpUGen *unit)
579 {
580 unit->mPrevA = ZIN0(0);
581 unit->mPrevB = ZIN0(1);
582 bool initialized = ChooseOperatorFunc(unit);
583 if (unit->mCalcRate == calc_DemandRate) {
584 OUT0(0) = 0.f;
585 } else {
586 if (!initialized)
587 (unit->mCalcFunc)(unit, 1);
588 }
589 }
590
591 /*
592 void zero_d(BinaryOpUGen *unit, int inNumSamples)
593 {
594 if (inNumSamples) {
595 float a = DEMANDINPUT_A(0, inNumSamples);
596 float b = DEMANDINPUT_A(1, inNumSamples);
597 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : 0.f;
598 } else {
599 RESETINPUT(0);
600 RESETINPUT(1);
601 }
602 }
603 */
604
605 void firstarg_d(BinaryOpUGen *unit, int inNumSamples)
606 {
607 if (inNumSamples) {
608 float a = DEMANDINPUT_A(0, inNumSamples);
609 float b = DEMANDINPUT_A(1, inNumSamples);
610 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a;
611 } else {
612 RESETINPUT(0);
613 RESETINPUT(1);
614 }
615 }
616
617 void secondarg_d(BinaryOpUGen *unit, int inNumSamples)
618 {
619 if (inNumSamples) {
620 float a = DEMANDINPUT_A(0, inNumSamples);
621 float b = DEMANDINPUT_A(1, inNumSamples);
622 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : b;
623 } else {
624 RESETINPUT(0);
625 RESETINPUT(1);
626 }
627 }
628
629 void add_d(BinaryOpUGen *unit, int inNumSamples)
630 {
631 if (inNumSamples) {
632 float a = DEMANDINPUT_A(0, inNumSamples);
633 float b = DEMANDINPUT_A(1, inNumSamples);
634 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a + b;
635 } else {
636 RESETINPUT(0);
637 RESETINPUT(1);
638 }
639 }
640
641 void sub_d(BinaryOpUGen *unit, int inNumSamples)
642 {
643 if (inNumSamples) {
644 float a = DEMANDINPUT_A(0, inNumSamples);
645 float b = DEMANDINPUT_A(1, inNumSamples);
646 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a - b;
647 } else {
648 RESETINPUT(0);
649 RESETINPUT(1);
650 }
651 }
652
653 void mul_d(BinaryOpUGen *unit, int inNumSamples)
654 {
655 if (inNumSamples) {
656 float a = DEMANDINPUT_A(0, inNumSamples);
657 float b = DEMANDINPUT_A(1, inNumSamples);
658 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * b;
659 } else {
660 RESETINPUT(0);
661 RESETINPUT(1);
662 }
663 }
664
665 void div_d(BinaryOpUGen *unit, int inNumSamples)
666 {
667 if (inNumSamples) {
668 float a = DEMANDINPUT_A(0, inNumSamples);
669 float b = DEMANDINPUT_A(1, inNumSamples);
670 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a / b;
671 } else {
672 RESETINPUT(0);
673 RESETINPUT(1);
674 }
675 }
676
677 void mod_d(BinaryOpUGen *unit, int inNumSamples)
678 {
679 if (inNumSamples) {
680 float a = DEMANDINPUT_A(0, inNumSamples);
681 float b = DEMANDINPUT_A(1, inNumSamples);
682 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_mod(a, b);
683 } else {
684 RESETINPUT(0);
685 RESETINPUT(1);
686 }
687 }
688
689 void max_d(BinaryOpUGen *unit, int inNumSamples)
690 {
691 if (inNumSamples) {
692 float a = DEMANDINPUT_A(0, inNumSamples);
693 float b = DEMANDINPUT_A(1, inNumSamples);
694 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_max(a, b);
695 } else {
696 RESETINPUT(0);
697 RESETINPUT(1);
698 }
699 }
700
701 void min_d(BinaryOpUGen *unit, int inNumSamples)
702 {
703 if (inNumSamples) {
704 float a = DEMANDINPUT_A(0, inNumSamples);
705 float b = DEMANDINPUT_A(1, inNumSamples);
706 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_min(a, b);
707 } else {
708 RESETINPUT(0);
709 RESETINPUT(1);
710 }
711 }
712
713 void and_d(BinaryOpUGen *unit, int inNumSamples)
714 {
715 if (inNumSamples) {
716 float a = DEMANDINPUT_A(0, inNumSamples);
717 float b = DEMANDINPUT_A(1, inNumSamples);
718 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_andt(a, b);
719 } else {
720 RESETINPUT(0);
721 RESETINPUT(1);
722 }
723 }
724
725 void or_d(BinaryOpUGen *unit, int inNumSamples)
726 {
727 if (inNumSamples) {
728 float a = DEMANDINPUT_A(0, inNumSamples);
729 float b = DEMANDINPUT_A(1, inNumSamples);
730 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_ort(a, b);
731 } else {
732 RESETINPUT(0);
733 RESETINPUT(1);
734 }
735 }
736
737 void xor_d(BinaryOpUGen *unit, int inNumSamples)
738 {
739 if (inNumSamples) {
740 float a = DEMANDINPUT_A(0, inNumSamples);
741 float b = DEMANDINPUT_A(1, inNumSamples);
742 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_xort(a, b);
743 } else {
744 RESETINPUT(0);
745 RESETINPUT(1);
746 }
747 }
748
749 void rightShift_d(BinaryOpUGen *unit, int inNumSamples)
750 {
751 if (inNumSamples) {
752 float a = DEMANDINPUT_A(0, inNumSamples);
753 float b = DEMANDINPUT_A(1, inNumSamples);
754 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_rst(a, b);
755 } else {
756 RESETINPUT(0);
757 RESETINPUT(1);
758 }
759 }
760
761 void leftShift_d(BinaryOpUGen *unit, int inNumSamples)
762 {
763 if (inNumSamples) {
764 float a = DEMANDINPUT_A(0, inNumSamples);
765 float b = DEMANDINPUT_A(1, inNumSamples);
766 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_lst(a, b);
767 } else {
768 RESETINPUT(0);
769 RESETINPUT(1);
770 }
771 }
772
773 void amclip_d(BinaryOpUGen *unit, int inNumSamples)
774 {
775 if (inNumSamples) {
776 float a = DEMANDINPUT_A(0, inNumSamples);
777 float b = DEMANDINPUT_A(1, inNumSamples);
778 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_amclip(a, b);
779 } else {
780 RESETINPUT(0);
781 RESETINPUT(1);
782 }
783 }
784
785 void scaleneg_d(BinaryOpUGen *unit, int inNumSamples)
786 {
787 if (inNumSamples) {
788 float a = DEMANDINPUT_A(0, inNumSamples);
789 float b = DEMANDINPUT_A(1, inNumSamples);
790 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_scaleneg(a, b);
791 } else {
792 RESETINPUT(0);
793 RESETINPUT(1);
794 }
795 }
796
797 void pow_d(BinaryOpUGen *unit, int inNumSamples)
798 {
799 if (inNumSamples) {
800 float a = DEMANDINPUT_A(0, inNumSamples);
801 float b = DEMANDINPUT_A(1, inNumSamples);
802 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a < 0.f ? -pow(-a, b) : pow(a, b));
803 } else {
804 RESETINPUT(0);
805 RESETINPUT(1);
806 }
807 }
808
809 void ring1_d(BinaryOpUGen *unit, int inNumSamples)
810 {
811 if (inNumSamples) {
812 float a = DEMANDINPUT_A(0, inNumSamples);
813 float b = DEMANDINPUT_A(1, inNumSamples);
814 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * b + a;
815 } else {
816 RESETINPUT(0);
817 RESETINPUT(1);
818 }
819 }
820
821 void ring2_d(BinaryOpUGen *unit, int inNumSamples)
822 {
823 if (inNumSamples) {
824 float a = DEMANDINPUT_A(0, inNumSamples);
825 float b = DEMANDINPUT_A(1, inNumSamples);
826 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * b + a + b;
827 } else {
828 RESETINPUT(0);
829 RESETINPUT(1);
830 }
831 }
832
833 void ring3_d(BinaryOpUGen *unit, int inNumSamples)
834 {
835 if (inNumSamples) {
836 float a = DEMANDINPUT_A(0, inNumSamples);
837 float b = DEMANDINPUT_A(1, inNumSamples);
838 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * a * b;
839 } else {
840 RESETINPUT(0);
841 RESETINPUT(1);
842 }
843 }
844
845 void ring4_d(BinaryOpUGen *unit, int inNumSamples)
846 {
847 if (inNumSamples) {
848 float a = DEMANDINPUT_A(0, inNumSamples);
849 float b = DEMANDINPUT_A(1, inNumSamples);
850 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * a * b - a * b * b;
851 } else {
852 RESETINPUT(0);
853 RESETINPUT(1);
854 }
855 }
856
857 void thresh_d(BinaryOpUGen *unit, int inNumSamples)
858 {
859 if (inNumSamples) {
860 float a = DEMANDINPUT_A(0, inNumSamples);
861 float b = DEMANDINPUT_A(1, inNumSamples);
862 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_thresh(a, b);
863 } else {
864 RESETINPUT(0);
865 RESETINPUT(1);
866 }
867 }
868
869 void clip2_d(BinaryOpUGen *unit, int inNumSamples)
870 {
871 if (inNumSamples) {
872 float a = DEMANDINPUT_A(0, inNumSamples);
873 float b = DEMANDINPUT_A(1, inNumSamples);
874 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_clip2(a, b);
875 } else {
876 RESETINPUT(0);
877 RESETINPUT(1);
878 }
879 }
880
881 void excess_d(BinaryOpUGen *unit, int inNumSamples)
882 {
883 if (inNumSamples) {
884 float a = DEMANDINPUT_A(0, inNumSamples);
885 float b = DEMANDINPUT_A(1, inNumSamples);
886 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_excess(a, b);
887 } else {
888 RESETINPUT(0);
889 RESETINPUT(1);
890 }
891 }
892
893 void lt_d(BinaryOpUGen *unit, int inNumSamples)
894 {
895 if (inNumSamples) {
896 float a = DEMANDINPUT_A(0, inNumSamples);
897 float b = DEMANDINPUT_A(1, inNumSamples);
898 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a < b ? 1.f : 0.f);
899 } else {
900 RESETINPUT(0);
901 RESETINPUT(1);
902 }
903 }
904
905 void gt_d(BinaryOpUGen *unit, int inNumSamples)
906 {
907 if (inNumSamples) {
908 float a = DEMANDINPUT_A(0, inNumSamples);
909 float b = DEMANDINPUT_A(1, inNumSamples);
910 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a > b ? 1.f : 0.f);
911 } else {
912 RESETINPUT(0);
913 RESETINPUT(1);
914 }
915 }
916
917 void le_d(BinaryOpUGen *unit, int inNumSamples)
918 {
919 if (inNumSamples) {
920 float a = DEMANDINPUT_A(0, inNumSamples);
921 float b = DEMANDINPUT_A(1, inNumSamples);
922 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a <= b ? 1.f : 0.f);
923 } else {
924 RESETINPUT(0);
925 RESETINPUT(1);
926 }
927 }
928
929 void ge_d(BinaryOpUGen *unit, int inNumSamples)
930 {
931 if (inNumSamples) {
932 float a = DEMANDINPUT_A(0, inNumSamples);
933 float b = DEMANDINPUT_A(1, inNumSamples);
934 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a >= b ? 1.f : 0.f);
935 } else {
936 RESETINPUT(0);
937 RESETINPUT(1);
938 }
939 }
940
941 void eq_d(BinaryOpUGen *unit, int inNumSamples)
942 {
943 if (inNumSamples) {
944 float a = DEMANDINPUT_A(0, inNumSamples);
945 float b = DEMANDINPUT_A(1, inNumSamples);
946 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a == b ? 1.f : 0.f);
947 } else {
948 RESETINPUT(0);
949 RESETINPUT(1);
950 }
951 }
952
953 void neq_d(BinaryOpUGen *unit, int inNumSamples)
954 {
955 if (inNumSamples) {
956 float a = DEMANDINPUT_A(0, inNumSamples);
957 float b = DEMANDINPUT_A(1, inNumSamples);
958 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (a != b ? 1.f : 0.f);
959 } else {
960 RESETINPUT(0);
961 RESETINPUT(1);
962 }
963 }
964
965 void sumsqr_d(BinaryOpUGen *unit, int inNumSamples)
966 {
967 if (inNumSamples) {
968 float a = DEMANDINPUT_A(0, inNumSamples);
969 float b = DEMANDINPUT_A(1, inNumSamples);
970 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * a + b * b;
971 } else {
972 RESETINPUT(0);
973 RESETINPUT(1);
974 }
975 }
976
977 void difsqr_d(BinaryOpUGen *unit, int inNumSamples)
978 {
979 if (inNumSamples) {
980 float a = DEMANDINPUT_A(0, inNumSamples);
981 float b = DEMANDINPUT_A(1, inNumSamples);
982 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : a * a - b * b;
983 } else {
984 RESETINPUT(0);
985 RESETINPUT(1);
986 }
987 }
988
989 void sqrsum_d(BinaryOpUGen *unit, int inNumSamples)
990 {
991 if (inNumSamples) {
992 float a = DEMANDINPUT_A(0, inNumSamples);
993 float b = DEMANDINPUT_A(1, inNumSamples);
994 float z;
995 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (z = a + b, z * z);
996 } else {
997 RESETINPUT(0);
998 RESETINPUT(1);
999 }
1000 }
1001
1002 void sqrdif_d(BinaryOpUGen *unit, int inNumSamples)
1003 {
1004 if (inNumSamples) {
1005 float a = DEMANDINPUT_A(0, inNumSamples);
1006 float b = DEMANDINPUT_A(1, inNumSamples);
1007 float z;
1008 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : (z = a - b, z * z);
1009 } else {
1010 RESETINPUT(0);
1011 RESETINPUT(1);
1012 }
1013 }
1014
1015 void absdif_d(BinaryOpUGen *unit, int inNumSamples)
1016 {
1017 if (inNumSamples) {
1018 float a = DEMANDINPUT_A(0, inNumSamples);
1019 float b = DEMANDINPUT_A(1, inNumSamples);
1020 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : fabs(a - b);
1021 } else {
1022 RESETINPUT(0);
1023 RESETINPUT(1);
1024 }
1025 }
1026
1027 void round_d(BinaryOpUGen *unit, int inNumSamples)
1028 {
1029 if (inNumSamples) {
1030 float a = DEMANDINPUT_A(0, inNumSamples);
1031 float b = DEMANDINPUT_A(1, inNumSamples);
1032 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_round(a, b);
1033 } else {
1034 RESETINPUT(0);
1035 RESETINPUT(1);
1036 }
1037 }
1038
1039 void roundUp_d(BinaryOpUGen *unit, int inNumSamples)
1040 {
1041 if (inNumSamples) {
1042 float a = DEMANDINPUT_A(0, inNumSamples);
1043 float b = DEMANDINPUT_A(1, inNumSamples);
1044 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_roundUp(a, b);
1045 } else {
1046 RESETINPUT(0);
1047 RESETINPUT(1);
1048 }
1049 }
1050
1051 void trunc_d(BinaryOpUGen *unit, int inNumSamples)
1052 {
1053 if (inNumSamples) {
1054 float a = DEMANDINPUT_A(0, inNumSamples);
1055 float b = DEMANDINPUT_A(1, inNumSamples);
1056 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_trunc(a, b);
1057 } else {
1058 RESETINPUT(0);
1059 RESETINPUT(1);
1060 }
1061 }
1062
1063 void fold2_d(BinaryOpUGen *unit, int inNumSamples)
1064 {
1065 if (inNumSamples) {
1066 float a = DEMANDINPUT_A(0, inNumSamples);
1067 float b = DEMANDINPUT_A(1, inNumSamples);
1068 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_fold2(a, b);
1069 } else {
1070 RESETINPUT(0);
1071 RESETINPUT(1);
1072 }
1073 }
1074
1075 void wrap2_d(BinaryOpUGen *unit, int inNumSamples)
1076 {
1077 if (inNumSamples) {
1078 float a = DEMANDINPUT_A(0, inNumSamples);
1079 float b = DEMANDINPUT_A(1, inNumSamples);
1080 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_wrap2(a, b);
1081 } else {
1082 RESETINPUT(0);
1083 RESETINPUT(1);
1084 }
1085 }
1086
1087 void atan2_d(BinaryOpUGen *unit, int inNumSamples)
1088 {
1089 if (inNumSamples) {
1090 float a = DEMANDINPUT_A(0, inNumSamples);
1091 float b = DEMANDINPUT_A(1, inNumSamples);
1092 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : atan2(a, b);
1093 } else {
1094 RESETINPUT(0);
1095 RESETINPUT(1);
1096 }
1097 }
1098
1099 void hypot_d(BinaryOpUGen *unit, int inNumSamples)
1100 {
1101 if (inNumSamples) {
1102 float a = DEMANDINPUT_A(0, inNumSamples);
1103 float b = DEMANDINPUT_A(1, inNumSamples);
1104 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : hypot(a, b);
1105 } else {
1106 RESETINPUT(0);
1107 RESETINPUT(1);
1108 }
1109 }
1110
1111 void hypotx_d(BinaryOpUGen *unit, int inNumSamples)
1112 {
1113 if (inNumSamples) {
1114 float a = DEMANDINPUT_A(0, inNumSamples);
1115 float b = DEMANDINPUT_A(1, inNumSamples);
1116 OUT0(0) = sc_isnan(a) || sc_isnan(b) ? NAN : sc_hypotx(a, b);
1117 } else {
1118 RESETINPUT(0);
1119 RESETINPUT(1);
1120 }
1121 }
1122
1123
1124
1125 void zero_1(BinaryOpUGen *unit, int inNumSamples)
1126 {
1127 ZOUT0(0) = 0.f;
1128 }
1129
1130 void firstarg_1(BinaryOpUGen *unit, int inNumSamples)
1131 {
1132 ZOUT0(0) = ZIN0(0);
1133 }
1134
1135 void secondarg_1(BinaryOpUGen *unit, int inNumSamples)
1136 {
1137 ZOUT0(0) = ZIN0(1);
1138 }
1139
1140 void add_1(BinaryOpUGen *unit, int inNumSamples)
1141 {
1142 ZOUT0(0) = ZIN0(0) + ZIN0(1);
1143 }
1144
1145 void sub_1(BinaryOpUGen *unit, int inNumSamples)
1146 {
1147 ZOUT0(0) = ZIN0(0) - ZIN0(1);
1148 }
1149
1150 void mul_1(BinaryOpUGen *unit, int inNumSamples)
1151 {
1152 ZOUT0(0) = ZIN0(0) * ZIN0(1);
1153 }
1154
1155 void div_1(BinaryOpUGen *unit, int inNumSamples)
1156 {
1157 ZOUT0(0) = ZIN0(0) / ZIN0(1);
1158 }
1159
1160 void mod_1(BinaryOpUGen *unit, int inNumSamples)
1161 {
1162 float xa = ZIN0(0);
1163 float xb = ZIN0(1);
1164 ZOUT0(0) = sc_mod(xa, xb);
1165 }
1166
1167 void max_1(BinaryOpUGen *unit, int inNumSamples)
1168 {
1169 float xa = ZIN0(0);
1170 float xb = ZIN0(1);
1171 ZOUT0(0) = sc_max(xa, xb);
1172 }
1173
1174 void min_1(BinaryOpUGen *unit, int inNumSamples)
1175 {
1176 float xa = ZIN0(0);
1177 float xb = ZIN0(1);
1178 ZOUT0(0) = sc_min(xa, xb);
1179 }
1180
1181 void and_1(BinaryOpUGen *unit, int inNumSamples)
1182 {
1183 float xa = ZIN0(0);
1184 float xb = ZIN0(1);
1185 ZOUT0(0) = sc_andt(xa, xb);
1186 }
1187
1188 void or_1(BinaryOpUGen *unit, int inNumSamples)
1189 {
1190 float xa = ZIN0(0);
1191 float xb = ZIN0(1);
1192 ZOUT0(0) = sc_ort(xa, xb);
1193 }
1194
1195 void xor_1(BinaryOpUGen *unit, int inNumSamples)
1196 {
1197 float xa = ZIN0(0);
1198 float xb = ZIN0(1);
1199 ZOUT0(0) = sc_xort(xa, xb);
1200 }
1201
1202 void rightShift_1(BinaryOpUGen *unit, int inNumSamples)
1203 {
1204 float xa = ZIN0(0);
1205 float xb = ZIN0(1);
1206 ZOUT0(0) = sc_rst(xa, xb);
1207 }
1208
1209 void leftShift_1(BinaryOpUGen *unit, int inNumSamples)
1210 {
1211 float xa = ZIN0(0);
1212 float xb = ZIN0(1);
1213 ZOUT0(0) = sc_lst(xa, xb);
1214 }
1215
1216 void amclip_1(BinaryOpUGen *unit, int inNumSamples)
1217 {
1218 float xa = ZIN0(0);
1219 float xb = ZIN0(1);
1220 ZOUT0(0) = sc_amclip(xa, xb);
1221 }
1222
1223 void scaleneg_1(BinaryOpUGen *unit, int inNumSamples)
1224 {
1225 float xa = ZIN0(0);
1226 float xb = ZIN0(1);
1227 ZOUT0(0) = xa >= 0.f ? xa : xa * xb;
1228 }
1229
1230 void pow_1(BinaryOpUGen *unit, int inNumSamples)
1231 {
1232 float xa = ZIN0(0);
1233 float xb = ZIN0(1);
1234 ZOUT0(0) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
1235 }
1236
1237
1238 void ring1_1(BinaryOpUGen *unit, int inNumSamples)
1239 {
1240 float xa = ZIN0(0);
1241 float xb = ZIN0(1);
1242 ZOUT0(0) = xa * xb + xa;
1243 }
1244
1245 void ring2_1(BinaryOpUGen *unit, int inNumSamples)
1246 {
1247 float xa = ZIN0(0);
1248 float xb = ZIN0(1);
1249 ZOUT0(0) = xa * xb + xa + xb;
1250 }
1251
1252 void ring3_1(BinaryOpUGen *unit, int inNumSamples)
1253 {
1254 float xa = ZIN0(0);
1255 float xb = ZIN0(1);
1256 ZOUT0(0) = xa * xa * xb;
1257 }
1258
1259 void ring4_1(BinaryOpUGen *unit, int inNumSamples)
1260 {
1261 float xa = ZIN0(0);
1262 float xb = ZIN0(1);
1263 ZOUT0(0) = xa * xa * xb - xa * xb * xb;
1264 }
1265
1266 void thresh_1(BinaryOpUGen *unit, int inNumSamples)
1267 {
1268 float xa = ZIN0(0);
1269 float xb = ZIN0(1);
1270 ZOUT0(0) = xa < xb ? 0.f : xa;
1271 }
1272
1273 void clip2_1(BinaryOpUGen *unit, int inNumSamples)
1274 {
1275 float xa = ZIN0(0);
1276 float xb = ZIN0(1);
1277 ZOUT0(0) = xa > xb ? xb : (xa < -xb ? -xb : xa);
1278 }
1279
1280 void excess_1(BinaryOpUGen *unit, int inNumSamples)
1281 {
1282 float xa = ZIN0(0);
1283 float xb = ZIN0(1);
1284 ZOUT0(0) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
1285 }
1286
1287 void lt_1(BinaryOpUGen *unit, int inNumSamples)
1288 {
1289 float xa = ZIN0(0);
1290 float xb = ZIN0(1);
1291 ZOUT0(0) = xa < xb ? 1.f : 0.f;
1292 }
1293
1294 void le_1(BinaryOpUGen *unit, int inNumSamples)
1295 {
1296 float xa = ZIN0(0);
1297 float xb = ZIN0(1);
1298 ZOUT0(0) = xa <= xb ? 1.f : 0.f;
1299 }
1300
1301 void gt_1(BinaryOpUGen *unit, int inNumSamples)
1302 {
1303 float xa = ZIN0(0);
1304 float xb = ZIN0(1);
1305 ZOUT0(0) = xa > xb ? 1.f : 0.f;
1306 }
1307
1308 void ge_1(BinaryOpUGen *unit, int inNumSamples)
1309 {
1310 float xa = ZIN0(0);
1311 float xb = ZIN0(1);
1312 ZOUT0(0) = xa >= xb ? 1.f : 0.f;
1313 }
1314
1315 void eq_1(BinaryOpUGen *unit, int inNumSamples)
1316 {
1317 float xa = ZIN0(0);
1318 float xb = ZIN0(1);
1319 ZOUT0(0) = xa == xb ? 1.f : 0.f;
1320 }
1321
1322 void neq_1(BinaryOpUGen *unit, int inNumSamples)
1323 {
1324 float xa = ZIN0(0);
1325 float xb = ZIN0(1);
1326 ZOUT0(0) = xa != xb ? 1.f : 0.f;
1327 }
1328
1329
1330 void sumsqr_1(BinaryOpUGen *unit, int inNumSamples)
1331 {
1332 float xa = ZIN0(0);
1333 float xb = ZIN0(1);
1334 ZOUT0(0) = xa * xa + xb * xb;
1335 }
1336
1337 void difsqr_1(BinaryOpUGen *unit, int inNumSamples)
1338 {
1339 float xa = ZIN0(0);
1340 float xb = ZIN0(1);
1341 ZOUT0(0) = xa * xa - xb * xb;
1342 }
1343
1344 void sqrsum_1(BinaryOpUGen *unit, int inNumSamples)
1345 {
1346 float xa = ZIN0(0);
1347 float xb = ZIN0(1);
1348 float sum = xa + xb;
1349 ZOUT0(0) = sum * sum;
1350 }
1351
1352 void sqrdif_1(BinaryOpUGen *unit, int inNumSamples)
1353 {
1354 float xa = ZIN0(0);
1355 float xb = ZIN0(1);
1356 float dif = xa - xb;
1357 ZOUT0(0) = dif * dif;
1358 }
1359
1360 void absdif_1(BinaryOpUGen *unit, int inNumSamples)
1361 {
1362 float xa = ZIN0(0);
1363 float xb = ZIN0(1);
1364 ZOUT0(0) = fabs(xa - xb);
1365 }
1366
1367 void round_1(BinaryOpUGen *unit, int inNumSamples)
1368 {
1369 float xa = ZIN0(0);
1370 float xb = ZIN0(1);
1371 ZOUT0(0) = sc_round(xa, xb);
1372 }
1373
1374 void roundUp_1(BinaryOpUGen *unit, int inNumSamples)
1375 {
1376 float xa = ZIN0(0);
1377 float xb = ZIN0(1);
1378 ZOUT0(0) = sc_roundUp(xa, xb);
1379 }
1380
1381 void trunc_1(BinaryOpUGen *unit, int inNumSamples)
1382 {
1383 float xa = ZIN0(0);
1384 float xb = ZIN0(1);
1385 ZOUT0(0) = sc_trunc(xa, xb);
1386 }
1387
1388 void fold2_1(BinaryOpUGen *unit, int inNumSamples)
1389 {
1390 float xa = ZIN0(0);
1391 float xb = ZIN0(1);
1392 ZOUT0(0) = sc_fold(xa, -xb, xb);
1393 }
1394
1395 void wrap2_1(BinaryOpUGen *unit, int inNumSamples)
1396 {
1397 float xa = ZIN0(0);
1398 float xb = ZIN0(1);
1399 ZOUT0(0) = sc_wrap(xa, -xb, xb);
1400 }
1401
1402 void atan2_1(BinaryOpUGen *unit, int inNumSamples)
1403 {
1404 float xa = ZIN0(0);
1405 float xb = ZIN0(1);
1406 ZOUT0(0) = atan2(xa, xb);
1407 }
1408
1409 void hypot_1(BinaryOpUGen *unit, int inNumSamples)
1410 {
1411 float xa = ZIN0(0);
1412 float xb = ZIN0(1);
1413 ZOUT0(0) = hypot(xa, xb);
1414 }
1415
1416 void hypotx_1(BinaryOpUGen *unit, int inNumSamples)
1417 {
1418 float xa = ZIN0(0);
1419 float xb = ZIN0(1);
1420 ZOUT0(0) = sc_hypotx(xa, xb);
1421 }
1422
1423
1424
1425 void zero_aa(BinaryOpUGen *unit, int inNumSamples)
1426 {
1427 float *out = ZOUT(0);
1428
1429 ZClear(inNumSamples, out);
1430 }
1431
1432 void firstarg_aa(BinaryOpUGen *unit, int inNumSamples)
1433 {
1434 float *out = ZOUT(0);
1435 float *a = ZIN(0);
1436
1437 ZCopy(inNumSamples, out, a);
1438 }
1439
1440 #ifdef NOVA_SIMD
1441 FLATTEN void firstarg_aa_nova(BinaryOpUGen *unit, int inNumSamples)
1442 {
1443 nova::copyvec_simd(OUT(0), IN(0), inNumSamples);
1444 }
1445 #endif
1446
1447 void secondarg_aa(BinaryOpUGen *unit, int inNumSamples)
1448 {
1449 float *out = ZOUT(0);
1450 float *b = ZIN(1);
1451
1452 ZCopy(inNumSamples, out, b);
1453 }
1454
1455 #ifdef NOVA_SIMD
1456 FLATTEN void secondarg_aa_nova(BinaryOpUGen *unit, int inNumSamples)
1457 {
1458 nova::copyvec_simd(OUT(0), IN(1), inNumSamples);
1459 }
1460 #endif
1461
1462 void add_aa(BinaryOpUGen *unit, int inNumSamples)
1463 {
1464 float *out = ZOUT(0);
1465 float *a = ZIN(0);
1466 float *b = ZIN(1);
1467
1468 LOOP1(inNumSamples,
1469 ZXP(out) = ZXP(a) + ZXP(b);
1470 );
1471 }
1472
1473 void add_ak(BinaryOpUGen *unit, int inNumSamples)
1474 {
1475 float *out = ZOUT(0);
1476 float *a = ZIN(0);
1477 float xb = unit->mPrevB;
1478 float next_b = ZIN0(1);
1479
1480 if (xb == next_b) {
1481 if (xb == 0.f) {
1482 ZCopy(inNumSamples, out, a);
1483 } else {
1484 float *out = ZOUT(0);
1485 float *a = ZIN(0);
1486 LOOP1(inNumSamples,
1487 ZXP(out) = ZXP(a) + xb;
1488 );
1489 }
1490 } else {
1491 float slope = CALCSLOPE(next_b, xb);
1492 LOOP1(inNumSamples,
1493 ZXP(out) = ZXP(a) + xb;
1494 xb += slope;
1495 );
1496 unit->mPrevB = xb;
1497 }
1498 }
1499
1500
1501 void add_ka(BinaryOpUGen *unit, int inNumSamples)
1502 {
1503 float *out = ZOUT(0);
1504 float xa = unit->mPrevA;
1505 float *b = ZIN(1);
1506 float next_a = ZIN0(0);
1507
1508 if (xa == next_a) {
1509 if (xa == 0.f) {
1510 ZCopy(inNumSamples, out, b);
1511 } else {
1512 LOOP1(inNumSamples,
1513 ZXP(out) = xa + ZXP(b);
1514 );
1515 }
1516 } else {
1517 float slope = CALCSLOPE(next_a, xa);
1518 LOOP1(inNumSamples,
1519 ZXP(out) = xa + ZXP(b);
1520 xa += slope;
1521 );
1522 unit->mPrevA = xa;
1523 }
1524 }
1525
1526 void add_ia(BinaryOpUGen *unit, int inNumSamples)
1527 {
1528 float *out = ZOUT(0);
1529 float xa = ZIN0(0);
1530 float *b = ZIN(1);
1531
1532 LOOP1(inNumSamples,
1533 ZXP(out) = xa + ZXP(b);
1534 );
1535 unit->mPrevA = xa;
1536 }
1537
1538 void add_ai(BinaryOpUGen *unit, int inNumSamples)
1539 {
1540 float *out = ZOUT(0);
1541 float *a = ZIN(0);
1542 float xb = ZIN0(1);
1543
1544 LOOP1(inNumSamples,
1545 ZXP(out) = ZXP(a) + xb;
1546 );
1547 unit->mPrevB = xb;
1548 }
1549
1550 #ifdef NOVA_SIMD
1551 NOVA_BINARY_WRAPPER(add, plus)
1552
1553 FLATTEN void add_ak_nova(BinaryOpUGen *unit, int inNumSamples)
1554 {
1555 float xb = unit->mPrevB;
1556 float next_b = ZIN0(1);
1557
1558 if (xb == next_b) {
1559 if (xb == 0.f)
1560 nova::copyvec_simd(OUT(0), IN(0), inNumSamples);
1561 else
1562 nova::plus_vec_simd(OUT(0), IN(0), xb, inNumSamples);
1563 } else {
1564 float slope = CALCSLOPE(next_b, xb);
1565 nova::plus_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
1566 unit->mPrevB = next_b;
1567 }
1568 }
1569
1570 FLATTEN void add_ak_nova_64(BinaryOpUGen *unit, int inNumSamples)
1571 {
1572 float xb = unit->mPrevB;
1573 float next_b = ZIN0(1);
1574
1575 if (xb == next_b) {
1576 if (xb == 0.f)
1577 nova::copyvec_simd<64>(OUT(0), IN(0));
1578 else
1579 nova::plus_vec_simd<64>(OUT(0), IN(0), xb);
1580 } else {
1581 float slope = CALCSLOPE(next_b, xb);
1582 nova::plus_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
1583 unit->mPrevB = next_b;
1584 }
1585 }
1586
1587
1588 FLATTEN void add_ka_nova(BinaryOpUGen *unit, int inNumSamples)
1589 {
1590 float xa = unit->mPrevA;
1591 float next_a = ZIN0(0);
1592
1593 if (xa == next_a) {
1594 if (xa == 0.f)
1595 nova::copyvec_simd(OUT(0), IN(1), inNumSamples);
1596 else
1597 nova::plus_vec_simd(OUT(0), IN(1), xa, inNumSamples);
1598 } else {
1599 float slope = CALCSLOPE(next_a, xa);
1600 nova::plus_vec_simd(OUT(0), IN(1), slope_argument(xa, slope), inNumSamples);
1601 unit->mPrevA = next_a;
1602 }
1603 }
1604
1605 FLATTEN void add_ka_nova_64(BinaryOpUGen *unit, int inNumSamples)
1606 {
1607 float xa = unit->mPrevA;
1608 float next_a = ZIN0(0);
1609
1610 if (xa == next_a) {
1611 if (xa == 0.f)
1612 nova::copyvec_simd<64>(OUT(0), IN(1));
1613 else
1614 nova::plus_vec_simd<64>(OUT(0), IN(1), xa);
1615 } else {
1616 float slope = CALCSLOPE(next_a, xa);
1617 nova::plus_vec_simd(OUT(0), IN(1), slope_argument(xa, slope), inNumSamples);
1618 unit->mPrevA = next_a;
1619 }
1620 }
1621
1622 #endif
1623
1624
1625
1626 /////////////////////////
1627
1628
1629
1630 void sub_aa(BinaryOpUGen *unit, int inNumSamples)
1631 {
1632 float *out = ZOUT(0);
1633 float *a = ZIN(0);
1634 float *b = ZIN(1);
1635
1636 LOOP1(inNumSamples,
1637 ZXP(out) = ZXP(a) - ZXP(b);
1638 );
1639 }
1640
1641 void sub_ak(BinaryOpUGen *unit, int inNumSamples)
1642 {
1643 float *out = ZOUT(0);
1644 float *a = ZIN(0);
1645 float xb = unit->mPrevB;
1646 float next_b = ZIN0(1);
1647
1648 if (xb == next_b) {
1649 if (xb == 0.f) {
1650 ZCopy(inNumSamples, out, a);
1651 } else {
1652 LOOP1(inNumSamples,
1653 ZXP(out) = ZXP(a) - xb;
1654 );
1655 }
1656 } else {
1657 float slope = CALCSLOPE(next_b, xb);
1658 LOOP1(inNumSamples,
1659 ZXP(out) = ZXP(a) - xb;
1660 xb += slope;
1661 );
1662 unit->mPrevB = xb;
1663 }
1664 }
1665
1666 void sub_ka(BinaryOpUGen *unit, int inNumSamples)
1667 {
1668 float *out = ZOUT(0);
1669 float xa = unit->mPrevA;
1670 float *b = ZIN(1);
1671 float next_a = ZIN0(0);
1672
1673 if (xa == next_a) {
1674 if (xa == 0.f) {
1675 ZCopy(inNumSamples, out, b);
1676 } else {
1677 LOOP1(inNumSamples,
1678 ZXP(out) = xa - ZXP(b);
1679 );
1680 }
1681 } else {
1682 float slope = CALCSLOPE(next_a, xa);
1683 LOOP1(inNumSamples,
1684 ZXP(out) = xa - ZXP(b);
1685 xa += slope;
1686 );
1687 unit->mPrevA = xa;
1688 }
1689 }
1690
1691
1692 void sub_ia(BinaryOpUGen *unit, int inNumSamples)
1693 {
1694 float *out = ZOUT(0);
1695 float xa = ZIN0(0);
1696 float *b = ZIN(1);
1697
1698 LOOP1(inNumSamples,
1699 ZXP(out) = xa - ZXP(b);
1700 );
1701 unit->mPrevA = xa;
1702 }
1703
1704 void sub_ai(BinaryOpUGen *unit, int inNumSamples)
1705 {
1706 float *out = ZOUT(0);
1707 float *a = ZIN(0);
1708 float xb = ZIN0(1);
1709
1710 LOOP1(inNumSamples,
1711 ZXP(out) = ZXP(a) - xb;
1712 );
1713 unit->mPrevB = xb;
1714 }
1715
1716 #ifdef NOVA_SIMD
1717 NOVA_BINARY_WRAPPER(sub, minus)
1718
1719 FLATTEN void sub_ak_nova(BinaryOpUGen *unit, int inNumSamples)
1720 {
1721 float xb = unit->mPrevB;
1722 float next_b = ZIN0(1);
1723
1724 if (xb == next_b) {
1725 if (xb == 0.f)
1726 nova::copyvec_simd(OUT(0), IN(0), inNumSamples);
1727 else
1728 nova::minus_vec_simd(OUT(0), IN(0), xb, inNumSamples);
1729 } else {
1730 float slope = CALCSLOPE(next_b, xb);
1731 nova::minus_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
1732 unit->mPrevB = next_b;
1733 }
1734 }
1735
1736 FLATTEN void sub_ak_nova_64(BinaryOpUGen *unit, int inNumSamples)
1737 {
1738 float xb = unit->mPrevB;
1739 float next_b = ZIN0(1);
1740
1741 if (xb == next_b) {
1742 if (xb == 0.f)
1743 nova::copyvec_aa_simd<64>(OUT(0), IN(0));
1744 else
1745 nova::minus_vec_simd<64>(OUT(0), IN(0), xb);
1746 } else {
1747 float slope = CALCSLOPE(next_b, xb);
1748 nova::minus_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
1749 unit->mPrevB = next_b;
1750 }
1751 }
1752
1753 FLATTEN void sub_ka_nova(BinaryOpUGen *unit, int inNumSamples)
1754 {
1755 float xa = unit->mPrevA;
1756 float next_a = ZIN0(0);
1757
1758 if (xa == next_a) {
1759 if (xa == 0.f)
1760 nova::copyvec_simd(OUT(0), IN(1), inNumSamples);
1761 else
1762 nova::minus_vec_simd(OUT(0), xa, IN(1), inNumSamples);
1763 } else {
1764 float slope = CALCSLOPE(next_a, xa);
1765 nova::minus_vec_simd(OUT(0), slope_argument(xa, slope), IN(1), inNumSamples);
1766 unit->mPrevA = next_a;
1767 }
1768 }
1769
1770 FLATTEN void sub_ka_nova_64(BinaryOpUGen *unit, int inNumSamples)
1771 {
1772 float xa = unit->mPrevA;
1773 float next_a = ZIN0(0);
1774
1775 if (xa == next_a) {
1776 if (xa == 0.f)
1777 nova::copyvec_simd<64>(OUT(0), IN(1));
1778 else
1779 nova::minus_vec_simd<64>(OUT(0), xa, IN(1));
1780 } else {
1781 float slope = CALCSLOPE(next_a, xa);
1782 nova::minus_vec_simd(OUT(0), slope_argument(xa, slope), IN(1), inNumSamples);
1783 unit->mPrevA = next_a;
1784 }
1785 }
1786
1787 #endif
1788
1789
1790
1791 void mul_aa(BinaryOpUGen *unit, int inNumSamples)
1792 {
1793 float *out = ZOUT(0);
1794 float *a = ZIN(0);
1795 float *b = ZIN(1);
1796
1797 LOOP1(inNumSamples,
1798 ZXP(out) = ZXP(a) * ZXP(b);
1799 );
1800 }
1801
1802 void mul_ak(BinaryOpUGen *unit, int inNumSamples)
1803 {
1804 float *out = ZOUT(0);
1805 float *a = ZIN(0);
1806 float xb = unit->mPrevB;
1807 float next_b = ZIN0(1);
1808
1809 if (xb == next_b) {
1810 if (xb == 0.f) {
1811 ZClear(inNumSamples, out);
1812 } else if (xb == 1.f) {
1813 ZCopy(inNumSamples, out, a);
1814 } else {
1815 LOOP1(inNumSamples,
1816 ZXP(out) = ZXP(a) * xb;
1817 );
1818 }
1819 } else {
1820 float slope = CALCSLOPE(next_b, xb);
1821 LOOP1(inNumSamples,
1822 ZXP(out) = ZXP(a) * xb;
1823 xb += slope;
1824 );
1825 unit->mPrevB = xb;
1826 }
1827 }
1828
1829 void mul_ka(BinaryOpUGen *unit, int inNumSamples)
1830 {
1831 float *out = ZOUT(0);
1832 float xa = unit->mPrevA;
1833 float *b = ZIN(1);
1834 float next_a = ZIN0(0);
1835
1836 if (xa == next_a) {
1837 if (xa == 0.f) {
1838 ZClear(inNumSamples, out);
1839 } else if (xa == 1.f) {
1840 ZCopy(inNumSamples, out, b);
1841 } else {
1842 LOOP1(inNumSamples,
1843 ZXP(out) = xa * ZXP(b);
1844 );
1845 }
1846 } else {
1847 float slope = CALCSLOPE(next_a, xa);
1848 LOOP1(inNumSamples,
1849 ZXP(out) = xa * ZXP(b);
1850 xa += slope;
1851 );
1852 unit->mPrevA = xa;
1853 }
1854 }
1855
1856
1857 void mul_ai(BinaryOpUGen *unit, int inNumSamples)
1858 {
1859 float *out = ZOUT(0);
1860 float *a = ZIN(0);
1861 float xb = ZIN0(1);
1862
1863 LOOP1(inNumSamples,
1864 ZXP(out) = ZXP(a) * xb;
1865 );
1866 unit->mPrevB = xb;
1867 }
1868
1869 void mul_ia(BinaryOpUGen *unit, int inNumSamples)
1870 {
1871 float *out = ZOUT(0);
1872 float xa = ZIN0(0);
1873 float *b = ZIN(1);
1874
1875 LOOP1(inNumSamples,
1876 ZXP(out) = xa * ZXP(b);
1877 );
1878 unit->mPrevA = xa;
1879 }
1880
1881 #ifdef NOVA_SIMD
1882 NOVA_BINARY_WRAPPER(mul, times)
1883
1884 FLATTEN void mul_ka_nova(BinaryOpUGen *unit, int inNumSamples)
1885 {
1886 float xa = unit->mPrevA;
1887 float next_a = ZIN0(0);
1888
1889 if (xa == next_a) {
1890 if (xa == 0.f)
1891 nova::zerovec_simd(OUT(0), inNumSamples);
1892 else if (xa == 1.f)
1893 nova::copyvec_simd(OUT(0), IN(1), inNumSamples);
1894 else
1895 nova::times_vec_simd(OUT(0), IN(1), xa, inNumSamples);
1896 } else {
1897 float slope = CALCSLOPE(next_a, xa);
1898 unit->mPrevA = next_a;
1899
1900 nova::times_vec_simd(OUT(0), IN(1), slope_argument(xa, slope), inNumSamples);
1901 }
1902 }
1903
1904 FLATTEN void mul_ka_nova_64(BinaryOpUGen *unit, int inNumSamples)
1905 {
1906 float xa = unit->mPrevA;
1907 float next_a = ZIN0(0);
1908
1909 if (xa == next_a) {
1910 if (xa == 0.f)
1911 nova::zerovec_simd<64>(OUT(0));
1912 else if (xa == 1.f)
1913 nova::copyvec_simd<64>(OUT(0), IN(1));
1914 else
1915 nova::times_vec_simd<64>(OUT(0), IN(1), xa);
1916 } else {
1917 float slope = CALCSLOPE(next_a, xa);
1918 unit->mPrevA = next_a;
1919
1920 nova::times_vec_simd(OUT(0), IN(1), slope_argument(xa, slope), inNumSamples);
1921 }
1922 }
1923
1924 FLATTEN void mul_ak_nova(BinaryOpUGen *unit, int inNumSamples)
1925 {
1926 float xb = unit->mPrevB;
1927 float next_b = ZIN0(1);
1928
1929 if (xb == next_b) {
1930 if (xb == 0.f)
1931 nova::zerovec_simd(OUT(0), inNumSamples);
1932 else if (xb == 1.f)
1933 nova::copyvec_simd(OUT(0), IN(0), inNumSamples);
1934 else
1935 nova::times_vec_simd(OUT(0), IN(0), xb, inNumSamples);
1936 } else {
1937 float slope = CALCSLOPE(next_b, xb);
1938 unit->mPrevB = next_b;
1939
1940 nova::times_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
1941 }
1942 }
1943
1944 FLATTEN void mul_ak_nova_64(BinaryOpUGen *unit, int inNumSamples)
1945 {
1946 float xb = unit->mPrevB;
1947 float next_b = ZIN0(1);
1948
1949 if (xb == next_b) {
1950 if (xb == 0.f)
1951 nova::zerovec_simd<64>(OUT(0));
1952 else if (xb == 1.f)
1953 nova::copyvec_simd<64>(OUT(0), IN(0));
1954 else
1955 nova::times_vec_simd<64>(OUT(0), IN(0), xb);
1956 } else {
1957 float slope = CALCSLOPE(next_b, xb);
1958 unit->mPrevB = next_b;
1959
1960 nova::times_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
1961 }
1962 }
1963
1964 #endif
1965
1966
1967 void div_aa(BinaryOpUGen *unit, int inNumSamples)
1968 {
1969 float *out = ZOUT(0);
1970 float *a = ZIN(0);
1971 float *b = ZIN(1);
1972
1973 LOOP1(inNumSamples,
1974 ZXP(out) = ZXP(a) / ZXP(b);
1975 );
1976 }
1977
1978 void div_ak(BinaryOpUGen *unit, int inNumSamples)
1979 {
1980 float *out = ZOUT(0);
1981 float *a = ZIN(0);
1982 float xb = unit->mPrevB;
1983 float next_b = ZIN0(1);
1984
1985 if (xb == next_b) {
1986 if (xb == 0.f) {
1987 ZClear(inNumSamples, out);
1988 } else if (xb == 1.f) {
1989 ZCopy(inNumSamples, out, a);
1990 } else {
1991 float recip = 1.f / xb;
1992 LOOP1(inNumSamples,
1993 ZXP(out) = ZXP(a) * recip;
1994 );
1995 }
1996 } else {
1997 float slope = CALCSLOPE(next_b, xb);
1998 LOOP1(inNumSamples,
1999 ZXP(out) = ZXP(a) / xb;
2000 xb += slope;
2001 );
2002 unit->mPrevB = xb;
2003 }
2004 }
2005
2006 void div_ka(BinaryOpUGen *unit, int inNumSamples)
2007 {
2008 float *out = ZOUT(0);
2009 float xa = unit->mPrevA;
2010 float *b = ZIN(1);
2011 float next_a = ZIN0(0);
2012
2013 if (xa == next_a) {
2014 if (xa == 0.f) {
2015 ZClear(inNumSamples, out);
2016 } else {
2017 LOOP1(inNumSamples,
2018 ZXP(out) = xa / ZXP(b);
2019 );
2020 }
2021 } else {
2022 float slope = CALCSLOPE(next_a, xa);
2023 LOOP1(inNumSamples,
2024 ZXP(out) = xa / ZXP(b);
2025 xa += slope;
2026 );
2027 unit->mPrevA = xa;
2028 }
2029 }
2030
2031 void div_ia(BinaryOpUGen *unit, int inNumSamples)
2032 {
2033 float *out = ZOUT(0);
2034 float xa = ZIN0(0);
2035 float *b = ZIN(1);
2036
2037 LOOP1(inNumSamples,
2038 ZXP(out) = xa / ZXP(b);
2039 );
2040 unit->mPrevA = xa;
2041 }
2042
2043
2044 void div_ai(BinaryOpUGen *unit, int inNumSamples)
2045 {
2046 float *out = ZOUT(0);
2047 float *a = ZIN(0);
2048 float xb = ZIN0(1);
2049
2050 float rxb = 1.f / xb;
2051 LOOP1(inNumSamples,
2052 ZXP(out) = ZXP(a) * rxb;
2053 );
2054 unit->mPrevB = xb;
2055 }
2056
2057 #ifdef NOVA_SIMD
2058 FLATTEN void div_aa_nova(BinaryOpUGen *unit, int inNumSamples)
2059 {
2060 nova::over_vec_simd(OUT(0), IN(0), IN(1), inNumSamples);
2061 }
2062
2063 FLATTEN void div_ia_nova(BinaryOpUGen *unit, int inNumSamples)
2064 {
2065 float xa = ZIN0(0);
2066
2067 nova::over_vec_simd(OUT(0), xa, IN(1), inNumSamples);
2068 unit->mPrevA = xa;
2069 }
2070
2071 FLATTEN void div_ai_nova(BinaryOpUGen *unit, int inNumSamples)
2072 {
2073 float xb = ZIN0(1);
2074
2075 nova::times_vec_simd(OUT(0), IN(0), 1.f/xb, inNumSamples);
2076 unit->mPrevB = xb;
2077 }
2078
2079 FLATTEN void div_ak_nova(BinaryOpUGen *unit, int inNumSamples)
2080 {
2081 float xb = unit->mPrevB;
2082 float next_b = ZIN0(1);
2083
2084 if (xb == next_b) {
2085 if (xb == 0.f)
2086 nova::zerovec_simd(OUT(0), inNumSamples);
2087 else if (xb == 1.f)
2088 nova::copyvec_simd(OUT(0), IN(0), inNumSamples);
2089 else {
2090 float recip = 1.f / xb;
2091 nova::times_vec_simd(OUT(0), IN(0), recip, inNumSamples);
2092 }
2093 } else {
2094 float slope = CALCSLOPE(next_b, xb);
2095 nova::over_vec_simd(OUT(0), IN(0), slope_argument(xb, slope), inNumSamples);
2096 unit->mPrevB = next_b;
2097 }
2098 }
2099
2100 FLATTEN void div_ka_nova(BinaryOpUGen *unit, int inNumSamples)
2101 {
2102 float xa = unit->mPrevA;
2103 float next_a = ZIN0(0);
2104
2105 if (xa == next_a) {
2106 if (xa == 0.f)
2107 nova::zerovec_simd(OUT(0), inNumSamples);
2108 else
2109 nova::over_vec_simd(OUT(0), xa, IN(1), inNumSamples);
2110 } else {
2111 float slope = CALCSLOPE(next_a, xa);
2112 nova::over_vec_simd(OUT(0), slope_argument(xa, slope), IN(1), inNumSamples);
2113 unit->mPrevA = xa;
2114 }
2115 }
2116
2117 #endif
2118
2119
2120
2121
2122
2123 void mod_aa(BinaryOpUGen *unit, int inNumSamples)
2124 {
2125 float *out = ZOUT(0);
2126 float *a = ZIN(0);
2127 float *b = ZIN(1);
2128
2129 LOOP1(inNumSamples,
2130 float xa = ZXP(a);
2131 float xb = ZXP(b);
2132 ZXP(out) = sc_mod(xa, xb);
2133 );
2134 }
2135
2136 void mod_ak(BinaryOpUGen *unit, int inNumSamples)
2137 {
2138 float *out = ZOUT(0);
2139 float *a = ZIN(0);
2140 float xb = unit->mPrevB;
2141 float next_b = ZIN0(1);
2142
2143 if (xb == next_b) {
2144 if (xb == 0.f) {
2145 ZCopy(inNumSamples, out, a);
2146 } else {
2147 LOOP1(inNumSamples,
2148 ZXP(out) = sc_mod(ZXP(a), xb);
2149 );
2150 }
2151 } else {
2152 float slope = CALCSLOPE(next_b, xb);
2153 LOOP1(inNumSamples,
2154 ZXP(out) = sc_mod(ZXP(a), xb);
2155 xb += slope;
2156 );
2157 unit->mPrevB = xb;
2158 }
2159 }
2160
2161 void mod_ka(BinaryOpUGen *unit, int inNumSamples)
2162 {
2163 float *out = ZOUT(0);
2164 float xa = unit->mPrevA;
2165 float *b = ZIN(1);
2166 float next_a = ZIN0(0);
2167
2168 if (xa == next_a) {
2169 if (xa == 0.f) {
2170 ZClear(inNumSamples, out);
2171 } else {
2172 LOOP1(inNumSamples,
2173 ZXP(out) = sc_mod(xa, ZXP(b));
2174 );
2175 }
2176 } else {
2177 float slope = CALCSLOPE(next_a, xa);
2178 LOOP1(inNumSamples,
2179 ZXP(out) = sc_mod(xa, ZXP(b));
2180 xa += slope;
2181 );
2182 unit->mPrevA = xa;
2183 }
2184 }
2185
2186
2187 void mod_ia(BinaryOpUGen *unit, int inNumSamples)
2188 {
2189 float *out = ZOUT(0);
2190 float xa = ZIN0(0);
2191 float *b = ZIN(1);
2192
2193 LOOP1(inNumSamples,
2194 ZXP(out) = sc_mod(xa, ZXP(b));
2195 );
2196 unit->mPrevA = xa;
2197 }
2198
2199
2200 void mod_ai(BinaryOpUGen *unit, int inNumSamples)
2201 {
2202 float *out = ZOUT(0);
2203 float *a = ZIN(0);
2204 float xb = ZIN0(1);
2205
2206 LOOP1(inNumSamples,
2207 ZXP(out) = sc_mod(ZXP(a), xb);
2208 );
2209 unit->mPrevB = xb;
2210 }
2211
2212
2213
2214 void max_aa(BinaryOpUGen *unit, int inNumSamples)
2215 {
2216 float *out = ZOUT(0);
2217 float *a = ZIN(0);
2218 float *b = ZIN(1);
2219
2220 LOOP1(inNumSamples,
2221 float xa = ZXP(a);
2222 float xb = ZXP(b);
2223 ZXP(out) = sc_max(xa, xb);
2224 );
2225 }
2226
2227 void max_ak(BinaryOpUGen *unit, int inNumSamples)
2228 {
2229 float *out = ZOUT(0);
2230 float *a = ZIN(0);
2231 float xb = unit->mPrevB;
2232 float next_b = ZIN0(1);
2233
2234 if (xb == next_b) {
2235 LOOP1(inNumSamples,
2236 float xa = ZXP(a);
2237 ZXP(out) = sc_max(xa, xb);
2238 );
2239 } else {
2240 float slope = CALCSLOPE(next_b, xb);
2241 LOOP1(inNumSamples,
2242 float xa = ZXP(a);
2243 ZXP(out) = sc_max(xa, xb);
2244 xb += slope;
2245 );
2246 unit->mPrevB = xb;
2247 }
2248 }
2249
2250 void max_ka(BinaryOpUGen *unit, int inNumSamples)
2251 {
2252 float *out = ZOUT(0);
2253 float xa = unit->mPrevA;
2254 float *b = ZIN(1);
2255 float next_a = ZIN0(0);
2256
2257 if (xa == next_a) {
2258 LOOP1(inNumSamples,
2259 float xb = ZXP(b);
2260 ZXP(out) = sc_max(xa, xb);
2261 );
2262 } else {
2263 float slope = CALCSLOPE(next_a, xa);
2264 LOOP1(inNumSamples,
2265 float xb = ZXP(b);
2266 ZXP(out) = sc_max(xa, xb);
2267 xa += slope;
2268 );
2269 unit->mPrevA = xa;
2270 }
2271 }
2272
2273 void max_ia(BinaryOpUGen *unit, int inNumSamples)
2274 {
2275 float *out = ZOUT(0);
2276 float xa = ZIN0(0);
2277 float *b = ZIN(1);
2278
2279 LOOP1(inNumSamples,
2280 float xb = ZXP(b);
2281 ZXP(out) = sc_max(xa, xb);
2282 );
2283 unit->mPrevA = xa;
2284 }
2285
2286
2287 void max_ai(BinaryOpUGen *unit, int inNumSamples)
2288 {
2289 float *out = ZOUT(0);
2290 float *a = ZIN(0);
2291 float xb = ZIN0(1);
2292
2293 LOOP1(inNumSamples,
2294 float xa = ZXP(a);
2295 ZXP(out) = sc_max(xa, xb);
2296 );
2297 unit->mPrevB = xb;
2298 }
2299
2300 #ifdef NOVA_SIMD
2301 NOVA_BINARY_WRAPPER_K(max, max)
2302 #endif
2303
2304
2305
2306
2307 void min_aa(BinaryOpUGen *unit, int inNumSamples)
2308 {
2309 float *out = ZOUT(0);
2310 float *a = ZIN(0);
2311 float *b = ZIN(1);
2312
2313 LOOP1(inNumSamples,
2314 float xa = ZXP(a);
2315 float xb = ZXP(b);
2316 ZXP(out) = sc_min(xa, xb);
2317 );
2318 }
2319
2320 void min_ak(BinaryOpUGen *unit, int inNumSamples)
2321 {
2322 float *out = ZOUT(0);
2323 float *a = ZIN(0);
2324 float xb = unit->mPrevB;
2325 float next_b = ZIN0(1);
2326
2327 if (xb == next_b) {
2328 LOOP1(inNumSamples,
2329 float xa = ZXP(a);
2330 ZXP(out) = sc_min(xa, xb);
2331 );
2332 } else {
2333 float slope = CALCSLOPE(next_b, xb);
2334 LOOP1(inNumSamples,
2335 float xa = ZXP(a);
2336 ZXP(out) = sc_min(xa, xb);
2337 xb += slope;
2338 );
2339 unit->mPrevB = xb;
2340 }
2341 }
2342
2343 void min_ka(BinaryOpUGen *unit, int inNumSamples)
2344 {
2345 float *out = ZOUT(0);
2346 float xa = unit->mPrevA;
2347 float *b = ZIN(1);
2348 float next_a = ZIN0(0);
2349
2350 if (xa == next_a) {
2351 LOOP1(inNumSamples,
2352 float xb = ZXP(b);
2353 ZXP(out) = sc_min(xa, xb);
2354 );
2355 } else {
2356 float slope = CALCSLOPE(next_a, xa);
2357 LOOP1(inNumSamples,
2358 float xb = ZXP(b);
2359 ZXP(out) = sc_min(xa, xb);
2360 xa += slope;
2361 );
2362 unit->mPrevA = xa;
2363 }
2364 }
2365
2366 void min_ia(BinaryOpUGen *unit, int inNumSamples)
2367 {
2368 float *out = ZOUT(0);
2369 float xa = ZIN0(0);
2370 float *b = ZIN(1);
2371
2372 LOOP1(inNumSamples,
2373 float xb = ZXP(b);
2374 ZXP(out) = sc_min(xa, xb);
2375 );
2376 unit->mPrevA = xa;
2377 }
2378
2379
2380 void min_ai(BinaryOpUGen *unit, int inNumSamples)
2381 {
2382 float *out = ZOUT(0);
2383 float *a = ZIN(0);
2384 float xb = ZIN0(1);
2385
2386 LOOP1(inNumSamples,
2387 float xa = ZXP(a);
2388 ZXP(out) = sc_min(xa, xb);
2389 );
2390 unit->mPrevB = xb;
2391 }
2392
2393
2394 #ifdef NOVA_SIMD
2395 NOVA_BINARY_WRAPPER_K(min, min)
2396 #endif
2397
2398
2399 void and_aa(BinaryOpUGen *unit, int inNumSamples)
2400 {
2401 float *out = ZOUT(0);
2402 float *a = ZIN(0);
2403 float *b = ZIN(1);
2404
2405 LOOP1(inNumSamples,
2406 float xa = ZXP(a);
2407 float xb = ZXP(b);
2408 ZXP(out) = sc_andt(xa, xb) ;
2409 );
2410 }
2411
2412 void and_ak(BinaryOpUGen *unit, int inNumSamples)
2413 {
2414 float *out = ZOUT(0);
2415 float *a = ZIN(0);
2416 float xb = unit->mPrevB;
2417 float next_b = ZIN0(1);
2418
2419 if (xb == next_b) {
2420 LOOP1(inNumSamples,
2421 float xa = ZXP(a);
2422 ZXP(out) = sc_andt(xa, xb);
2423 );
2424 } else {
2425 float slope = CALCSLOPE(next_b, xb);
2426 LOOP1(inNumSamples,
2427 float xa = ZXP(a);
2428 ZXP(out) = sc_andt(xa, xb);
2429 xb += slope;
2430 );
2431 unit->mPrevB = xb;
2432 }
2433 }
2434
2435 void and_ka(BinaryOpUGen *unit, int inNumSamples)
2436 {
2437 float *out = ZOUT(0);
2438 float xa = unit->mPrevA;
2439 float *b = ZIN(1);
2440 float next_a = ZIN0(0);
2441
2442 if (xa == next_a) {
2443 LOOP1(inNumSamples,
2444 float xb = ZXP(b);
2445 ZXP(out) = sc_andt(xa, xb);
2446 );
2447 } else {
2448 float slope = CALCSLOPE(next_a, xa);
2449 LOOP1(inNumSamples,
2450 float xb = ZXP(b);
2451 ZXP(out) = sc_andt(xa, xb);
2452 xa += slope;
2453 );
2454 unit->mPrevA = xa;
2455 }
2456 }
2457
2458 void and_ia(BinaryOpUGen *unit, int inNumSamples)
2459 {
2460 float *out = ZOUT(0);
2461 float xa = ZIN0(0);
2462 float *b = ZIN(1);
2463
2464 LOOP1(inNumSamples,
2465 float xb = ZXP(b);
2466 ZXP(out) = sc_andt(xa, xb);
2467 );
2468 unit->mPrevA = xa;
2469 }
2470
2471
2472 void and_ai(BinaryOpUGen *unit, int inNumSamples)
2473 {
2474 float *out = ZOUT(0);
2475 float *a = ZIN(0);
2476 float xb = ZIN0(1);
2477
2478 LOOP1(inNumSamples,
2479 float xa = ZXP(a);
2480 ZXP(out) = sc_andt(xa, xb);
2481 );
2482 unit->mPrevB = xb;
2483 }
2484
2485
2486
2487
2488
2489
2490
2491 void or_aa(BinaryOpUGen *unit, int inNumSamples)
2492 {
2493 float *out = ZOUT(0);
2494 float *a = ZIN(0);
2495 float *b = ZIN(1);
2496
2497 LOOP1(inNumSamples,
2498 float xa = ZXP(a);
2499 float xb = ZXP(b);
2500 ZXP(out) = sc_ort(xa, xb) ;
2501 );
2502 }
2503
2504 void or_ak(BinaryOpUGen *unit, int inNumSamples)
2505 {
2506 float *out = ZOUT(0);
2507 float *a = ZIN(0);
2508 float xb = unit->mPrevB;
2509 float next_b = ZIN0(1);
2510
2511 if (xb == next_b) {
2512 LOOP1(inNumSamples,
2513 float xa = ZXP(a);
2514 ZXP(out) = sc_ort(xa, xb);
2515 );
2516 } else {
2517 float slope = CALCSLOPE(next_b, xb);
2518 LOOP1(inNumSamples,
2519 float xa = ZXP(a);
2520 ZXP(out) = sc_ort(xa, xb);
2521 xb += slope;
2522 );
2523 unit->mPrevB = xb;
2524 }
2525 }
2526
2527 void or_ka(BinaryOpUGen *unit, int inNumSamples)
2528 {
2529 float *out = ZOUT(0);
2530 float xa = unit->mPrevA;
2531 float *b = ZIN(1);
2532 float next_a = ZIN0(0);
2533
2534 if (xa == next_a) {
2535 LOOP1(inNumSamples,
2536 float xb = ZXP(b);
2537 ZXP(out) = sc_ort(xa, xb);
2538 );
2539 } else {
2540 float slope = CALCSLOPE(next_a, xa);
2541 LOOP1(inNumSamples,
2542 float xb = ZXP(b);
2543 ZXP(out) = sc_ort(xa, xb);
2544 xa += slope;
2545 );
2546 unit->mPrevA = xa;
2547 }
2548 }
2549
2550 void or_ia(BinaryOpUGen *unit, int inNumSamples)
2551 {
2552 float *out = ZOUT(0);
2553 float xa = ZIN0(0);
2554 float *b = ZIN(1);
2555
2556 LOOP1(inNumSamples,
2557 float xb = ZXP(b);
2558 ZXP(out) = sc_ort(xa, xb);
2559 );
2560 unit->mPrevA = xa;
2561 }
2562
2563
2564 void or_ai(BinaryOpUGen *unit, int inNumSamples)
2565 {
2566 float *out = ZOUT(0);
2567 float *a = ZIN(0);
2568 float xb = ZIN0(1);
2569
2570 LOOP1(inNumSamples,
2571 float xa = ZXP(a);
2572 ZXP(out) = sc_ort(xa, xb);
2573 );
2574 unit->mPrevB = xb;
2575 }
2576
2577
2578
2579
2580
2581
2582
2583 void xor_aa(BinaryOpUGen *unit, int inNumSamples)
2584 {
2585 float *out = ZOUT(0);
2586 float *a = ZIN(0);
2587 float *b = ZIN(1);
2588
2589 LOOP1(inNumSamples,
2590 float xa = ZXP(a);
2591 float xb = ZXP(b);
2592 ZXP(out) = sc_xort(xa, xb) ;
2593 );
2594 }
2595
2596 void xor_ak(BinaryOpUGen *unit, int inNumSamples)
2597 {
2598 float *out = ZOUT(0);
2599 float *a = ZIN(0);
2600 float xb = unit->mPrevB;
2601 float next_b = ZIN0(1);
2602
2603 if (xb == next_b) {
2604 LOOP1(inNumSamples,
2605 float xa = ZXP(a);
2606 ZXP(out) = sc_xort(xa, xb);
2607 );
2608 } else {
2609 float slope = CALCSLOPE(next_b, xb);
2610 LOOP1(inNumSamples,
2611 float xa = ZXP(a);
2612 ZXP(out) = sc_xort(xa, xb);
2613 xb += slope;
2614 );
2615 unit->mPrevB = xb;
2616 }
2617 }
2618
2619 void xor_ka(BinaryOpUGen *unit, int inNumSamples)
2620 {
2621 float *out = ZOUT(0);
2622 float xa = unit->mPrevA;
2623 float *b = ZIN(1);
2624 float next_a = ZIN0(0);
2625
2626 if (xa == next_a) {
2627 LOOP1(inNumSamples,
2628 float xb = ZXP(b);
2629 ZXP(out) = sc_xort(xa, xb);
2630 );
2631 } else {
2632 float slope = CALCSLOPE(next_a, xa);
2633 LOOP1(inNumSamples,
2634 float xb = ZXP(b);
2635 ZXP(out) = sc_xort(xa, xb);
2636 xa += slope;
2637 );
2638 unit->mPrevA = xa;
2639 }
2640 }
2641
2642 void xor_ia(BinaryOpUGen *unit, int inNumSamples)
2643 {
2644 float *out = ZOUT(0);
2645 float xa = ZIN0(0);
2646 float *b = ZIN(1);
2647
2648 LOOP1(inNumSamples,
2649 float xb = ZXP(b);
2650 ZXP(out) = sc_xort(xa, xb);
2651 );
2652 unit->mPrevA = xa;
2653 }
2654
2655
2656 void xor_ai(BinaryOpUGen *unit, int inNumSamples)
2657 {
2658 float *out = ZOUT(0);
2659 float *a = ZIN(0);
2660 float xb = ZIN0(1);
2661
2662 LOOP1(inNumSamples,
2663 float xa = ZXP(a);
2664 ZXP(out) = sc_xort(xa, xb);
2665 );
2666 unit->mPrevB = xb;
2667 }
2668
2669
2670
2671
2672 void rightShift_aa(BinaryOpUGen *unit, int inNumSamples)
2673 {
2674 float *out = ZOUT(0);
2675 float *a = ZIN(0);
2676 float *b = ZIN(1);
2677
2678 LOOP1(inNumSamples,
2679 float xa = ZXP(a);
2680 float xb = ZXP(b);
2681 ZXP(out) = sc_rst(xa, xb) ;
2682 );
2683 }
2684
2685 void rightShift_ak(BinaryOpUGen *unit, int inNumSamples)
2686 {
2687 float *out = ZOUT(0);
2688 float *a = ZIN(0);
2689 float xb = unit->mPrevB;
2690 float next_b = ZIN0(1);
2691
2692 if (xb == next_b) {
2693 LOOP1(inNumSamples,
2694 float xa = ZXP(a);
2695 ZXP(out) = sc_rst(xa, xb);
2696 );
2697 } else {
2698 float slope = CALCSLOPE(next_b, xb);
2699 LOOP1(inNumSamples,
2700 float xa = ZXP(a);
2701 ZXP(out) = sc_rst(xa, xb);
2702 xb += slope;
2703 );
2704 unit->mPrevB = xb;
2705 }
2706 }
2707
2708 void rightShift_ka(BinaryOpUGen *unit, int inNumSamples)
2709 {
2710 float *out = ZOUT(0);
2711 float xa = unit->mPrevA;
2712 float *b = ZIN(1);
2713 float next_a = ZIN0(0);
2714
2715 if (xa == next_a) {
2716 LOOP1(inNumSamples,
2717 float xb = ZXP(b);
2718 ZXP(out) = sc_rst(xa, xb);
2719 );
2720 } else {
2721 float slope = CALCSLOPE(next_a, xa);
2722 LOOP1(inNumSamples,
2723 float xb = ZXP(b);
2724 ZXP(out) = sc_rst(xa, xb);
2725 xa += slope;
2726 );
2727 unit->mPrevA = xa;
2728 }
2729 }
2730
2731 void rightShift_ia(BinaryOpUGen *unit, int inNumSamples)
2732 {
2733 float *out = ZOUT(0);
2734 float xa = ZIN0(0);
2735 float *b = ZIN(1);
2736
2737 LOOP1(inNumSamples,
2738 float xb = ZXP(b);
2739 ZXP(out) = sc_rst(xa, xb);
2740 );
2741 unit->mPrevA = xa;
2742 }
2743
2744
2745 void rightShift_ai(BinaryOpUGen *unit, int inNumSamples)
2746 {
2747 float *out = ZOUT(0);
2748 float *a = ZIN(0);
2749 float xb = ZIN0(1);
2750
2751 LOOP1(inNumSamples,
2752 float xa = ZXP(a);
2753 ZXP(out) = sc_rst(xa, xb);
2754 );
2755 unit->mPrevB = xb;
2756 }
2757
2758
2759
2760 void leftShift_aa(BinaryOpUGen *unit, int inNumSamples)
2761 {
2762 float *out = ZOUT(0);
2763 float *a = ZIN(0);
2764 float *b = ZIN(1);
2765
2766 LOOP1(inNumSamples,
2767 float xa = ZXP(a);
2768 float xb = ZXP(b);
2769 ZXP(out) = sc_lst(xa, xb) ;
2770 );
2771 }
2772
2773 void leftShift_ak(BinaryOpUGen *unit, int inNumSamples)
2774 {
2775 float *out = ZOUT(0);
2776 float *a = ZIN(0);
2777 float xb = unit->mPrevB;
2778 float next_b = ZIN0(1);
2779
2780 if (xb == next_b) {
2781 LOOP1(inNumSamples,
2782 float xa = ZXP(a);
2783 ZXP(out) = sc_lst(xa, xb);
2784 );
2785 } else {
2786 float slope = CALCSLOPE(next_b, xb);
2787 LOOP1(inNumSamples,
2788 float xa = ZXP(a);
2789 ZXP(out) = sc_lst(xa, xb);
2790 xb += slope;
2791 );
2792 unit->mPrevB = xb;
2793 }
2794 }
2795
2796 void leftShift_ka(BinaryOpUGen *unit, int inNumSamples)
2797 {
2798 float *out = ZOUT(0);
2799 float xa = unit->mPrevA;
2800 float *b = ZIN(1);
2801 float next_a = ZIN0(0);
2802
2803 if (xa == next_a) {
2804 LOOP1(inNumSamples,
2805 float xb = ZXP(b);
2806 ZXP(out) = sc_lst(xa, xb);
2807 );
2808 } else {
2809 float slope = CALCSLOPE(next_a, xa);
2810 LOOP1(inNumSamples,
2811 float xb = ZXP(b);
2812 ZXP(out) = sc_lst(xa, xb);
2813 xa += slope;
2814 );
2815 unit->mPrevA = xa;
2816 }
2817 }
2818
2819 void leftShift_ia(BinaryOpUGen *unit, int inNumSamples)
2820 {
2821 float *out = ZOUT(0);
2822 float xa = ZIN0(0);
2823 float *b = ZIN(1);
2824
2825 LOOP1(inNumSamples,
2826 float xb = ZXP(b);
2827 ZXP(out) = sc_lst(xa, xb);
2828 );
2829 unit->mPrevA = xa;
2830 }
2831
2832
2833 void leftShift_ai(BinaryOpUGen *unit, int inNumSamples)
2834 {
2835 float *out = ZOUT(0);
2836 float *a = ZIN(0);
2837 float xb = ZIN0(1);
2838
2839 LOOP1(inNumSamples,
2840 float xa = ZXP(a);
2841 ZXP(out) = sc_lst(xa, xb);
2842 );
2843 unit->mPrevB = xb;
2844 }
2845
2846
2847
2848
2849
2850 void amclip_aa(BinaryOpUGen *unit, int inNumSamples)
2851 {
2852 float *out = ZOUT(0);
2853 float *a = ZIN(0);
2854 float *b = ZIN(1);
2855
2856 LOOP1(inNumSamples,
2857 float xa = ZXP(a);
2858 float xb = ZXP(b);
2859 ZXP(out) = sc_amclip(xa, xb);
2860 );
2861 }
2862
2863 void amclip_ak(BinaryOpUGen *unit, int inNumSamples)
2864 {
2865 float *out = ZOUT(0);
2866 float *a = ZIN(0);
2867 float xb = unit->mPrevB;
2868 float next_b = ZIN0(1);
2869
2870 if (xb == next_b) {
2871 if (xb > 0.f) {
2872 LOOP1(inNumSamples,
2873 ZXP(out) = ZXP(a) * xb;
2874 );
2875 } else {
2876 ZClear(inNumSamples, out);
2877 }
2878 } else {
2879 float slope = CALCSLOPE(next_b, xb);
2880 LOOP1(inNumSamples,
2881 float xa = ZXP(a);
2882 ZXP(out) = sc_amclip(xa, xb);
2883 xb += slope;
2884 );
2885 unit->mPrevB = xb;
2886 }
2887 }
2888
2889 void amclip_ka(BinaryOpUGen *unit, int inNumSamples)
2890 {
2891 float *out = ZOUT(0);
2892 float xa = unit->mPrevA;
2893 float *b = ZIN(1);
2894 float next_a = ZIN0(0);
2895
2896 if (xa == next_a) {
2897 LOOP1(inNumSamples,
2898 float xb = ZXP(b);
2899 ZXP(out) = sc_amclip(xa, xb);
2900 );
2901 } else {
2902 float slope = CALCSLOPE(next_a, xa);
2903 LOOP1(inNumSamples,
2904 float xb = ZXP(b);
2905 ZXP(out) = sc_amclip(xa, xb);
2906 xa += slope;
2907 );
2908 unit->mPrevA = xa;
2909 }
2910 }
2911
2912 void amclip_ia(BinaryOpUGen *unit, int inNumSamples)
2913 {
2914 float *out = ZOUT(0);
2915 float xa = ZIN0(0);
2916 float *b = ZIN(1);
2917
2918 LOOP1(inNumSamples,
2919 float xb = ZXP(b);
2920 ZXP(out) = sc_amclip(xa, xb);
2921 );
2922 unit->mPrevA = xa;
2923 }
2924
2925
2926 void amclip_ai(BinaryOpUGen *unit, int inNumSamples)
2927 {
2928 float *out = ZOUT(0);
2929 float *a = ZIN(0);
2930 float xb = ZIN0(1);
2931
2932 LOOP1(inNumSamples,
2933 float xa = ZXP(a);
2934 ZXP(out) = sc_amclip(xa, xb);
2935 );
2936 unit->mPrevB = xb;
2937 }
2938
2939
2940
2941 void scaleneg_aa(BinaryOpUGen *unit, int inNumSamples)
2942 {
2943 float *out = ZOUT(0);
2944 float *a = ZIN(0);
2945 float *b = ZIN(1);
2946
2947 LOOP1(inNumSamples,
2948 float xa = ZXP(a);
2949 float xb = ZXP(b);
2950 ZXP(out) = xa >= 0.f ? xa : xa * xb;
2951 );
2952 }
2953
2954 void scaleneg_ak(BinaryOpUGen *unit, int inNumSamples)
2955 {
2956 float *out = ZOUT(0);
2957 float *a = ZIN(0);
2958 float xb = unit->mPrevB;
2959 float next_b = ZIN0(1);
2960
2961 if (xb == next_b) {
2962 LOOP1(inNumSamples,
2963 float xa = ZXP(a);
2964 ZXP(out) = xa >= 0.f ? xa : xa * xb;
2965 );
2966 } else {
2967 float slope = CALCSLOPE(next_b, xb);
2968 LOOP1(inNumSamples,
2969 float xa = ZXP(a);
2970 ZXP(out) = xa >= 0.f ? xa : xa * xb;
2971 xb += slope;
2972 );
2973 unit->mPrevB = xb;
2974 }
2975 }
2976
2977 void scaleneg_ka(BinaryOpUGen *unit, int inNumSamples)
2978 {
2979 float *out = ZOUT(0);
2980 float xa = unit->mPrevA;
2981 float *b = ZIN(1);
2982 float next_a = ZIN0(0);
2983
2984 if (xa == next_a) {
2985 if (xa >= 0.f) {
2986 LOOP1(inNumSamples,
2987 ZXP(out) = xa;
2988 );
2989 } else {
2990 LOOP1(inNumSamples,
2991 ZXP(out) = xa * ZXP(b);
2992 );
2993 }
2994 } else {
2995 float slope = CALCSLOPE(next_a, xa);
2996 LOOP1(inNumSamples,
2997 float xb = ZXP(b);
2998 ZXP(out) = xa >= 0.f ? xa : xa * xb;
2999 xa += slope;
3000 );
3001 unit->mPrevA = xa;
3002 }
3003 }
3004
3005 void scaleneg_ia(BinaryOpUGen *unit, int inNumSamples)
3006 {
3007 float *out = ZOUT(0);
3008 float xa = ZIN0(0);
3009 float *b = ZIN(1);
3010
3011 LOOP1(inNumSamples,
3012 float xb = ZXP(b);
3013 ZXP(out) = xa >= 0.f ? xa : xa * xb;
3014 );
3015 unit->mPrevA = xa;
3016 }
3017
3018
3019 void scaleneg_ai(BinaryOpUGen *unit, int inNumSamples)
3020 {
3021 float *out = ZOUT(0);
3022 float *a = ZIN(0);
3023 float xb = ZIN0(1);
3024
3025 LOOP1(inNumSamples,
3026 float xa = ZXP(a);
3027 ZXP(out) = xa >= 0.f ? xa : xa * xb;
3028 );
3029 unit->mPrevB = xb;
3030 }
3031
3032
3033
3034
3035 void pow_aa(BinaryOpUGen *unit, int inNumSamples)
3036 {
3037 float *out = ZOUT(0);
3038 float *a = ZIN(0);
3039 float *b = ZIN(1);
3040
3041 LOOP1(inNumSamples,
3042 float xa = ZXP(a);
3043 float xb = ZXP(b);
3044 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3045 );
3046 }
3047
3048
3049 void pow_ak(BinaryOpUGen *unit, int inNumSamples)
3050 {
3051 float *out = ZOUT(0);
3052 float *a = ZIN(0);
3053 float xb = unit->mPrevB;
3054 float next_b = ZIN0(1);
3055
3056 if (xb == next_b) {
3057 LOOP1(inNumSamples,
3058 float xa = ZXP(a);
3059 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3060 );
3061 } else {
3062 float slope = CALCSLOPE(next_b, xb);
3063 LOOP1(inNumSamples,
3064 float xa = ZXP(a);
3065 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3066 xb += slope;
3067 );
3068 unit->mPrevB = xb;
3069 }
3070 }
3071
3072 void pow_ka(BinaryOpUGen *unit, int inNumSamples)
3073 {
3074 float *out = ZOUT(0);
3075 float xa = unit->mPrevA;
3076 float *b = ZIN(1);
3077 float next_a = ZIN0(0);
3078
3079 if (xa == next_a) {
3080 if (xa >= 0.f) {
3081 LOOP1(inNumSamples,
3082 float xb = ZXP(b);
3083 ZXP(out) = pow(xa, xb);
3084 );
3085 } else {
3086 LOOP1(inNumSamples,
3087 float xb = ZXP(b);
3088 ZXP(out) = -pow(-xa, xb);
3089 );
3090 }
3091 } else {
3092 float slope = CALCSLOPE(next_a, xa);
3093 LOOP1(inNumSamples,
3094 float xb = ZXP(b);
3095 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3096 xa += slope;
3097 );
3098 unit->mPrevA = xa;
3099 }
3100 }
3101
3102 void pow_ia(BinaryOpUGen *unit, int inNumSamples)
3103 {
3104 float *out = ZOUT(0);
3105 float xa = ZIN0(0);
3106 float *b = ZIN(1);
3107
3108 LOOP1(inNumSamples,
3109 float xb = ZXP(b);
3110 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3111 );
3112 unit->mPrevA = xa;
3113 }
3114
3115
3116 void pow_ai(BinaryOpUGen *unit, int inNumSamples)
3117 {
3118 float *out = ZOUT(0);
3119 float *a = ZIN(0);
3120 float xb = ZIN0(1);
3121
3122 LOOP1(inNumSamples,
3123 float xa = ZXP(a);
3124 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3125 );
3126 unit->mPrevB = xb;
3127 }
3128
3129 #ifdef NOVA_SIMD
3130 FLATTEN void pow_aa_nova(BinaryOpUGen *unit, int inNumSamples)
3131 {
3132 nova::spow_vec_simd(OUT(0), IN(0), IN(1), inNumSamples);
3133 }
3134
3135 FLATTEN void pow_ak_nova(BinaryOpUGen *unit, int inNumSamples)
3136 {
3137 float *out = ZOUT(0);
3138 float *a = ZIN(0);
3139 float xb = unit->mPrevB;
3140 float next_b = ZIN0(1);
3141
3142 if (xb == next_b) {
3143 nova::spow_vec_simd(OUT(0), IN(0), xb, inNumSamples);
3144 } else {
3145 float slope = CALCSLOPE(next_b, xb);
3146 LOOP1(inNumSamples,
3147 float xa = ZXP(a);
3148 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3149 xb += slope;
3150 );
3151 unit->mPrevB = xb;
3152 }
3153 }
3154
3155 FLATTEN void pow_ka_nova(BinaryOpUGen *unit, int inNumSamples)
3156 {
3157 float *out = ZOUT(0);
3158 float xa = unit->mPrevA;
3159 float *b = ZIN(1);
3160 float next_a = ZIN0(0);
3161
3162 if (xa == next_a) {
3163 if (xa >= 0.f) {
3164 nova::pow_vec_simd(OUT(0), xa, IN(1), inNumSamples);
3165 } else {
3166 nova::spow_vec_simd(OUT(0), xa, IN(1), inNumSamples);
3167 }
3168 } else {
3169 float slope = CALCSLOPE(next_a, xa);
3170 LOOP1(inNumSamples,
3171 float xb = ZXP(b);
3172 ZXP(out) = xa >= 0.f ? pow(xa, xb) : -pow(-xa, xb);
3173 xa += slope;
3174 );
3175 unit->mPrevA = xa;
3176 }
3177 }
3178
3179
3180 FLATTEN void pow_ia_nova(BinaryOpUGen *unit, int inNumSamples)
3181 {
3182 float xa = ZIN0(0);
3183 if (xa > 0.f)
3184 nova::pow_vec_simd(OUT(0), xa, IN(1), inNumSamples);
3185 else
3186 nova::spow_vec_simd(OUT(0), xa, IN(1), inNumSamples);
3187 unit->mPrevA = xa;
3188 }
3189
3190
3191 FLATTEN void pow_ai_nova(BinaryOpUGen *unit, int inNumSamples)
3192 {
3193 float xb = ZIN0(1);
3194 nova::spow_vec_simd(OUT(0), IN(0), xb, inNumSamples);
3195 unit->mPrevB = xb;
3196 }
3197 #endif
3198
3199
3200 void ring1_aa(BinaryOpUGen *unit, int inNumSamples)
3201 {
3202 float *out = ZOUT(0);
3203 float *a = ZIN(0);
3204 float *b = ZIN(1);
3205
3206 LOOP1(inNumSamples,
3207 float xa = ZXP(a);
3208 float xb = ZXP(b);
3209 ZXP(out) = xa * xb + xa;
3210 );
3211 }
3212
3213 void ring1_ak(BinaryOpUGen *unit, int inNumSamples)
3214 {
3215 float *out = ZOUT(0);
3216 float *a = ZIN(0);
3217 float xb = unit->mPrevB;
3218 float next_b = ZIN0(1);
3219
3220 if (xb == next_b) {
3221 if (xb == 0.f) {
3222 ZCopy(inNumSamples, out, a);
3223 } else if (xb == 1.f) {
3224 LOOP1(inNumSamples,
3225 float xa = ZXP(a);
3226 ZXP(out) = xa + xa;
3227 );
3228 } else {
3229 LOOP1(inNumSamples,
3230 float xa = ZXP(a);
3231 ZXP(out) = xa * xb + xa;
3232 );
3233 }
3234 } else {
3235 float slope = CALCSLOPE(next_b, xb);
3236 LOOP1(inNumSamples,
3237 float xa = ZXP(a);
3238 ZXP(out) = xa * xb + xa;
3239 xb += slope;
3240 );
3241 unit->mPrevB = xb;
3242 }
3243 }
3244
3245 void ring1_ka(BinaryOpUGen *unit, int inNumSamples)
3246 {
3247 float *out = ZOUT(0);
3248 float xa = unit->mPrevA;
3249 float *b = ZIN(1);
3250 float next_a = ZIN0(0);
3251
3252 if (xa == next_a) {
3253 if (xa == 0.f) {
3254 LOOP1(inNumSamples,
3255 ZXP(out) = 0.f;
3256 );
3257 } else {
3258 LOOP1(inNumSamples,
3259 float xb = ZXP(b);
3260 ZXP(out) = xa * xb + xa;
3261 );
3262 }
3263 } else {
3264 float slope = CALCSLOPE(next_a, xa);
3265 LOOP1(inNumSamples,
3266 float xb = ZXP(b);
3267 ZXP(out) = xa * xb + xa;
3268 xa += slope;
3269 );
3270 unit->mPrevA = xa;
3271 }
3272 }
3273
3274 void ring1_ia(BinaryOpUGen *unit, int inNumSamples)
3275 {
3276 float *out = ZOUT(0);
3277 float xa = ZIN0(0);
3278 float *b = ZIN(1);
3279
3280 LOOP1(inNumSamples,
3281 float xb = ZXP(b);
3282 ZXP(out) = xa * xb + xa;
3283 );
3284 unit->mPrevA = xa;
3285 }
3286
3287
3288 void ring1_ai(BinaryOpUGen *unit, int inNumSamples)
3289 {
3290 float *out = ZOUT(0);
3291 float *a = ZIN(0);
3292 float xb = ZIN0(1);
3293
3294 LOOP1(inNumSamples,
3295 float xa = ZXP(a);
3296 ZXP(out) = xa * xb + xa;
3297 );
3298 unit->mPrevB = xb;
3299 }
3300
3301
3302
3303
3304 void ring2_aa(BinaryOpUGen *unit, int inNumSamples)
3305 {
3306 float *out = ZOUT(0);
3307 float *a = ZIN(0);
3308 float *b = ZIN(1);
3309
3310 LOOP1(inNumSamples,
3311 float xa = ZXP(a);
3312 float xb = ZXP(b);
3313 ZXP(out) = xa * xb + xa + xb;
3314 );
3315 }
3316
3317 void ring2_ak(BinaryOpUGen *unit, int inNumSamples)
3318 {
3319 float *out = ZOUT(0);
3320 float *a = ZIN(0);
3321 float xb = unit->mPrevB;
3322 float next_b = ZIN0(1);
3323
3324 if (xb == next_b) {
3325 if (xb == 0.f) {
3326 ZCopy(inNumSamples, out, a);
3327 } else {
3328 LOOP1(inNumSamples,
3329 float xa = ZXP(a);
3330 ZXP(out) = xa * xb + xa + xb;
3331 );
3332 }
3333 } else {
3334 float slope = CALCSLOPE(next_b, xb);
3335 LOOP1(inNumSamples,
3336 float xa = ZXP(a);
3337 ZXP(out) = xa * xb + xa + xb;
3338 xb += slope;
3339 );
3340 unit->mPrevB = xb;
3341 }
3342 }
3343
3344 void ring2_ka(BinaryOpUGen *unit, int inNumSamples)
3345 {
3346 float *out = ZOUT(0);
3347 float xa = unit->mPrevA;
3348 float *b = ZIN(1);
3349 float next_a = ZIN0(0);
3350
3351 if (xa == next_a) {
3352 if (xa == 0.f) {
3353 ZCopy(inNumSamples, out, b);
3354 } else {
3355 LOOP1(inNumSamples,
3356 float xb = ZXP(b);
3357 ZXP(out) = xa * xb + xa + xb;
3358 );
3359 }
3360 } else {
3361 float slope = CALCSLOPE(next_a, xa);
3362 LOOP1(inNumSamples,
3363 float xb = ZXP(b);
3364 ZXP(out) = xa * xb + xa + xb;
3365 xa += slope;
3366 );
3367 unit->mPrevA = xa;
3368 }
3369 }
3370
3371 void ring2_ia(BinaryOpUGen *unit, int inNumSamples)
3372 {
3373 float *out = ZOUT(0);
3374 float xa = ZIN0(0);
3375 float *b = ZIN(1);
3376
3377 LOOP1(inNumSamples,
3378 float xb = ZXP(b);
3379 ZXP(out) = xa * xb + xa + xb;
3380 );
3381 unit->mPrevA = xa;
3382 }
3383
3384
3385 void ring2_ai(BinaryOpUGen *unit, int inNumSamples)
3386 {
3387 float *out = ZOUT(0);
3388 float *a = ZIN(0);
3389 float xb = ZIN0(1);
3390
3391 LOOP1(inNumSamples,
3392 float xa = ZXP(a);
3393 ZXP(out) = xa * xb + xa + xb;
3394 );
3395 unit->mPrevB = xb;
3396 }
3397
3398
3399
3400
3401 void ring3_aa(BinaryOpUGen *unit, int inNumSamples)
3402 {
3403 float *out = ZOUT(0);
3404 float *a = ZIN(0);
3405 float *b = ZIN(1);
3406
3407 LOOP1(inNumSamples,
3408 float xa = ZXP(a);
3409 float xb = ZXP(b);
3410 ZXP(out) = xa * xa * xb;
3411 );
3412 }
3413
3414 void ring3_ak(BinaryOpUGen *unit, int inNumSamples)
3415 {
3416 float *out = ZOUT(0);
3417 float *a = ZIN(0);
3418 float xb = unit->mPrevB;
3419 float next_b = ZIN0(1);
3420
3421 if (xb == next_b) {
3422 if (xb == 0.f) {
3423 ZClear(inNumSamples, out);
3424 } else if (xb == 1.f) {
3425 LOOP1(inNumSamples,
3426 float xa = ZXP(a);
3427 ZXP(out) = xa * xa;
3428 );
3429 } else {
3430 LOOP1(inNumSamples,
3431 float xa = ZXP(a);
3432 ZXP(out) = xa * xa * xb;
3433 );
3434 }
3435 } else {
3436 float slope = CALCSLOPE(next_b, xb);
3437 LOOP1(inNumSamples,
3438 float xa = ZXP(a);
3439 ZXP(out) = xa * xa * xb;
3440 xb += slope;
3441 );
3442 unit->mPrevB = xb;
3443 }
3444 }
3445
3446 void ring3_ka(BinaryOpUGen *unit, int inNumSamples)
3447 {
3448 float *out = ZOUT(0);
3449 float xa = unit->mPrevA;
3450 float *b = ZIN(1);
3451 float next_a = ZIN0(0);
3452
3453 if (xa == next_a) {
3454 if (xa == 0.f) {
3455 ZClear(inNumSamples, out);
3456 } else if (xa == 1.f) {
3457 ZCopy(inNumSamples, out, b);
3458 } else {
3459 LOOP1(inNumSamples,
3460 float xb = ZXP(b);
3461 ZXP(out) = xa * xa * xb;
3462 );
3463 }
3464 } else {
3465 float slope = CALCSLOPE(next_a, xa);
3466 LOOP1(inNumSamples,
3467 float xb = ZXP(b);
3468 ZXP(out) = xa * xa * xb;
3469 xa += slope;
3470 );
3471 unit->mPrevA = xa;
3472 }
3473 }
3474
3475 void ring3_ia(BinaryOpUGen *unit, int inNumSamples)
3476 {
3477 float *out = ZOUT(0);
3478 float xa = ZIN0(0);
3479 float *b = ZIN(1);
3480
3481 LOOP1(inNumSamples,
3482 float xb = ZXP(b);
3483 ZXP(out) = xa * xa * xb;
3484 );
3485 unit->mPrevA = xa;
3486 }
3487
3488
3489 void ring3_ai(BinaryOpUGen *unit, int inNumSamples)
3490 {
3491 float *out = ZOUT(0);
3492 float *a = ZIN(0);
3493 float xb = ZIN0(1);
3494
3495 LOOP1(inNumSamples,
3496 float xa = ZXP(a);
3497 ZXP(out) = xa * xa * xb;
3498 );
3499 unit->mPrevB = xb;
3500 }
3501
3502
3503
3504 void ring4_aa(BinaryOpUGen *unit, int inNumSamples)
3505 {
3506 float *out = ZOUT(0);
3507 float *a = ZIN(0);
3508 float *b = ZIN(1);
3509
3510 LOOP1(inNumSamples,
3511 float xa = ZXP(a);
3512 float xb = ZXP(b);
3513 ZXP(out) = xa * xa * xb - xa * xb * xb;
3514 );
3515 }
3516
3517 void ring4_ak(BinaryOpUGen *unit, int inNumSamples)
3518 {
3519 float *out = ZOUT(0);
3520 float *a = ZIN(0);
3521 float xb = unit->mPrevB;
3522 float next_b = ZIN0(1);
3523
3524 if (xb == next_b) {
3525 if (xb == 0.f) {
3526 ZClear(inNumSamples, out);
3527 } else if (xb == 1.f) {
3528 LOOP1(inNumSamples,
3529 float xa = ZXP(a);
3530 ZXP(out) = xa * xa - xa;
3531 );
3532 } else {
3533 LOOP1(inNumSamples,
3534 float xa = ZXP(a);
3535 ZXP(out) = xa * xa * xb - xa * xb * xb;
3536 );
3537 }
3538 } else {
3539 float slope = CALCSLOPE(next_b, xb);
3540 LOOP1(inNumSamples,
3541 float xa = ZXP(a);
3542 ZXP(out) = xa * xa * xb - xa * xb * xb;
3543 xb += slope;
3544 );
3545 unit->mPrevB = xb;
3546 }
3547 }
3548
3549 void ring4_ka(BinaryOpUGen *unit, int inNumSamples)
3550 {
3551 float *out = ZOUT(0);
3552 float xa = unit->mPrevA;
3553 float *b = ZIN(1);
3554 float next_a = ZIN0(0);
3555
3556 if (xa == next_a) {
3557 if (xa == 0.f) {
3558 ZClear(inNumSamples, out);
3559 } else if (xa == 1.f) {
3560 LOOP1(inNumSamples,
3561 float xb = ZXP(b);
3562 ZXP(out) = xb - xb * xb;
3563 );
3564 } else {
3565 LOOP1(inNumSamples,
3566 float xb = ZXP(b);
3567 ZXP(out) = xa * xa * xb - xa * xb * xb;
3568 );
3569 }
3570 } else {
3571 float slope = CALCSLOPE(next_a, xa);
3572 LOOP1(inNumSamples,
3573 float xb = ZXP(b);
3574 ZXP(out) = xa * xa * xb - xa * xb * xb;
3575 xa += slope;
3576 );
3577 unit->mPrevA = xa;
3578 }
3579 }
3580
3581 void ring4_ia(BinaryOpUGen *unit, int inNumSamples)
3582 {
3583 float *out = ZOUT(0);
3584 float xa = ZIN0(0);
3585 float *b = ZIN(1);
3586
3587 LOOP1(inNumSamples,
3588 float xb = ZXP(b);
3589 ZXP(out) = xa * xa * xb - xa * xb * xb;
3590 );
3591 unit->mPrevA = xa;
3592 }
3593
3594
3595 void ring4_ai(BinaryOpUGen *unit, int inNumSamples)
3596 {
3597 float *out = ZOUT(0);
3598 float *a = ZIN(0);
3599 float xb = ZIN0(1);
3600
3601 LOOP1(inNumSamples,
3602 float xa = ZXP(a);
3603 ZXP(out) = xa * xa * xb - xa * xb * xb;
3604 );
3605 unit->mPrevB = xb;
3606 }
3607
3608
3609
3610 void thresh_aa(BinaryOpUGen *unit, int inNumSamples)
3611 {
3612 float *out = ZOUT(0);
3613 float *a = ZIN(0);
3614 float *b = ZIN(1);
3615
3616 LOOP1(inNumSamples,
3617 float xa = ZXP(a);
3618 float xb = ZXP(b);
3619 ZXP(out) = xa < xb ? 0.f : xa;
3620 );
3621 }
3622
3623 void thresh_ak(BinaryOpUGen *unit, int inNumSamples)
3624 {
3625 float *out = ZOUT(0);
3626 float *a = ZIN(0);
3627 float xb = unit->mPrevB;
3628 float next_b = ZIN0(1);
3629
3630 if (xb == next_b) {
3631 LOOP1(inNumSamples,
3632 float xa = ZXP(a);
3633 ZXP(out) = xa < xb ? 0.f : xa;
3634 );
3635 } else {
3636 float slope = CALCSLOPE(next_b, xb);
3637 LOOP1(inNumSamples,
3638 float xa = ZXP(a);
3639 ZXP(out) = xa < xb ? 0.f : xa;
3640 xb += slope;
3641 );
3642 unit->mPrevB = xb;
3643 }
3644 }
3645
3646 void thresh_ka(BinaryOpUGen *unit, int inNumSamples)
3647 {
3648 float *out = ZOUT(0);
3649 float xa = unit->mPrevA;
3650 float *b = ZIN(1);
3651 float next_a = ZIN0(0);
3652
3653 if (xa == next_a) {
3654 LOOP1(inNumSamples,
3655 float xb = ZXP(b);
3656 ZXP(out) = xa < xb ? 0.f : xa;
3657 );
3658 } else {
3659 float slope = CALCSLOPE(next_a, xa);
3660 LOOP1(inNumSamples,
3661 float xb = ZXP(b);
3662 ZXP(out) = xa < xb ? 0.f : xa;
3663 xa += slope;
3664 );
3665 unit->mPrevA = xa;
3666 }
3667 }
3668
3669 void thresh_ia(BinaryOpUGen *unit, int inNumSamples)
3670 {
3671 float *out = ZOUT(0);
3672 float xa = ZIN0(0);
3673 float *b = ZIN(1);
3674
3675 LOOP1(inNumSamples,
3676 float xb = ZXP(b);
3677 ZXP(out) = xa < xb ? 0.f : xa;
3678 );
3679 unit->mPrevA = xa;
3680 }
3681
3682
3683 void thresh_ai(BinaryOpUGen *unit, int inNumSamples)
3684 {
3685 float *out = ZOUT(0);
3686 float *a = ZIN(0);
3687 float xb = ZIN0(1);
3688
3689 LOOP1(inNumSamples,
3690 float xa = ZXP(a);
3691 ZXP(out) = xa < xb ? 0.f : xa;
3692 );
3693 unit->mPrevB = xb;
3694 }
3695
3696
3697
3698 void clip2_aa(BinaryOpUGen *unit, int inNumSamples)
3699 {
3700 float *out = ZOUT(0);
3701 float *a = ZIN(0);
3702 float *b = ZIN(1);
3703
3704 LOOP1(inNumSamples,
3705 float xa = ZXP(a);
3706 float xb = ZXP(b);
3707 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3708 );
3709 }
3710
3711 void clip2_ak(BinaryOpUGen *unit, int inNumSamples)
3712 {
3713 float *out = ZOUT(0);
3714 float *a = ZIN(0);
3715 float xb = unit->mPrevB;
3716 float next_b = ZIN0(1);
3717
3718 if (xb == next_b) {
3719 LOOP1(inNumSamples,
3720 float xa = ZXP(a);
3721 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3722 );
3723 } else {
3724 float slope = CALCSLOPE(next_b, xb);
3725 LOOP1(inNumSamples,
3726 float xa = ZXP(a);
3727 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3728 xb += slope;
3729 );
3730 unit->mPrevB = xb;
3731 }
3732 }
3733
3734 void clip2_ka(BinaryOpUGen *unit, int inNumSamples)
3735 {
3736 float *out = ZOUT(0);
3737 float xa = unit->mPrevA;
3738 float *b = ZIN(1);
3739 float next_a = ZIN0(0);
3740
3741 if (xa == next_a) {
3742 LOOP1(inNumSamples,
3743 float xb = ZXP(b);
3744 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3745 );
3746 } else {
3747 float slope = CALCSLOPE(next_a, xa);
3748 LOOP1(inNumSamples,
3749 float xb = ZXP(b);
3750 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3751 xa += slope;
3752 );
3753 unit->mPrevA = xa;
3754 }
3755 }
3756
3757 void clip2_ia(BinaryOpUGen *unit, int inNumSamples)
3758 {
3759 float *out = ZOUT(0);
3760 float xa = ZIN0(0);
3761 float *b = ZIN(1);
3762
3763 LOOP1(inNumSamples,
3764 float xb = ZXP(b);
3765 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3766 );
3767 unit->mPrevA = xa;
3768 }
3769
3770
3771 void clip2_ai(BinaryOpUGen *unit, int inNumSamples)
3772 {
3773 float *out = ZOUT(0);
3774 float *a = ZIN(0);
3775 float xb = ZIN0(1);
3776
3777 LOOP1(inNumSamples,
3778 float xa = ZXP(a);
3779 ZXP(out) = xa > xb ? xb : (xa < -xb ? -xb : xa);
3780 );
3781 unit->mPrevB = xb;
3782 }
3783
3784
3785 #ifdef NOVA_SIMD
3786 NOVA_BINARY_WRAPPER_K(clip2, clip2)
3787 #endif
3788
3789
3790 void excess_aa(BinaryOpUGen *unit, int inNumSamples)
3791 {
3792 float *out = ZOUT(0);
3793 float *a = ZIN(0);
3794 float *b = ZIN(1);
3795
3796 LOOP1(inNumSamples,
3797 float xa = ZXP(a);
3798 float xb = ZXP(b);
3799 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3800 );
3801 }
3802
3803 void excess_ak(BinaryOpUGen *unit, int inNumSamples)
3804 {
3805 float *out = ZOUT(0);
3806 float *a = ZIN(0);
3807 float xb = unit->mPrevB;
3808 float next_b = ZIN0(1);
3809
3810 if (xb == next_b) {
3811 LOOP1(inNumSamples,
3812 float xa = ZXP(a);
3813 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3814 );
3815 } else {
3816 float slope = CALCSLOPE(next_b, xb);
3817 LOOP1(inNumSamples,
3818 float xa = ZXP(a);
3819 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3820 xb += slope;
3821 );
3822 unit->mPrevB = xb;
3823 }
3824 }
3825
3826 void excess_ka(BinaryOpUGen *unit, int inNumSamples)
3827 {
3828 float *out = ZOUT(0);
3829 float xa = unit->mPrevA;
3830 float *b = ZIN(1);
3831 float next_a = ZIN0(0);
3832
3833 if (xa == next_a) {
3834 LOOP1(inNumSamples,
3835 float xb = ZXP(b);
3836 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3837 );
3838 } else {
3839 float slope = CALCSLOPE(next_a, xa);
3840 LOOP1(inNumSamples,
3841 float xb = ZXP(b);
3842 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3843 xa += slope;
3844 );
3845 unit->mPrevA = xa;
3846 }
3847 }
3848
3849 void excess_ia(BinaryOpUGen *unit, int inNumSamples)
3850 {
3851 float *out = ZOUT(0);
3852 float xa = ZIN0(0);
3853 float *b = ZIN(1);
3854
3855 LOOP1(inNumSamples,
3856 float xb = ZXP(b);
3857 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3858 );
3859 unit->mPrevA = xa;
3860 }
3861
3862
3863 void excess_ai(BinaryOpUGen *unit, int inNumSamples)
3864 {
3865 float *out = ZOUT(0);
3866 float *a = ZIN(0);
3867 float xb = ZIN0(1);
3868
3869 LOOP1(inNumSamples,
3870 float xa = ZXP(a);
3871 ZXP(out) = xa > xb ? xa-xb : (xa < -xb ? xa+xb : 0.f);
3872 );
3873 unit->mPrevB = xb;
3874 }
3875
3876
3877
3878 void lt_aa(BinaryOpUGen *unit, int inNumSamples)
3879 {
3880 float *out = ZOUT(0);
3881 float *a = ZIN(0);
3882 float *b = ZIN(1);
3883
3884 LOOP1(inNumSamples,
3885 float xa = ZXP(a);
3886 float xb = ZXP(b);
3887 ZXP(out) = xa < xb ? 1.f : 0.f;
3888 );
3889 }
3890
3891 #ifdef NOVA_SIMD
3892 NOVA_BINARY_WRAPPER_K(lt, less)
3893 #endif
3894
3895
3896 void lt_ak(BinaryOpUGen *unit, int inNumSamples)
3897 {
3898 float *out = ZOUT(0);
3899 float *a = ZIN(0);
3900 float xb = unit->mPrevB;
3901 float next_b = ZIN0(1);
3902
3903 if (xb == next_b) {
3904 LOOP1(inNumSamples,
3905 float xa = ZXP(a);
3906 ZXP(out) = xa < xb ? 1.f : 0.f;
3907 );
3908 } else {
3909 float slope = CALCSLOPE(next_b, xb);
3910 LOOP1(inNumSamples,
3911 float xa = ZXP(a);
3912 ZXP(out) = xa < xb ? 1.f : 0.f;
3913 xb += slope;
3914 );
3915 unit->mPrevB = xb;
3916 }
3917 }
3918
3919 void lt_ka(BinaryOpUGen *unit, int inNumSamples)
3920 {
3921 float *out = ZOUT(0);
3922 float xa = unit->mPrevA;
3923 float *b = ZIN(1);
3924 float next_a = ZIN0(0);
3925
3926 if (xa == next_a) {
3927 LOOP1(inNumSamples,
3928 float xb = ZXP(b);
3929 ZXP(out) = xa < xb ? 1.f : 0.f;
3930 );
3931 } else {
3932 float slope = CALCSLOPE(next_a, xa);
3933 LOOP1(inNumSamples,
3934 float xb = ZXP(b);
3935 ZXP(out) = xa < xb ? 1.f : 0.f;
3936 xa += slope;
3937 );
3938 unit->mPrevA = xa;
3939 }
3940 }
3941
3942 void lt_ia(BinaryOpUGen *unit, int inNumSamples)
3943 {
3944 float *out = ZOUT(0);
3945 float xa = ZIN0(0);
3946 float *b = ZIN(1);
3947
3948 LOOP1(inNumSamples,
3949 float xb = ZXP(b);
3950 ZXP(out) = xa < xb ? 1.f : 0.f;
3951 );
3952 unit->mPrevA = xa;
3953 }
3954
3955
3956 void lt_ai(BinaryOpUGen *unit, int inNumSamples)
3957 {
3958 float *out = ZOUT(0);
3959 float *a = ZIN(0);
3960 float xb = ZIN0(1);
3961
3962 LOOP1(inNumSamples,
3963 float xa = ZXP(a);
3964 ZXP(out) = xa < xb ? 1.f : 0.f;
3965 );
3966 unit->mPrevB = xb;
3967 }
3968
3969
3970
3971 void le_aa(BinaryOpUGen *unit, int inNumSamples)
3972 {
3973 float *out = ZOUT(0);
3974 float *a = ZIN(0);
3975 float *b = ZIN(1);
3976
3977 LOOP1(inNumSamples,
3978 float xa = ZXP(a);
3979 float xb = ZXP(b);
3980 ZXP(out) = xa <= xb ? 1.f : 0.f;
3981 );
3982 }
3983
3984 #ifdef NOVA_SIMD
3985 NOVA_BINARY_WRAPPER_K(le, less_equal)
3986 #endif
3987
3988 void le_ak(BinaryOpUGen *unit, int inNumSamples)
3989 {
3990 float *out = ZOUT(0);
3991 float *a = ZIN(0);
3992 float xb = unit->mPrevB;
3993 float next_b = ZIN0(1);
3994
3995 if (xb == next_b) {
3996 LOOP1(inNumSamples,
3997 float xa = ZXP(a);
3998 ZXP(out) = xa <= xb ? 1.f : 0.f;
3999 );
4000 } else {
4001 float slope = CALCSLOPE(next_b, xb);
4002 LOOP1(inNumSamples,
4003 float xa = ZXP(a);
4004 ZXP(out) = xa <= xb ? 1.f : 0.f;
4005 xb += slope;
4006 );
4007 unit->mPrevB = xb;
4008 }
4009 }
4010
4011 void le_ka(BinaryOpUGen *unit, int inNumSamples)
4012 {
4013 float *out = ZOUT(0);
4014 float xa = unit->mPrevA;
4015 float *b = ZIN(1);
4016 float next_a = ZIN0(0);
4017
4018 if (xa == next_a) {
4019 LOOP1(inNumSamples,
4020 float xb = ZXP(b);
4021 ZXP(out) = xa <= xb ? 1.f : 0.f;
4022 );
4023 } else {
4024 float slope = CALCSLOPE(next_a, xa);
4025 LOOP1(inNumSamples,
4026 float xb = ZXP(b);
4027 ZXP(out) = xa <= xb ? 1.f : 0.f;
4028 xa += slope;
4029 );
4030 unit->mPrevA = xa;
4031 }
4032 }
4033
4034 void le_ia(BinaryOpUGen *unit, int inNumSamples)
4035 {
4036 float *out = ZOUT(0);
4037 float xa = ZIN0(0);
4038 float *b = ZIN(1);
4039
4040 LOOP1(inNumSamples,
4041 float xb = ZXP(b);
4042 ZXP(out) = xa <= xb ? 1.f : 0.f;
4043 );
4044 unit->mPrevA = xa;
4045 }
4046
4047
4048 void le_ai(BinaryOpUGen *unit, int inNumSamples)
4049 {
4050 float *out = ZOUT(0);
4051 float *a = ZIN(0);
4052 float xb = ZIN0(1);
4053
4054 LOOP1(inNumSamples,
4055 float xa = ZXP(a);
4056 ZXP(out) = xa <= xb ? 1.f : 0.f;
4057 );
4058 unit->mPrevB = xb;
4059 }
4060
4061
4062
4063 void gt_aa(BinaryOpUGen *unit, int inNumSamples)
4064 {
4065 float *out = ZOUT(0);
4066 float *a = ZIN(0);
4067 float *b = ZIN(1);
4068
4069 LOOP1(inNumSamples,
4070 float xa = ZXP(a);
4071 float xb = ZXP(b);
4072 ZXP(out) = xa > xb ? 1.f : 0.f;
4073 );
4074 }
4075
4076 #ifdef NOVA_SIMD
4077 NOVA_BINARY_WRAPPER_K(gt, greater)
4078 #endif
4079
4080
4081 void gt_ak(BinaryOpUGen *unit, int inNumSamples)
4082 {
4083 float *out = ZOUT(0);
4084 float *a = ZIN(0);
4085 float xb = unit->mPrevB;
4086 float next_b = ZIN0(1);
4087
4088 if (xb == next_b) {
4089 LOOP1(inNumSamples,
4090 float xa = ZXP(a);
4091 ZXP(out) = xa > xb ? 1.f : 0.f;
4092 );
4093 } else {
4094 float slope = CALCSLOPE(next_b, xb);
4095 LOOP1(inNumSamples,
4096 float xa = ZXP(a);
4097 ZXP(out) = xa > xb ? 1.f : 0.f;
4098 xb += slope;
4099 );
4100 unit->mPrevB = xb;
4101 }
4102 }
4103
4104 void gt_ka(BinaryOpUGen *unit, int inNumSamples)
4105 {
4106 float *out = ZOUT(0);
4107 float xa = unit->mPrevA;
4108 float *b = ZIN(1);
4109 float next_a = ZIN0(0);
4110
4111 if (xa == next_a) {
4112 LOOP1(inNumSamples,
4113 float xb = ZXP(b);
4114 ZXP(out) = xa > xb ? 1.f : 0.f;
4115 );
4116 } else {
4117 float slope = CALCSLOPE(next_a, xa);
4118 LOOP1(inNumSamples,
4119 float xb = ZXP(b);
4120 ZXP(out) = xa > xb ? 1.f : 0.f;
4121 xa += slope;
4122 );
4123 unit->mPrevA = xa;
4124 }
4125 }
4126
4127 void gt_ia(BinaryOpUGen *unit, int inNumSamples)
4128 {
4129 float *out = ZOUT(0);
4130 float xa = ZIN0(0);
4131 float *b = ZIN(1);
4132
4133 LOOP1(inNumSamples,
4134 float xb = ZXP(b);
4135 ZXP(out) = xa > xb ? 1.f : 0.f;
4136 );
4137 unit->mPrevA = xa;
4138 }
4139
4140
4141 void gt_ai(BinaryOpUGen *unit, int inNumSamples)
4142 {
4143 float *out = ZOUT(0);
4144 float *a = ZIN(0);
4145 float xb = ZIN0(1);
4146
4147 LOOP1(inNumSamples,
4148 float xa = ZXP(a);
4149 ZXP(out) = xa > xb ? 1.f : 0.f;
4150 );
4151 unit->mPrevB = xb;
4152 }
4153
4154
4155
4156 void ge_aa(BinaryOpUGen *unit, int inNumSamples)
4157 {
4158 float *out = ZOUT(0);
4159 float *a = ZIN(0);
4160 float *b = ZIN(1);
4161
4162 LOOP1(inNumSamples,
4163 float xa = ZXP(a);
4164 float xb = ZXP(b);
4165 ZXP(out) = xa >= xb ? 1.f : 0.f;
4166 );
4167 }
4168
4169 #ifdef NOVA_SIMD
4170 NOVA_BINARY_WRAPPER_K(ge, greater_equal)
4171 #endif
4172
4173
4174 void ge_ak(BinaryOpUGen *unit, int inNumSamples)
4175 {
4176 float *out = ZOUT(0);
4177 float *a = ZIN(0);
4178 float xb = unit->mPrevB;
4179 float next_b = ZIN0(1);
4180
4181 if (xb == next_b) {
4182 LOOP1(inNumSamples,
4183 float xa = ZXP(a);
4184 ZXP(out) = xa >= xb ? 1.f : 0.f;
4185 );
4186 } else {
4187 float slope = CALCSLOPE(next_b, xb);
4188 LOOP1(inNumSamples,
4189 float xa = ZXP(a);
4190 ZXP(out) = xa >= xb ? 1.f : 0.f;
4191 xb += slope;
4192 );
4193 unit->mPrevB = xb;
4194 }
4195 }
4196
4197 void ge_ka(BinaryOpUGen *unit, int inNumSamples)
4198 {
4199 float *out = ZOUT(0);
4200 float xa = unit->mPrevA;
4201 float *b = ZIN(1);
4202 float next_a = ZIN0(0);
4203
4204 if (xa == next_a) {
4205 LOOP1(inNumSamples,
4206 float xb = ZXP(b);
4207 ZXP(out) = xa >= xb ? 1.f : 0.f;
4208 );
4209 } else {
4210 float slope = CALCSLOPE(next_a, xa);
4211 LOOP1(inNumSamples,
4212 float xb = ZXP(b);
4213 ZXP(out) = xa >= xb ? 1.f : 0.f;
4214 xa += slope;
4215 );
4216 unit->mPrevA = xa;
4217 }
4218 }
4219
4220 void ge_ia(BinaryOpUGen *unit, int inNumSamples)
4221 {
4222 float *out = ZOUT(0);
4223 float xa = ZIN0(0);
4224 float *b = ZIN(1);
4225
4226 LOOP1(inNumSamples,
4227 float xb = ZXP(b);
4228 ZXP(out) = xa >= xb ? 1.f : 0.f;
4229 );
4230 unit->mPrevA = xa;
4231 }
4232
4233
4234 void ge_ai(BinaryOpUGen *unit, int inNumSamples)
4235 {
4236 float *out = ZOUT(0);
4237 float *a = ZIN(0);
4238 float xb = ZIN0(1);
4239
4240 LOOP1(inNumSamples,
4241 float xa = ZXP(a);
4242 ZXP(out) = xa >= xb ? 1.f : 0.f;
4243 );
4244 unit->mPrevB = xb;
4245 }
4246
4247
4248
4249 void eq_aa(BinaryOpUGen *unit, int inNumSamples)
4250 {
4251 float *out = ZOUT(0);
4252 float *a = ZIN(0);
4253 float *b = ZIN(1);
4254
4255 LOOP1(inNumSamples,
4256 float xa = ZXP(a);
4257 float xb = ZXP(b);
4258 ZXP(out) = xa == xb ? 1.f : 0.f;
4259 );
4260 }
4261
4262 #ifdef NOVA_SIMD
4263 NOVA_BINARY_WRAPPER_K(eq, equal)
4264 #endif
4265
4266 void eq_ak(BinaryOpUGen *unit, int inNumSamples)
4267 {
4268 float *out = ZOUT(0);
4269 float *a = ZIN(0);
4270 float xb = unit->mPrevB;
4271 float next_b = ZIN0(1);
4272
4273 if (xb == next_b) {
4274 LOOP1(inNumSamples,
4275 float xa = ZXP(a);
4276 ZXP(out) = xa == xb ? 1.f : 0.f;
4277 );
4278 } else {
4279 float slope = CALCSLOPE(next_b, xb);
4280 LOOP1(inNumSamples,
4281 float xa = ZXP(a);
4282 ZXP(out) = xa == xb ? 1.f : 0.f;
4283 xb += slope;
4284 );
4285 unit->mPrevB = xb;
4286 }
4287 }
4288
4289 void eq_ka(BinaryOpUGen *unit, int inNumSamples)
4290 {
4291 float *out = ZOUT(0);
4292 float xa = unit->mPrevA;
4293 float *b = ZIN(1);
4294 float next_a = ZIN0(0);
4295
4296 if (xa == next_a) {
4297 LOOP1(inNumSamples,
4298 float xb = ZXP(b);
4299 ZXP(out) = xa == xb ? 1.f : 0.f;
4300 );
4301 } else {
4302 float slope = CALCSLOPE(next_a, xa);
4303 LOOP1(inNumSamples,
4304 float xb = ZXP(b);
4305 ZXP(out) = xa == xb ? 1.f : 0.f;
4306 xa += slope;
4307 );
4308 unit->mPrevA = xa;
4309 }
4310 }
4311
4312 void eq_ia(BinaryOpUGen *unit, int inNumSamples)
4313 {
4314 float *out = ZOUT(0);
4315 float xa = ZIN0(0);
4316 float *b = ZIN(1);
4317
4318 LOOP1(inNumSamples,
4319 float xb = ZXP(b);
4320 ZXP(out) = xa == xb ? 1.f : 0.f;
4321 );
4322 unit->mPrevA = xa;
4323 }
4324
4325
4326 void eq_ai(BinaryOpUGen *unit, int inNumSamples)
4327 {
4328 float *out = ZOUT(0);
4329 float *a = ZIN(0);
4330 float xb = ZIN0(1);
4331
4332 LOOP1(inNumSamples,
4333 float xa = ZXP(a);
4334 ZXP(out) = xa == xb ? 1.f : 0.f;
4335 );
4336 unit->mPrevB = xb;
4337 }
4338
4339
4340
4341 void neq_aa(BinaryOpUGen *unit, int inNumSamples)
4342 {
4343 float *out = ZOUT(0);
4344 float *a = ZIN(0);
4345 float *b = ZIN(1);
4346
4347 LOOP1(inNumSamples,
4348 float xa = ZXP(a);
4349 float xb = ZXP(b);
4350 ZXP(out) = xa != xb ? 1.f : 0.f;
4351 );
4352 }
4353
4354 #ifdef NOVA_SIMD
4355 NOVA_BINARY_WRAPPER_K(neq, notequal)
4356 #endif
4357
4358
4359 void neq_ak(BinaryOpUGen *unit, int inNumSamples)
4360 {
4361 float *out = ZOUT(0);
4362 float *a = ZIN(0);
4363 float xb = unit->mPrevB;
4364 float next_b = ZIN0(1);
4365
4366 if (xb == next_b) {
4367 LOOP1(inNumSamples,
4368 float xa = ZXP(a);
4369 ZXP(out) = xa != xb ? 1.f : 0.f;
4370 );
4371 } else {
4372 float slope = CALCSLOPE(next_b, xb);
4373 LOOP1(inNumSamples,
4374 float xa = ZXP(a);
4375 ZXP(out) = xa != xb ? 1.f : 0.f;
4376 xb += slope;
4377 );
4378 unit->mPrevB = xb;
4379 }
4380 }
4381
4382 void neq_ka(BinaryOpUGen *unit, int inNumSamples)
4383 {
4384 float *out = ZOUT(0);
4385 float xa = unit->mPrevA;
4386 float *b = ZIN(1);
4387 float next_a = ZIN0(0);
4388
4389 if (xa == next_a) {
4390 LOOP1(inNumSamples,
4391 float xb = ZXP(b);
4392 ZXP(out) = xa != xb ? 1.f : 0.f;
4393 );
4394 } else {
4395 float slope = CALCSLOPE(next_a, xa);
4396 LOOP1(inNumSamples,
4397 float xb = ZXP(b);
4398 ZXP(out) = xa != xb ? 1.f : 0.f;
4399 xa += slope;
4400 );
4401 unit->mPrevA = xa;
4402 }
4403 }
4404
4405 void neq_ia(BinaryOpUGen *unit, int inNumSamples)
4406 {
4407 float *out = ZOUT(0);
4408 float xa = ZIN0(0);
4409 float *b = ZIN(1);
4410
4411 LOOP1(inNumSamples,
4412 float xb = ZXP(b);
4413 ZXP(out) = xa != xb ? 1.f : 0.f;
4414 );
4415 unit->mPrevA = xa;
4416 }
4417
4418
4419 void neq_ai(BinaryOpUGen *unit, int inNumSamples)
4420 {
4421 float *out = ZOUT(0);
4422 float *a = ZIN(0);
4423 float xb = ZIN0(1);
4424
4425 LOOP1(inNumSamples,
4426 float xa = ZXP(a);
4427 ZXP(out) = xa != xb ? 1.f : 0.f;
4428 );
4429 unit->mPrevB = xb;
4430 }
4431
4432
4433 void sumsqr_aa(BinaryOpUGen *unit, int inNumSamples)
4434 {
4435 float *out = ZOUT(0);
4436 float *a = ZIN(0);
4437 float *b = ZIN(1);
4438
4439 LOOP1(inNumSamples,
4440 float xa = ZXP(a);
4441 float xb = ZXP(b);
4442 ZXP(out) = xa * xa + xb * xb;
4443 );
4444 }
4445
4446 void sumsqr_ak(BinaryOpUGen *unit, int inNumSamples)
4447 {
4448 float *out = ZOUT(0);
4449 float *a = ZIN(0);
4450 float xb = unit->mPrevB;
4451 float next_b = ZIN0(1);
4452
4453 if (xb == next_b) {
4454 LOOP1(inNumSamples,
4455 float xa = ZXP(a);
4456 ZXP(out) = xa * xa + xb * xb;
4457 );
4458 } else {
4459 float slope = CALCSLOPE(next_b, xb);
4460 LOOP1(inNumSamples,
4461 float xa = ZXP(a);
4462 ZXP(out) = xa * xa + xb * xb;
4463 xb += slope;
4464 );
4465 unit->mPrevB = xb;
4466 }
4467 }
4468
4469 void sumsqr_ka(BinaryOpUGen *unit, int inNumSamples)
4470 {
4471 float *out = ZOUT(0);
4472 float xa = unit->mPrevA;
4473 float *b = ZIN(1);
4474 float next_a = ZIN0(0);
4475
4476 if (xa == next_a) {
4477 LOOP1(inNumSamples,
4478 float xb = ZXP(b);
4479 ZXP(out) = xa * xa + xb * xb;
4480 );
4481 } else {
4482 float slope = CALCSLOPE(next_a, xa);
4483 LOOP1(inNumSamples,
4484 float xb = ZXP(b);
4485 ZXP(out) = xa * xa + xb * xb;
4486 xa += slope;
4487 );
4488 unit->mPrevA = xa;
4489 }
4490 }
4491
4492
4493 void sumsqr_ia(BinaryOpUGen *unit, int inNumSamples)
4494 {
4495 float *out = ZOUT(0);
4496 float xa = ZIN0(0);
4497 float *b = ZIN(1);
4498
4499 LOOP1(inNumSamples,
4500 float xb = ZXP(b);
4501 ZXP(out) = xa * xa + xb * xb;
4502 );
4503 unit->mPrevA = xa;
4504 }
4505
4506
4507 void sumsqr_ai(BinaryOpUGen *unit, int inNumSamples)
4508 {
4509 float *out = ZOUT(0);
4510 float *a = ZIN(0);
4511 float xb = ZIN0(1);
4512
4513 LOOP1(inNumSamples,
4514 float xa = ZXP(a);
4515 ZXP(out) = xa * xa + xb * xb;
4516 );
4517 unit->mPrevB = xb;
4518 }
4519
4520
4521
4522 void difsqr_aa(BinaryOpUGen *unit, int inNumSamples)
4523 {
4524 float *out = ZOUT(0);
4525 float *a = ZIN(0);
4526 float *b = ZIN(1);
4527
4528 LOOP1(inNumSamples,
4529 float xa = ZXP(a);
4530 float xb = ZXP(b);
4531 ZXP(out) = xa * xa - xb * xb;
4532 );
4533 }
4534
4535 void difsqr_ak(BinaryOpUGen *unit, int inNumSamples)
4536 {
4537 float *out = ZOUT(0);
4538 float *a = ZIN(0);
4539 float xb = unit->mPrevB;
4540 float next_b = ZIN0(1);
4541
4542 if (xb == next_b) {
4543 LOOP1(inNumSamples,
4544 float xa = ZXP(a);
4545 ZXP(out) = xa * xa - xb * xb;
4546 );
4547 } else {
4548 float slope = CALCSLOPE(next_b, xb);
4549 LOOP1(inNumSamples,
4550 float xa = ZXP(a);
4551 ZXP(out) = xa * xa - xb * xb;
4552 xb += slope;
4553 );
4554 unit->mPrevB = xb;
4555 }
4556 }
4557
4558 void difsqr_ka(BinaryOpUGen *unit, int inNumSamples)
4559 {
4560 float *out = ZOUT(0);
4561 float xa = unit->mPrevA;
4562 float *b = ZIN(1);
4563 float next_a = ZIN0(0);
4564
4565 if (xa == next_a) {
4566 LOOP1(inNumSamples,
4567 float xb = ZXP(b);
4568 ZXP(out) = xa * xa - xb * xb;
4569 );
4570 } else {
4571 float slope = CALCSLOPE(next_a, xa);
4572 LOOP1(inNumSamples,
4573 float xb = ZXP(b);
4574 ZXP(out) = xa * xa - xb * xb;
4575 xa += slope;
4576 );
4577 unit->mPrevA = xa;
4578 }
4579 }
4580
4581 void difsqr_ia(BinaryOpUGen *unit, int inNumSamples)
4582 {
4583 float *out = ZOUT(0);
4584 float xa = ZIN0(0);
4585 float *b = ZIN(1);
4586
4587 LOOP1(inNumSamples,
4588 float xb = ZXP(b);
4589 ZXP(out) = xa * xa - xb * xb;
4590 );
4591 unit->mPrevA = xa;
4592 }
4593
4594
4595 void difsqr_ai(BinaryOpUGen *unit, int inNumSamples)
4596 {
4597 float *out = ZOUT(0);
4598 float *a = ZIN(0);
4599 float xb = ZIN0(1);
4600
4601 LOOP1(inNumSamples,
4602 float xa = ZXP(a);
4603 ZXP(out) = xa * xa - xb * xb;
4604 );
4605 unit->mPrevB = xb;
4606 }
4607
4608
4609 void sqrsum_aa(BinaryOpUGen *unit, int inNumSamples)
4610 {
4611 float *out = ZOUT(0);
4612 float *a = ZIN(0);
4613 float *b = ZIN(1);
4614
4615 LOOP1(inNumSamples,
4616 float sum = ZXP(a) + ZXP(b);
4617 ZXP(out) = sum * sum;
4618 );
4619 }
4620
4621 void sqrsum_ak(BinaryOpUGen *unit, int inNumSamples)
4622 {
4623 float *out = ZOUT(0);
4624 float *a = ZIN(0);
4625 float xb = unit->mPrevB;
4626 float next_b = ZIN0(1);
4627
4628 if (xb == next_b) {
4629 LOOP1(inNumSamples,
4630 float xa = ZXP(a);
4631 float sum = xa + xb;
4632 ZXP(out) = sum * sum;
4633 );
4634 } else {
4635 float slope = CALCSLOPE(next_b, xb);
4636 LOOP1(inNumSamples,
4637 float xa = ZXP(a);
4638 float sum = xa + xb;
4639 ZXP(out) = sum * sum;
4640 xb += slope;
4641 );
4642 unit->mPrevB = xb;
4643 }
4644 }
4645
4646 void sqrsum_ka(BinaryOpUGen *unit, int inNumSamples)
4647 {
4648 float *out = ZOUT(0);
4649 float xa = unit->mPrevA;
4650 float *b = ZIN(1);
4651 float next_a = ZIN0(0);
4652
4653 if (xa == next_a) {
4654 LOOP1(inNumSamples,
4655 float xb = ZXP(b);
4656 float sum = xa + xb;
4657 ZXP(out) = sum * sum;
4658 );
4659 } else {
4660 float slope = CALCSLOPE(next_a, xa);
4661 LOOP1(inNumSamples,
4662 float xb = ZXP(b);
4663 float sum = xa + xb;
4664 ZXP(out) = sum * sum;
4665 xa += slope;
4666 );
4667 unit->mPrevA = xa;
4668 }
4669 }
4670
4671 void sqrsum_ia(BinaryOpUGen *unit, int inNumSamples)
4672 {
4673 float *out = ZOUT(0);
4674 float xa = ZIN0(0);
4675 float *b = ZIN(1);
4676
4677 LOOP1(inNumSamples,
4678 float xb = ZXP(b);
4679 float sum = xa + xb;
4680 ZXP(out) = sum * sum;
4681 );
4682 unit->mPrevA = xa;
4683 }
4684
4685
4686 void sqrsum_ai(BinaryOpUGen *unit, int inNumSamples)
4687 {
4688 float *out = ZOUT(0);
4689 float *a = ZIN(0);
4690 float xb = ZIN0(1);
4691
4692 LOOP1(inNumSamples,
4693 float xa = ZXP(a);
4694 float sum = xa + xb;
4695 ZXP(out) = sum * sum;
4696 );
4697 unit->mPrevB = xb;
4698 }
4699
4700
4701 void sqrdif_aa(BinaryOpUGen *unit, int inNumSamples)
4702 {
4703 float *out = ZOUT(0);
4704 float *a = ZIN(0);
4705 float *b = ZIN(1);
4706
4707 LOOP1(inNumSamples,
4708 float dif = ZXP(a) - ZXP(b);
4709 ZXP(out) = dif * dif;
4710 );
4711 }
4712
4713 void sqrdif_ak(BinaryOpUGen *unit, int inNumSamples)
4714 {
4715 float *out = ZOUT(0);
4716 float *a = ZIN(0);
4717 float xb = unit->mPrevB;
4718 float next_b = ZIN0(1);
4719
4720 if (xb == next_b) {
4721 LOOP1(inNumSamples,
4722 float xa = ZXP(a);
4723 float dif = xa - xb;
4724 ZXP(out) = dif * dif;
4725 );
4726 } else {
4727 float slope = CALCSLOPE(next_b, xb);
4728 LOOP1(inNumSamples,
4729 float xa = ZXP(a);
4730 float dif = xa - xb;
4731 ZXP(out) = dif * dif;
4732 xb += slope;
4733 );
4734 unit->mPrevB = xb;
4735 }
4736 }
4737
4738 void sqrdif_ka(BinaryOpUGen *unit, int inNumSamples)
4739 {
4740 float *out = ZOUT(0);
4741 float xa = unit->mPrevA;
4742 float *b = ZIN(1);
4743 float next_a = ZIN0(0);
4744
4745 if (xa == next_a) {
4746 LOOP1(inNumSamples,
4747 float xb = ZXP(b);
4748 float dif = xa - xb;
4749 ZXP(out) = dif * dif;
4750 );
4751 } else {
4752 float slope = CALCSLOPE(next_a, xa);
4753 LOOP1(inNumSamples,
4754 float xb = ZXP(b);
4755 float dif = xa - xb;
4756 ZXP(out) = dif * dif;
4757 xa += slope;
4758 );
4759 unit->mPrevA = xa;
4760 }
4761 }
4762
4763
4764 void sqrdif_ia(BinaryOpUGen *unit, int inNumSamples)
4765 {
4766 float *out = ZOUT(0);
4767 float xa = ZIN0(0);
4768 float *b = ZIN(1);
4769
4770 LOOP1(inNumSamples,
4771 float xb = ZXP(b);
4772 float dif = xa - xb;
4773 ZXP(out) = dif * dif;
4774 );
4775 unit->mPrevA = xa;
4776 }
4777
4778
4779 void sqrdif_ai(BinaryOpUGen *unit, int inNumSamples)
4780 {
4781 float *out = ZOUT(0);
4782 float *a = ZIN(0);
4783 float xb = ZIN0(1);
4784
4785 LOOP1(inNumSamples,
4786 float xa = ZXP(a);
4787 float dif = xa - xb;
4788 ZXP(out) = dif * dif;
4789 );
4790 unit->mPrevB = xb;
4791 }
4792
4793
4794 void absdif_aa(BinaryOpUGen *unit, int inNumSamples)
4795 {
4796 float *out = ZOUT(0);
4797 float *a = ZIN(0);
4798 float *b = ZIN(1);
4799
4800 LOOP1(inNumSamples,
4801 float dif = ZXP(a) - ZXP(b);
4802 ZXP(out) = fabs(dif);
4803 );
4804 }
4805
4806 void absdif_ak(BinaryOpUGen *unit, int inNumSamples)
4807 {
4808 float *out = ZOUT(0);
4809 float *a = ZIN(0);
4810 float xb = unit->mPrevB;
4811 float next_b = ZIN0(1);
4812
4813 if (xb == next_b) {
4814 LOOP1(inNumSamples,
4815 float xa = ZXP(a);
4816 float dif = xa - xb;
4817 ZXP(out) = fabs(dif);
4818 );
4819 } else {
4820 float slope = CALCSLOPE(next_b, xb);
4821 LOOP1(inNumSamples,
4822 float xa = ZXP(a);
4823 float dif = xa - xb;
4824 ZXP(out) = fabs(dif);
4825 xb += slope;
4826 );
4827 unit->mPrevB = xb;
4828 }
4829 }
4830
4831 void absdif_ka(BinaryOpUGen *unit, int inNumSamples)
4832 {
4833 float *out = ZOUT(0);
4834 float xa = unit->mPrevA;
4835 float *b = ZIN(1);
4836 float next_a = ZIN0(0);
4837
4838 if (xa == next_a) {
4839 LOOP1(inNumSamples,
4840 float xb = ZXP(b);
4841 float dif = xa - xb;
4842 ZXP(out) = fabs(dif);
4843 );
4844 } else {
4845 float slope = CALCSLOPE(next_a, xa);
4846 LOOP1(inNumSamples,
4847 float xb = ZXP(b);
4848 float dif = xa - xb;
4849 ZXP(out) = fabs(dif);
4850 xa += slope;
4851 );
4852 unit->mPrevA = xa;
4853 }
4854 }
4855
4856 void absdif_ia(BinaryOpUGen *unit, int inNumSamples)
4857 {
4858 float *out = ZOUT(0);
4859 float xa = ZIN0(0);
4860 float *b = ZIN(1);
4861
4862 LOOP1(inNumSamples,
4863 float xb = ZXP(b);
4864 float dif = xa - xb;
4865 ZXP(out) = fabs(dif);
4866 );
4867 unit->mPrevA = xa;
4868 }
4869
4870
4871 void absdif_ai(BinaryOpUGen *unit, int inNumSamples)
4872 {
4873 float *out = ZOUT(0);
4874 float *a = ZIN(0);
4875 float xb = ZIN0(1);
4876
4877 LOOP1(inNumSamples,
4878 float xa = ZXP(a);
4879 float dif = xa - xb;
4880 ZXP(out) = fabs(dif);
4881 );
4882 unit->mPrevB = xb;
4883 }
4884
4885
4886 void round_aa(BinaryOpUGen *unit, int inNumSamples)
4887 {
4888 float *out = ZOUT(0);
4889 float *a = ZIN(0);
4890 float *b = ZIN(1);
4891
4892 LOOP1(inNumSamples,
4893 float xa = ZXP(a);
4894 float xb = ZXP(b);
4895 ZXP(out) = sc_round(xa, xb);
4896 );
4897 }
4898
4899 void round_ak(BinaryOpUGen *unit, int inNumSamples)
4900 {
4901 float *out = ZOUT(0);
4902 float *a = ZIN(0);
4903 float xb = unit->mPrevB;
4904 float next_b = ZIN0(1);
4905
4906 if (xb == next_b) {
4907 LOOP1(inNumSamples,
4908 float xa = ZXP(a);
4909 ZXP(out) = sc_round(xa, xb);
4910 );
4911 } else {
4912 float slope = CALCSLOPE(next_b, xb);
4913 LOOP1(inNumSamples,
4914 float xa = ZXP(a);
4915 ZXP(out) = sc_round(xa, xb);
4916 xb += slope;
4917 );
4918 unit->mPrevB = xb;
4919 }
4920 }
4921
4922 void round_ka(BinaryOpUGen *unit, int inNumSamples)
4923 {
4924 float *out = ZOUT(0);
4925 float xa = unit->mPrevA;
4926 float *b = ZIN(1);
4927 float next_a = ZIN0(0);
4928
4929 if (xa == next_a) {
4930 LOOP1(inNumSamples,
4931 float xb = ZXP(b);
4932 ZXP(out) = sc_round(xa, xb);
4933 );
4934 } else {
4935 float slope = CALCSLOPE(next_a, xa);
4936 LOOP1(inNumSamples,
4937 float xb = ZXP(b);
4938 ZXP(out) = sc_round(xa, xb);
4939 xa += slope;
4940 );
4941 unit->mPrevA = xa;
4942 }
4943 }
4944
4945
4946 void round_ia(BinaryOpUGen *unit, int inNumSamples)
4947 {
4948 float *out = ZOUT(0);
4949 float xa = ZIN0(0);
4950 float *b = ZIN(1);
4951
4952 LOOP1(inNumSamples,
4953 float xb = ZXP(b);
4954 ZXP(out) = sc_round(xa, xb);
4955 );
4956 unit->mPrevA = xa;
4957 }
4958
4959
4960 void round_ai(BinaryOpUGen *unit, int inNumSamples)
4961 {
4962 float *out = ZOUT(0);
4963 float *a = ZIN(0);
4964 float xb = ZIN0(1);
4965
4966 LOOP1(inNumSamples,
4967 float xa = ZXP(a);
4968 ZXP(out) = sc_round(xa, xb);
4969 );
4970 unit->mPrevB = xb;
4971 }
4972
4973
4974
4975
4976 void roundUp_aa(BinaryOpUGen *unit, int inNumSamples)
4977 {
4978 float *out = ZOUT(0);
4979 float *a = ZIN(0);
4980 float *b = ZIN(1);
4981
4982 LOOP1(inNumSamples,
4983 float xa = ZXP(a);
4984 float xb = ZXP(b);
4985 ZXP(out) = sc_roundUp(xa, xb);
4986 );
4987 }
4988
4989 void roundUp_ak(BinaryOpUGen *unit, int inNumSamples)
4990 {
4991 float *out = ZOUT(0);
4992 float *a = ZIN(0);
4993 float xb = unit->mPrevB;
4994 float next_b = ZIN0(1);
4995
4996 if (xb == next_b) {
4997 LOOP1(inNumSamples,
4998 float xa = ZXP(a);
4999 ZXP(out) = sc_roundUp(xa, xb);
5000 );
5001 } else {
5002 float slope = CALCSLOPE(next_b, xb);
5003 LOOP1(inNumSamples,
5004 float xa = ZXP(a);
5005 ZXP(out) = sc_roundUp(xa, xb);
5006 xb += slope;
5007 );
5008 unit->mPrevB = xb;
5009 }
5010 }
5011
5012 void roundUp_ka(BinaryOpUGen *unit, int inNumSamples)
5013 {
5014 float *out = ZOUT(0);
5015 float xa = unit->mPrevA;
5016 float *b = ZIN(1);
5017 float next_a = ZIN0(0);
5018
5019 if (xa == next_a) {
5020 LOOP1(inNumSamples,
5021 float xb = ZXP(b);
5022 ZXP(out) = sc_roundUp(xa, xb);
5023 );
5024 } else {
5025 float slope = CALCSLOPE(next_a, xa);
5026 LOOP1(inNumSamples,
5027 float xb = ZXP(b);
5028 ZXP(out) = sc_roundUp(xa, xb);
5029 xa += slope;
5030 );
5031 unit->mPrevA = xa;
5032 }
5033 }
5034
5035
5036 void roundUp_ia(BinaryOpUGen *unit, int inNumSamples)
5037 {
5038 float *out = ZOUT(0);
5039 float xa = ZIN0(0);
5040 float *b = ZIN(1);
5041
5042 LOOP1(inNumSamples,
5043 float xb = ZXP(b);
5044 ZXP(out) = sc_roundUp(xa, xb);
5045 );
5046 unit->mPrevA = xa;
5047 }
5048
5049
5050 void roundUp_ai(BinaryOpUGen *unit, int inNumSamples)
5051 {
5052 float *out = ZOUT(0);
5053 float *a = ZIN(0);
5054 float xb = ZIN0(1);
5055
5056 LOOP1(inNumSamples,
5057 float xa = ZXP(a);
5058 ZXP(out) = sc_roundUp(xa, xb);
5059 );
5060 unit->mPrevB = xb;
5061 }
5062
5063
5064
5065 void trunc_aa(BinaryOpUGen *unit, int inNumSamples)
5066 {
5067 float *out = ZOUT(0);
5068 float *a = ZIN(0);
5069 float *b = ZIN(1);
5070
5071 LOOP1(inNumSamples,
5072 float xa = ZXP(a);
5073 float xb = ZXP(b);
5074 ZXP(out) = sc_trunc(xa, xb);
5075 );
5076 }
5077
5078 void trunc_ak(BinaryOpUGen *unit, int inNumSamples)
5079 {
5080 float *out = ZOUT(0);
5081 float *a = ZIN(0);
5082 float xb = unit->mPrevB;
5083 float next_b = ZIN0(1);
5084
5085 if (xb == next_b) {
5086 LOOP1(inNumSamples,
5087 float xa = ZXP(a);
5088 ZXP(out) = sc_trunc(xa, xb);
5089 );
5090 } else {
5091 float slope = CALCSLOPE(next_b, xb);
5092 LOOP1(inNumSamples,
5093 float xa = ZXP(a);
5094 ZXP(out) = sc_trunc(xa, xb);
5095 xb += slope;
5096 );
5097 unit->mPrevB = xb;
5098 }
5099 }
5100
5101 void trunc_ka(BinaryOpUGen *unit, int inNumSamples)
5102 {
5103 float *out = ZOUT(0);
5104 float xa = unit->mPrevA;
5105 float *b = ZIN(1);
5106 float next_a = ZIN0(0);
5107
5108 if (xa == next_a) {
5109 LOOP1(inNumSamples,
5110 float xb = ZXP(b);
5111 ZXP(out) = sc_trunc(xa, xb);
5112 );
5113 } else {
5114 float slope = CALCSLOPE(next_a, xa);
5115 LOOP1(inNumSamples,
5116 float xb = ZXP(b);
5117 ZXP(out) = sc_trunc(xa, xb);
5118 xa += slope;
5119 );
5120 unit->mPrevA = xa;
5121 }
5122 }
5123
5124 void trunc_ia(BinaryOpUGen *unit, int inNumSamples)
5125 {
5126 float *out = ZOUT(0);
5127 float xa = ZIN0(0);
5128 float *b = ZIN(1);
5129
5130 LOOP1(inNumSamples,
5131 float xb = ZXP(b);
5132 ZXP(out) = sc_trunc(xa, xb);
5133 );
5134 unit->mPrevA = xa;
5135 }
5136
5137
5138 void trunc_ai(BinaryOpUGen *unit, int inNumSamples)
5139 {
5140 float *out = ZOUT(0);
5141 float *a = ZIN(0);
5142 float xb = ZIN0(1);
5143
5144 LOOP1(inNumSamples,
5145 float xa = ZXP(a);
5146 ZXP(out) = sc_trunc(xa, xb);
5147 );
5148 unit->mPrevB = xb;
5149 }
5150
5151
5152
5153 void fold2_aa(BinaryOpUGen *unit, int inNumSamples)
5154 {
5155 float *out = ZOUT(0);
5156 float *a = ZIN(0);
5157 float *b = ZIN(1);
5158
5159 LOOP1(inNumSamples,
5160 float xa = ZXP(a);
5161 float xb = ZXP(b);
5162 ZXP(out) = sc_fold(xa, -xb, xb);
5163 );
5164 }
5165
5166 void fold2_ak(BinaryOpUGen *unit, int inNumSamples)
5167 {
5168 float *out = ZOUT(0);
5169 float *a = ZIN(0);
5170 float xb = unit->mPrevB;
5171 float next_b = ZIN0(1);
5172
5173 if (xb == next_b) {
5174 LOOP1(inNumSamples,
5175 float xa = ZXP(a);
5176 ZXP(out) = sc_fold(xa, -xb, xb);
5177 );
5178 } else {
5179 float slope = CALCSLOPE(next_b, xb);
5180 LOOP1(inNumSamples,
5181 float xa = ZXP(a);
5182 ZXP(out) = sc_fold(xa, -xb, xb);
5183 xb += slope;
5184 );
5185 unit->mPrevB = xb;
5186 }
5187 }
5188
5189 void fold2_ka(BinaryOpUGen *unit, int inNumSamples)
5190 {
5191 float *out = ZOUT(0);
5192 float xa = unit->mPrevA;
5193 float *b = ZIN(1);
5194 float next_a = ZIN0(0);
5195
5196 if (xa == next_a) {
5197 LOOP1(inNumSamples,
5198 float xb = ZXP(b);
5199 ZXP(out) = sc_fold(xa, -xb, xb);
5200 );
5201 } else {
5202 float slope = CALCSLOPE(next_a, xa);
5203 LOOP1(inNumSamples,
5204 float xb = ZXP(b);
5205 ZXP(out) = sc_fold(xa, -xb, xb);
5206 xa += slope;
5207 );
5208 unit->mPrevA = xa;
5209 }
5210 }
5211
5212 void fold2_ia(BinaryOpUGen *unit, int inNumSamples)
5213 {
5214 float *out = ZOUT(0);
5215 float xa = ZIN0(0);
5216 float *b = ZIN(1);
5217
5218 LOOP1(inNumSamples,
5219 float xb = ZXP(b);
5220 ZXP(out) = sc_fold(xa, -xb, xb);
5221 );
5222 unit->mPrevA = xa;
5223 }
5224
5225
5226 void fold2_ai(BinaryOpUGen *unit, int inNumSamples)
5227 {
5228 float *out = ZOUT(0);
5229 float *a = ZIN(0);
5230 float xb = ZIN0(1);
5231
5232 LOOP1(inNumSamples,
5233 float xa = ZXP(a);
5234 ZXP(out) = sc_fold(xa, -xb, xb);
5235 );
5236 unit->mPrevB = xb;
5237 }
5238
5239
5240
5241
5242 void wrap2_aa(BinaryOpUGen *unit, int inNumSamples)
5243 {
5244 float *out = ZOUT(0);
5245 float *a = ZIN(0);
5246 float *b = ZIN(1);
5247
5248 LOOP1(inNumSamples,
5249 float xa = ZXP(a);
5250 float xb = ZXP(b);
5251 ZXP(out) = sc_wrap(xa, -xb, xb);
5252 );
5253 }
5254
5255 void wrap2_ak(BinaryOpUGen *unit, int inNumSamples)
5256 {
5257 float *out = ZOUT(0);
5258 float *a = ZIN(0);
5259 float xb = unit->mPrevB;
5260 float next_b = ZIN0(1);
5261
5262 if (xb == next_b) {
5263 LOOP1(inNumSamples,
5264 float xa = ZXP(a);
5265 ZXP(out) = sc_wrap(xa, -xb, xb);
5266 );
5267 } else {
5268 float slope = CALCSLOPE(next_b, xb);
5269 LOOP1(inNumSamples,
5270 float xa = ZXP(a);
5271 ZXP(out) = sc_wrap(xa, -xb, xb);
5272 xb += slope;
5273 );
5274 unit->mPrevB = xb;
5275 }
5276 }
5277
5278 void wrap2_ka(BinaryOpUGen *unit, int inNumSamples)
5279 {
5280 float *out = ZOUT(0);
5281 float xa = unit->mPrevA;
5282 float *b = ZIN(1);
5283 float next_a = ZIN0(0);
5284
5285 if (xa == next_a) {
5286 LOOP1(inNumSamples,
5287 float xb = ZXP(b);
5288 ZXP(out) = sc_wrap(xa, -xb, xb);
5289 );
5290 } else {
5291 float slope = CALCSLOPE(next_a, xa);
5292 LOOP1(inNumSamples,
5293 float xb = ZXP(b);
5294 ZXP(out) = sc_wrap(xa, -xb, xb);
5295 xa += slope;
5296 );
5297 unit->mPrevA = xa;
5298 }
5299 }
5300
5301 void wrap2_ia(BinaryOpUGen *unit, int inNumSamples)
5302 {
5303 float *out = ZOUT(0);
5304 float xa = ZIN0(0);
5305 float *b = ZIN(1);
5306
5307 LOOP1(inNumSamples,
5308 float xb = ZXP(b);
5309 ZXP(out) = sc_wrap(xa, -xb, xb);
5310 );
5311 unit->mPrevA = xa;
5312 }
5313
5314
5315 void wrap2_ai(BinaryOpUGen *unit, int inNumSamples)
5316 {
5317 float *out = ZOUT(0);
5318 float *a = ZIN(0);
5319 float xb = ZIN0(1);
5320
5321 LOOP1(inNumSamples,
5322 float xa = ZXP(a);
5323 ZXP(out) = sc_wrap(xa, -xb, xb);
5324 );
5325 unit->mPrevB = xb;
5326 }
5327
5328
5329
5330 void atan2_aa(BinaryOpUGen *unit, int inNumSamples)
5331 {
5332 float *out = ZOUT(0);
5333 float *a = ZIN(0);
5334 float *b = ZIN(1);
5335
5336 LOOP1(inNumSamples,
5337 float xa = ZXP(a);
5338 float xb = ZXP(b);
5339 ZXP(out) = atan2(xa, xb);
5340 );
5341 }
5342
5343 void atan2_ak(BinaryOpUGen *unit, int inNumSamples)
5344 {
5345 float *out = ZOUT(0);
5346 float *a = ZIN(0);
5347 float xb = unit->mPrevB;
5348 float next_b = ZIN0(1);
5349
5350 if (xb == next_b) {
5351 LOOP1(inNumSamples,
5352 float xa = ZXP(a);
5353 ZXP(out) = atan2(xa, xb);
5354 );
5355 } else {
5356 float slope = CALCSLOPE(next_b, xb);
5357 LOOP1(inNumSamples,
5358 float xa = ZXP(a);
5359 ZXP(out) = atan2(xa, xb);
5360 xb += slope;
5361 );
5362 unit->mPrevB = xb;
5363 }
5364 }
5365
5366 void atan2_ka(BinaryOpUGen *unit, int inNumSamples)
5367 {
5368 float *out = ZOUT(0);
5369 float xa = unit->mPrevA;
5370 float *b = ZIN(1);
5371 float next_a = ZIN0(0);
5372
5373 if (xa == next_a) {
5374 LOOP1(inNumSamples,
5375 float xb = ZXP(b);
5376 ZXP(out) = atan2(xa, xb);
5377 );
5378 } else {
5379 float slope = CALCSLOPE(next_a, xa);
5380 LOOP1(inNumSamples,
5381 float xb = ZXP(b);
5382 ZXP(out) = atan2(xa, xb);
5383 xa += slope;
5384 );
5385 unit->mPrevA = xa;
5386 }
5387 }
5388
5389 void atan2_ia(BinaryOpUGen *unit, int inNumSamples)
5390 {
5391 float *out = ZOUT(0);
5392 float xa = ZIN0(0);
5393 float *b = ZIN(1);
5394
5395 LOOP1(inNumSamples,
5396 float xb = ZXP(b);
5397 ZXP(out) = atan2(xa, xb);
5398 );
5399 unit->mPrevA = xa;
5400 }
5401
5402
5403 void atan2_ai(BinaryOpUGen *unit, int inNumSamples)
5404 {
5405 float *out = ZOUT(0);
5406 float *a = ZIN(0);
5407 float xb = ZIN0(1);
5408
5409 LOOP1(inNumSamples,
5410 float xa = ZXP(a);
5411 ZXP(out) = atan2(xa, xb);
5412 );
5413 unit->mPrevB = xb;
5414 }
5415
5416
5417 void hypot_aa(BinaryOpUGen *unit, int inNumSamples)
5418 {
5419 float *out = ZOUT(0);
5420 float *a = ZIN(0);
5421 float *b = ZIN(1);
5422
5423 LOOP1(inNumSamples,
5424 float xa = ZXP(a);
5425 float xb = ZXP(b);
5426 ZXP(out) = hypotf(xa, xb);
5427 );
5428 }
5429
5430 void hypot_ak(BinaryOpUGen *unit, int inNumSamples)
5431 {
5432 float *out = ZOUT(0);
5433 float *a = ZIN(0);
5434 float xb = unit->mPrevB;
5435 float next_b = ZIN0(1);
5436
5437 if (xb == next_b) {
5438 LOOP1(inNumSamples,
5439 float xa = ZXP(a);
5440 ZXP(out) = hypotf(xa, xb);
5441 );
5442 } else {
5443 float slope = CALCSLOPE(next_b, xb);
5444 LOOP1(inNumSamples,
5445 float xa = ZXP(a);
5446 ZXP(out) = hypotf(xa, xb);
5447 xb += slope;
5448 );
5449 unit->mPrevB = xb;
5450 }
5451 }
5452
5453 void hypot_ka(BinaryOpUGen *unit, int inNumSamples)
5454 {
5455 float *out = ZOUT(0);
5456 float xa = unit->mPrevA;
5457 float *b = ZIN(1);
5458 float next_a = ZIN0(0);
5459
5460 if (xa == next_a) {
5461 LOOP1(inNumSamples,
5462 float xb = ZXP(b);
5463 ZXP(out) = hypotf(xa, xb);
5464 );
5465 } else {
5466 float slope = CALCSLOPE(next_a, xa);
5467 LOOP1(inNumSamples,
5468 float xb = ZXP(b);
5469 ZXP(out) = hypotf(xa, xb);
5470 xa += slope;
5471 );
5472 unit->mPrevA = xa;
5473 }
5474 }
5475
5476 void hypot_ia(BinaryOpUGen *unit, int inNumSamples)
5477 {
5478 float *out = ZOUT(0);
5479 float xa = ZIN0(0);
5480 float *b = ZIN(1);
5481
5482 LOOP1(inNumSamples,
5483 float xb = ZXP(b);
5484 ZXP(out) = hypotf(xa, xb);
5485 );
5486 unit->mPrevA = xa;
5487 }
5488
5489
5490 void hypot_ai(BinaryOpUGen *unit, int inNumSamples)
5491 {
5492 float *out = ZOUT(0);
5493 float *a = ZIN(0);
5494 float xb = ZIN0(1);
5495
5496 LOOP1(inNumSamples,
5497 float xa = ZXP(a);
5498 ZXP(out) = hypotf(xa, xb);
5499 );
5500 unit->mPrevB = xb;
5501 }
5502
5503
5504
5505 void hypotx_aa(BinaryOpUGen *unit, int inNumSamples)
5506 {
5507 float *out = ZOUT(0);
5508 float *a = ZIN(0);
5509 float *b = ZIN(1);
5510
5511 LOOP1(inNumSamples,
5512 float xa = ZXP(a);
5513 float xb = ZXP(b);
5514 ZXP(out) = sc_hypotx(xa, xb);
5515 );
5516 }
5517
5518 void hypotx_ak(BinaryOpUGen *unit, int inNumSamples)
5519 {
5520 float *out = ZOUT(0);
5521 float *a = ZIN(0);
5522 float xb = unit->mPrevB;
5523 float next_b = ZIN0(1);
5524
5525 if (xb == next_b) {
5526 LOOP1(inNumSamples,
5527 float xa = ZXP(a);
5528 ZXP(out) = sc_hypotx(xa, xb);
5529 );
5530 } else {
5531 float slope = CALCSLOPE(next_b, xb);
5532 LOOP1(inNumSamples,
5533 float xa = ZXP(a);
5534 ZXP(out) = sc_hypotx(xa, xb);
5535 xb += slope;
5536 );
5537 unit->mPrevB = xb;
5538 }
5539 }
5540
5541 void hypotx_ka(BinaryOpUGen *unit, int inNumSamples)
5542 {
5543 float *out = ZOUT(0);
5544 float xa = unit->mPrevA;
5545 float *b = ZIN(1);
5546 float next_a = ZIN0(0);
5547
5548 if (xa == next_a) {
5549 LOOP1(inNumSamples,
5550 float xb = ZXP(b);
5551 ZXP(out) = sc_hypotx(xa, xb);
5552 );
5553 } else {
5554 float slope = CALCSLOPE(next_a, xa);
5555 LOOP1(inNumSamples,
5556 float xb = ZXP(b);
5557 ZXP(out) = sc_hypotx(xa, xb);
5558 xa += slope;
5559 );
5560 unit->mPrevA = xa;
5561 }
5562 }
5563
5564 void hypotx_ia(BinaryOpUGen *unit, int inNumSamples)
5565 {
5566 float *out = ZOUT(0);
5567 float xa = ZIN0(0);
5568 float *b = ZIN(1);
5569
5570 LOOP1(inNumSamples,
5571 float xb = ZXP(b);
5572 ZXP(out) = sc_hypotx(xa, xb);
5573 );
5574 unit->mPrevA = xa;
5575 }
5576
5577
5578 void hypotx_ai(BinaryOpUGen *unit, int inNumSamples)
5579 {
5580 float *out = ZOUT(0);
5581 float *a = ZIN(0);
5582 float xb = ZIN0(1);
5583
5584 LOOP1(inNumSamples,
5585 float xa = ZXP(a);
5586 ZXP(out) = sc_hypotx(xa, xb);
5587 );
5588 unit->mPrevB = xb;
5589 }
5590
5591 static BinaryOpFunc ChooseOneSampleFunc(BinaryOpUGen *unit)
5592 {
5593 BinaryOpFunc func = &zero_1;
5594
5595 switch (unit->mSpecialIndex) {
5596 //case opSilence2 : func = &zero_1; break;
5597 case opAdd : func = &add_1; break;
5598 case opSub : func = &sub_1; break;
5599 case opMul : func = &mul_1; break;
5600 case opFDiv : func = &div_1; break;
5601 case opMod : func = &mod_1; break;
5602 case opEQ : func = &eq_1; break;
5603 case opNE : func = &neq_1; break;
5604 case opLT : func = &lt_1; break;
5605 case opGT : func = &gt_1; break;
5606 case opLE : func = &le_1; break;
5607 case opGE : func = &ge_1; break;
5608 case opMin : func = &min_1; break;
5609 case opMax : func = &max_1; break;
5610 case opBitAnd : func = &and_1; break;
5611 case opBitOr : func = &or_1; break;
5612 case opBitXor : func = &xor_1; break;
5613 case opShiftRight : func = &rightShift_1; break;
5614 case opShiftLeft : func = &leftShift_1; break;
5615 case opRound : func = &round_1; break;
5616 case opRoundUp : func = &roundUp_1; break;
5617 case opTrunc : func = &trunc_1; break;
5618 case opAtan2 : func = &atan2_1; break;
5619 case opHypot : func = &hypot_1; break;
5620 case opHypotx : func = &hypotx_1; break;
5621 case opPow : func = &pow_1; break;
5622 case opRing1 : func = &ring1_1; break;
5623 case opRing2 : func = &ring2_1; break;
5624 case opRing3 : func = &ring3_1; break;
5625 case opRing4 : func = &ring4_1; break;
5626 case opDifSqr : func = &difsqr_1; break;
5627 case opSumSqr : func = &sumsqr_1; break;
5628 case opSqrSum : func = &sqrsum_1; break;
5629 case opSqrDif : func = &sqrdif_1; break;
5630 case opAbsDif : func = &absdif_1; break;
5631 case opThresh : func = &thresh_1; break;
5632 case opAMClip : func = &amclip_1; break;
5633 case opScaleNeg : func = &scaleneg_1; break;
5634 case opClip2 : func = &clip2_1; break;
5635 case opFold2 : func = &fold2_1; break;
5636 case opWrap2 : func = &wrap2_1; break;
5637 case opExcess : func = &excess_1; break;
5638 case opFirstArg : func = &firstarg_1; break;
5639 //case opSecondArg : func = &secondarg_1; break;
5640 default : func = &add_1; break;
5641 }
5642 return func;
5643 }
5644
5645
5646 static BinaryOpFunc ChooseDemandFunc(BinaryOpUGen *unit)
5647 {
5648 BinaryOpFunc func = &zero_1;
5649
5650 switch (unit->mSpecialIndex) {
5651 //case opSilence2 : func = &zero_d; break;
5652 case opAdd : func = &add_d; break;
5653 case opSub : func = &sub_d; break;
5654 case opMul : func = &mul_d; break;
5655 case opFDiv : func = &div_d; break;
5656 case opMod : func = &mod_d; break;
5657 case opEQ : func = &eq_d; break;
5658 case opNE : func = &neq_d; break;
5659 case opLT : func = &lt_d; break;
5660 case opGT : func = &gt_d; break;
5661 case opLE : func = &le_d; break;
5662 case opGE : func = &ge_d; break;
5663 case opMin : func = &min_d; break;
5664 case opMax : func = &max_d; break;
5665 case opBitAnd : func = &and_d; break;
5666 case opBitOr : func = &or_d; break;
5667 case opBitXor : func = &xor_d; break;
5668 case opShiftRight : func = &rightShift_d; break;
5669 case opShiftLeft : func = &leftShift_d; break;
5670 case opRound : func = &round_d; break;
5671 case opRoundUp : func = &roundUp_d; break;
5672 case opTrunc : func = &trunc_d; break;
5673 case opAtan2 : func = &atan2_d; break;
5674 case opHypot : func = &hypot_d; break;
5675 case opHypotx : func = &hypotx_d; break;
5676 case opPow : func = &pow_d; break;
5677 case opRing1 : func = &ring1_d; break;
5678 case opRing2 : func = &ring2_d; break;
5679 case opRing3 : func = &ring3_d; break;
5680 case opRing4 : func = &ring4_d; break;
5681 case opDifSqr : func = &difsqr_d; break;
5682 case opSumSqr : func = &sumsqr_d; break;
5683 case opSqrSum : func = &sqrsum_d; break;
5684 case opSqrDif : func = &sqrdif_d; break;
5685 case opAbsDif : func = &absdif_d; break;
5686 case opThresh : func = &thresh_d; break;
5687 case opAMClip : func = &amclip_d; break;
5688 case opScaleNeg : func = &scaleneg_d; break;
5689 case opClip2 : func = &clip2_d; break;
5690 case opFold2 : func = &fold2_d; break;
5691 case opWrap2 : func = &wrap2_d; break;
5692 case opExcess : func = &excess_d; break;
5693 case opFirstArg : func = &firstarg_d; break;
5694 //case opSecondArg : func = &secondarg_d; break;
5695 default : func = &add_d; break;
5696 }
5697 return func;
5698 }
5699
5700
5701 static BinaryOpFunc ChooseNormalFunc(BinaryOpUGen *unit)
5702 {
5703 BinaryOpFunc func = &zero_1;
5704
5705 int rateA = INRATE(0);
5706 int rateB = INRATE(1);
5707
5708 switch (rateA) {
5709 case calc_FullRate:
5710 switch (rateB) {
5711 case calc_FullRate:
5712 switch (unit->mSpecialIndex) {
5713 //case opSilence2 : func = &zero_aa; break;
5714 case opAdd : func = &add_aa; break;
5715 case opSub : func = &sub_aa; break;
5716 case opMul : func = &mul_aa; break;
5717 case opFDiv : func = &div_aa; break;
5718 case opMod : func = &mod_aa; break;
5719 case opEQ : func = &eq_aa; break;
5720 case opNE : func = &neq_aa; break;
5721 case opLT : func = &lt_aa; break;
5722 case opGT : func = &gt_aa; break;
5723 case opLE : func = &le_aa; break;
5724 case opGE : func = &ge_aa; break;
5725 case opMin : func = &min_aa; break;
5726 case opMax : func = &max_aa; break;
5727 case opBitAnd : func = &and_aa; break;
5728 case opBitOr : func = &or_aa; break;
5729 case opBitXor : func = &xor_aa; break;
5730 case opShiftRight : func = &rightShift_aa; break;
5731 case opShiftLeft : func = &leftShift_aa; break;
5732 case opRound : func = &round_aa; break;
5733 case opRoundUp : func = &roundUp_aa; break;
5734 case opTrunc : func = &trunc_aa; break;
5735 case opAtan2 : func = &atan2_aa; break;
5736 case opHypot : func = &hypot_aa; break;
5737 case opHypotx : func = &hypotx_aa; break;
5738 case opPow : func = &pow_aa; break;
5739 case opRing1 : func = &ring1_aa; break;
5740 case opRing2 : func = &ring2_aa; break;
5741 case opRing3 : func = &ring3_aa; break;
5742 case opRing4 : func = &ring4_aa; break;
5743 case opDifSqr : func = &difsqr_aa; break;
5744 case opSumSqr : func = &sumsqr_aa; break;
5745 case opSqrSum : func = &sqrsum_aa; break;
5746 case opSqrDif : func = &sqrdif_aa; break;
5747 case opAbsDif : func = &absdif_aa; break;
5748 case opThresh : func = &thresh_aa; break;
5749 case opAMClip : func = &amclip_aa; break;
5750 case opScaleNeg : func = &scaleneg_aa; break;
5751 case opClip2 : func = &clip2_aa; break;
5752 case opFold2 : func = &fold2_aa; break;
5753 case opWrap2 : func = &wrap2_aa; break;
5754 case opExcess : func = &excess_aa; break;
5755 case opFirstArg : func = &firstarg_aa; break;
5756 //case opSecondArg : func = &secondarg_aa; break;
5757 default : func = &add_aa; break;
5758 }
5759 break;
5760 case calc_BufRate :
5761 switch (unit->mSpecialIndex) {
5762 //case opSilence2 : func = &zero_aa; break;
5763 case opAdd : func = &add_ak; break;
5764 case opSub : func = &sub_ak; break;
5765 case opMul : func = &mul_ak; break;
5766 case opFDiv : func = &div_ak; break;
5767 case opMod : func = &mod_ak; break;
5768 case opEQ : func = &eq_ak; break;
5769 case opNE : func = &neq_ak; break;
5770 case opLT : func = &lt_ak; break;
5771 case opGT : func = &gt_ak; break;
5772 case opLE : func = &le_ak; break;
5773 case opGE : func = &ge_ak; break;
5774 case opMin : func = &min_ak; break;
5775 case opMax : func = &max_ak; break;
5776 case opBitAnd : func = &and_ak; break;
5777 case opBitOr : func = &or_ak; break;
5778 case opBitXor : func = &xor_ak; break;
5779 case opShiftRight : func = &rightShift_ak; break;
5780 case opShiftLeft : func = &leftShift_ak; break;
5781 case opRound : func = &round_ak; break;
5782 case opRoundUp : func = &roundUp_ak; break;
5783 case opTrunc : func = &trunc_ak; break;
5784 case opAtan2 : func = &atan2_ak; break;
5785 case opHypot : func = &hypot_ak; break;
5786 case opHypotx : func = &hypotx_ak; break;
5787 case opPow : func = &pow_ak; break;
5788 case opRing1 : func = &ring1_ak; break;
5789 case opRing2 : func = &ring2_ak; break;
5790 case opRing3 : func = &ring3_ak; break;
5791 case opRing4 : func = &ring4_ak; break;
5792 case opDifSqr : func = &difsqr_ak; break;
5793 case opSumSqr : func = &sumsqr_ak; break;
5794 case opSqrSum : func = &sqrsum_ak; break;
5795 case opSqrDif : func = &sqrdif_ak; break;
5796 case opAbsDif : func = &absdif_ak; break;
5797 case opThresh : func = &thresh_ak; break;
5798 case opAMClip : func = &amclip_ak; break;
5799 case opScaleNeg : func = &scaleneg_ak; break;
5800 case opClip2 : func = &clip2_ak; break;
5801 case opFold2 : func = &fold2_ak; break;
5802 case opWrap2 : func = &wrap2_ak; break;
5803 case opExcess : func = &excess_ak; break;
5804 case opFirstArg : func = &firstarg_aa; break;
5805 //case opSecondArg : func = &secondarg_aa; break;
5806 default : func = &add_ak; break;
5807 }
5808 break;
5809 case calc_ScalarRate :
5810 switch (unit->mSpecialIndex) {
5811 //case opSilence2 : func = &zero_aa; break;
5812 case opAdd : func = &add_ai; break;
5813 case opSub : func = &sub_ai; break;
5814 case opMul : func = &mul_ai; break;
5815 case opFDiv : func = &div_ai; break;
5816 case opMod : func = &mod_ai; break;
5817 case opEQ : func = &eq_ai; break;
5818 case opNE : func = &neq_ai; break;
5819 case opLT : func = &lt_ai; break;
5820 case opGT : func = &gt_ai; break;
5821 case opLE : func = &le_ai; break;
5822 case opGE : func = &ge_ai; break;
5823 case opMin : func = &min_ai; break;
5824 case opMax : func = &max_ai; break;
5825 case opBitAnd : func = &and_ai; break;
5826 case opBitOr : func = &or_ai; break;
5827 case opBitXor : func = &xor_ai; break;
5828 case opShiftRight : func = &rightShift_ai; break;
5829 case opShiftLeft : func = &leftShift_ai; break;
5830 case opRound : func = &round_ai; break;
5831 case opRoundUp : func = &roundUp_ai; break;
5832 case opTrunc : func = &trunc_ai; break;
5833 case opAtan2 : func = &atan2_ai; break;
5834 case opHypot : func = &hypot_ai; break;
5835 case opHypotx : func = &hypotx_ai; break;
5836 case opPow : func = &pow_ai; break;
5837 case opRing1 : func = &ring1_ai; break;
5838 case opRing2 : func = &ring2_ai; break;
5839 case opRing3 : func = &ring3_ai; break;
5840 case opRing4 : func = &ring4_ai; break;
5841 case opDifSqr : func = &difsqr_ai; break;
5842 case opSumSqr : func = &sumsqr_ai; break;
5843 case opSqrSum : func = &sqrsum_ai; break;
5844 case opSqrDif : func = &sqrdif_ai; break;
5845 case opAbsDif : func = &absdif_ai; break;
5846 case opThresh : func = &thresh_ai; break;
5847 case opAMClip : func = &amclip_ai; break;
5848 case opScaleNeg : func = &scaleneg_ai; break;
5849 case opClip2 : func = &clip2_ai; break;
5850 case opFold2 : func = &fold2_ai; break;
5851 case opWrap2 : func = &wrap2_ai; break;
5852 case opExcess : func = &excess_ai; break;
5853 case opFirstArg : func = &firstarg_aa; break;
5854 //case opSecondArg : func = &secondarg_aa; break;
5855 default : func = &add_ai; break;
5856 }
5857 }
5858 break;
5859 case calc_BufRate :
5860 if (rateB == calc_FullRate) {
5861 switch (unit->mSpecialIndex) {
5862 //case opSilence2 : func = &zero_aa; break;
5863 case opAdd : func = &add_ka; break;
5864 case opSub : func = &sub_ka; break;
5865 case opMul : func = &mul_ka; break;
5866 case opFDiv : func = &div_ka; break;
5867 case opMod : func = &mod_ka; break;
5868 case opEQ : func = &eq_ka; break;
5869 case opNE : func = &neq_ka; break;
5870 case opLT : func = &lt_ka; break;
5871 case opGT : func = &gt_ka; break;
5872 case opLE : func = &le_ka; break;
5873 case opGE : func = &ge_ka; break;
5874 case opMin : func = &min_ka; break;
5875 case opMax : func = &max_ka; break;
5876 case opBitAnd : func = &and_ka; break;
5877 case opBitOr : func = &or_ka; break;
5878 case opBitXor : func = &xor_ka; break;
5879 case opShiftRight : func = &rightShift_ka; break;
5880 case opShiftLeft : func = &leftShift_ka; break;
5881 case opRound : func = &round_ka; break;
5882 case opRoundUp : func = &roundUp_ka; break;
5883 case opTrunc : func = &trunc_ka; break;
5884 case opAtan2 : func = &atan2_ka; break;
5885 case opHypot : func = &hypot_ka; break;
5886 case opHypotx : func = &hypotx_ka; break;
5887 case opPow : func = &pow_ka; break;
5888 case opRing1 : func = &ring1_ka; break;
5889 case opRing2 : func = &ring2_ka; break;
5890 case opRing3 : func = &ring3_ka; break;
5891 case opRing4 : func = &ring4_ka; break;
5892 case opDifSqr : func = &difsqr_ka; break;
5893 case opSumSqr : func = &sumsqr_ka; break;
5894 case opSqrSum : func = &sqrsum_ka; break;
5895 case opSqrDif : func = &sqrdif_ka; break;
5896 case opAbsDif : func = &absdif_ka; break;
5897 case opThresh : func = &thresh_ka; break;
5898 case opAMClip : func = &amclip_ka; break;
5899 case opScaleNeg : func = &scaleneg_ka; break;
5900 case opClip2 : func = &clip2_ka; break;
5901 case opFold2 : func = &fold2_ka; break;
5902 case opWrap2 : func = &wrap2_ka; break;
5903 case opExcess : func = &excess_ka; break;
5904 //case opFirstArg : func = &firstarg_aa; break;
5905 //case opSecondArg : func = &secondarg_aa; break;
5906 default : func = &add_ka; break;
5907 }
5908 } else {
5909 // this should have been caught by mBufLength == 1
5910 func = &zero_aa;
5911 }
5912 break;
5913 case calc_ScalarRate :
5914 if (rateB == calc_FullRate) {
5915 switch (unit->mSpecialIndex) {
5916 //case opSilence2 : func = &zero_aa; break;
5917 case opAdd : func = &add_ia; break;
5918 case opSub : func = &sub_ia; break;
5919 case opMul : func = &mul_ia; break;
5920 case opFDiv : func = &div_ia; break;
5921 case opMod : func = &mod_ia; break;
5922 case opEQ : func = &eq_ia; break;
5923 case opNE : func = &neq_ia; break;
5924 case opLT : func = &lt_ia; break;
5925 case opGT : func = &gt_ia; break;
5926 case opLE : func = &le_ia; break;
5927 case opGE : func = &ge_ia; break;
5928 case opMin : func = &min_ia; break;
5929 case opMax : func = &max_ia; break;
5930 case opBitAnd : func = &and_ia; break;
5931 case opBitOr : func = &or_ia; break;
5932 case opBitXor : func = &xor_ia; break;
5933 case opShiftRight : func = &rightShift_ia; break;
5934 case opShiftLeft : func = &leftShift_ia; break;
5935 case opRound : func = &round_ia; break;
5936 case opRoundUp : func = &roundUp_ia; break;
5937 case opTrunc : func = &trunc_ia; break;
5938 case opAtan2 : func = &atan2_ia; break;
5939 case opHypot : func = &hypot_ia; break;
5940 case opHypotx : func = &hypotx_ia; break;
5941 case opPow : func = &pow_ia; break;
5942 case opRing1 : func = &ring1_ia; break;
5943 case opRing2 : func = &ring2_ia; break;
5944 case opRing3 : func = &ring3_ia; break;
5945 case opRing4 : func = &ring4_ia; break;
5946 case opDifSqr : func = &difsqr_ia; break;
5947 case opSumSqr : func = &sumsqr_ia; break;
5948 case opSqrSum : func = &sqrsum_ia; break;
5949 case opSqrDif : func = &sqrdif_ia; break;
5950 case opAbsDif : func = &absdif_ia; break;
5951 case opThresh : func = &thresh_ia; break;
5952 case opAMClip : func = &amclip_ia; break;
5953 case opScaleNeg : func = &scaleneg_ia; break;
5954 case opClip2 : func = &clip2_ia; break;
5955 case opFold2 : func = &fold2_ia; break;
5956 case opWrap2 : func = &wrap2_ia; break;
5957 case opExcess : func = &excess_ia; break;
5958 //case opFirstArg : func = &firstarg_aa; break;
5959 //case opSecondArg : func = &secondarg_aa; break;
5960 default : func = &add_ia; break;
5961 }
5962 } else {
5963 // this should have been caught by mBufLength == 1
5964 func = &zero_aa;
5965 }
5966 break;
5967 }
5968
5969 return func;
5970 }
5971
5972 #ifdef NOVA_SIMD
5973 static BinaryOpFunc ChooseNovaSimdFunc_64(BinaryOpUGen *unit)
5974 {
5975 BinaryOpFunc func = &zero_1;
5976
5977 int rateA = INRATE(0);
5978 int rateB = INRATE(1);
5979
5980 switch (rateA) {
5981 case calc_FullRate:
5982 switch (rateB) {
5983 case calc_FullRate:
5984 switch (unit->mSpecialIndex) {
5985 //case opSilence2 : func = &zero_aa; break;
5986 case opAdd : func = &add_aa_nova_64; break;
5987 case opSub : func = &sub_aa_nova_64; break;
5988 case opMul : func = &mul_aa_nova_64; break;
5989 case opFDiv : func = &div_aa_nova; break;
5990 case opMod : func = &mod_aa; break;
5991 case opEQ : func = &eq_aa_nova_64; break;
5992 case opNE : func = &neq_aa_nova_64; break;
5993 case opLT : func = &lt_aa_nova_64; break;
5994 case opGT : func = &gt_aa_nova_64; break;
5995 case opLE : func = &le_aa_nova_64; break;
5996 case opGE : func = &ge_aa_nova_64; break;
5997 case opMin : func = &min_aa_nova_64; break;
5998 case opMax : func = &max_aa_nova_64; break;
5999 case opBitAnd : func = &and_aa; break;
6000 case opBitOr : func = &or_aa; break;
6001 case opBitXor : func = &xor_aa; break;
6002 case opShiftRight : func = &rightShift_aa; break;
6003 case opShiftLeft : func = &leftShift_aa; break;
6004 case opRound : func = &round_aa; break;
6005 case opRoundUp : func = &roundUp_aa; break;
6006 case opTrunc : func = &trunc_aa; break;
6007 case opAtan2 : func = &atan2_aa; break;
6008 case opHypot : func = &hypot_aa; break;
6009 case opHypotx : func = &hypotx_aa; break;
6010 case opPow : func = &pow_aa_nova; break;
6011 case opRing1 : func = &ring1_aa; break;
6012 case opRing2 : func = &ring2_aa; break;
6013 case opRing3 : func = &ring3_aa; break;
6014 case opRing4 : func = &ring4_aa; break;
6015 case opDifSqr : func = &difsqr_aa; break;
6016 case opSumSqr : func = &sumsqr_aa; break;
6017 case opSqrSum : func = &sqrsum_aa; break;
6018 case opSqrDif : func = &sqrdif_aa; break;
6019 case opAbsDif : func = &absdif_aa; break;
6020 case opThresh : func = &thresh_aa; break;
6021 case opAMClip : func = &amclip_aa; break;
6022 case opScaleNeg : func = &scaleneg_aa; break;
6023 case opClip2 : func = &clip2_aa_nova_64; break;
6024 case opFold2 : func = &fold2_aa; break;
6025 case opWrap2 : func = &wrap2_aa; break;
6026 case opExcess : func = &excess_aa; break;
6027 case opFirstArg : func = &firstarg_aa_nova; break;
6028 //case opSecondArg : func = &secondarg_aa_nova; break;
6029 default : func = &add_aa; break;
6030 }
6031 break;
6032 case calc_BufRate :
6033 switch (unit->mSpecialIndex) {
6034 //case opSilence2 : func = &zero_aa; break;
6035 case opAdd : func = &add_ak_nova_64; break;
6036 case opSub : func = &sub_ak_nova_64; break;
6037 case opMul : func = &mul_ak_nova_64; break;
6038 case opFDiv : func = &div_ak_nova; break;
6039 case opMod : func = &mod_ak; break;
6040 case opEQ : func = &eq_ak_nova_64; break;
6041 case opNE : func = &neq_ak_nova_64; break;
6042 case opLT : func = &lt_ak_nova_64; break;
6043 case opGT : func = &gt_ak_nova_64; break;
6044 case opLE : func = &le_ak_nova_64; break;
6045 case opGE : func = &ge_ak_nova_64; break;
6046 case opMin : func = &min_ak_nova_64; break;
6047 case opMax : func = &max_ak_nova_64; break;
6048 case opBitAnd : func = &and_ak; break;
6049 case opBitOr : func = &or_ak; break;
6050 case opBitXor : func = &xor_ak; break;
6051 case opShiftRight : func = &rightShift_ak; break;
6052 case opShiftLeft : func = &leftShift_ak; break;
6053 case opRound : func = &round_ak; break;
6054 case opRoundUp : func = &roundUp_ak; break;
6055 case opTrunc : func = &trunc_ak; break;
6056 case opAtan2 : func = &atan2_ak; break;
6057 case opHypot : func = &hypot_ak; break;
6058 case opHypotx : func = &hypotx_ak; break;
6059 case opPow : func = &pow_ak_nova; break;
6060 case opRing1 : func = &ring1_ak; break;
6061 case opRing2 : func = &ring2_ak; break;
6062 case opRing3 : func = &ring3_ak; break;
6063 case opRing4 : func = &ring4_ak; break;
6064 case opDifSqr : func = &difsqr_ak; break;
6065 case opSumSqr : func = &sumsqr_ak; break;
6066 case opSqrSum : func = &sqrsum_ak; break;
6067 case opSqrDif : func = &sqrdif_ak; break;
6068 case opAbsDif : func = &absdif_ak; break;
6069 case opThresh : func = &thresh_ak; break;
6070 case opAMClip : func = &amclip_ak; break;
6071 case opScaleNeg : func = &scaleneg_ak; break;
6072 case opClip2 : func = &clip2_ak_nova_64; break;
6073 case opFold2 : func = &fold2_ak; break;
6074 case opWrap2 : func = &wrap2_ak; break;
6075 case opExcess : func = &excess_ak; break;
6076 case opFirstArg : func = &firstarg_aa; break;
6077 //case opSecondArg : func = &secondarg_aa; break;
6078 default : func = &add_ak; break;
6079 }
6080 break;
6081 case calc_ScalarRate :
6082 switch (unit->mSpecialIndex) {
6083 //case opSilence2 : func = &zero_aa; break;
6084 case opAdd : func = &add_ai_nova_64; break;
6085 case opSub : func = &sub_ai_nova_64; break;
6086 case opMul : func = &mul_ai_nova_64; break;
6087 case opFDiv : func = &div_ai_nova; break;
6088 case opMod : func = &mod_ai; break;
6089 case opEQ : func = &eq_ai_nova_64; break;
6090 case opNE : func = &neq_ai_nova_64; break;
6091 case opLT : func = &lt_ai_nova_64; break;
6092 case opGT : func = &gt_ai_nova_64; break;
6093 case opLE : func = &le_ai_nova_64; break;
6094 case opGE : func = &ge_ai_nova_64; break;
6095 case opMin : func = &min_ai_nova_64; break;
6096 case opMax : func = &max_ai_nova_64; break;
6097 case opBitAnd : func = &and_ai; break;
6098 case opBitOr : func = &or_ai; break;
6099 case opBitXor : func = &xor_ai; break;
6100 case opShiftRight : func = &rightShift_ai; break;
6101 case opShiftLeft : func = &leftShift_ai; break;
6102 case opRound : func = &round_ai; break;
6103 case opRoundUp : func = &roundUp_ai; break;
6104 case opTrunc : func = &trunc_ai; break;
6105 case opAtan2 : func = &atan2_ai; break;
6106 case opHypot : func = &hypot_ai; break;
6107 case opHypotx : func = &hypotx_ai; break;
6108 case opPow : func = &pow_ai_nova; break;
6109 case opRing1 : func = &ring1_ai; break;
6110 case opRing2 : func = &ring2_ai; break;
6111 case opRing3 : func = &ring3_ai; break;
6112 case opRing4 : func = &ring4_ai; break;
6113 case opDifSqr : func = &difsqr_ai; break;
6114 case opSumSqr : func = &sumsqr_ai; break;
6115 case opSqrSum : func = &sqrsum_ai; break;
6116 case opSqrDif : func = &sqrdif_ai; break;
6117 case opAbsDif : func = &absdif_ai; break;
6118 case opThresh : func = &thresh_ai; break;
6119 case opAMClip : func = &amclip_ai; break;
6120 case opScaleNeg : func = &scaleneg_ai; break;
6121 case opClip2 : func = &clip2_ai_nova_64; break;
6122 case opFold2 : func = &fold2_ai; break;
6123 case opWrap2 : func = &wrap2_ai; break;
6124 case opExcess : func = &excess_ai; break;
6125 case opFirstArg : func = &firstarg_aa; break;
6126 //case opSecondArg : func = &secondarg_aa; break;
6127 default : func = &add_ai; break;
6128 }
6129 }
6130 break;
6131 case calc_BufRate :
6132 if (rateB == calc_FullRate) {
6133 switch (unit->mSpecialIndex) {
6134 //case opSilence2 : func = &zero_aa; break;
6135 case opAdd : func = &add_ka_nova_64; break;
6136 case opSub : func = &sub_ka_nova_64; break;
6137 case opMul : func = &mul_ka_nova_64; break;
6138 case opFDiv : func = &div_ka_nova; break;
6139 case opMod : func = &mod_ka; break;
6140 case opEQ : func = &eq_ka_nova_64; break;
6141 case opNE : func = &neq_ka_nova_64; break;
6142 case opLT : func = &lt_ka_nova_64; break;
6143 case opGT : func = &gt_ka_nova_64; break;
6144 case opLE : func = &le_ka_nova_64; break;
6145 case opGE : func = &ge_ka_nova_64; break;
6146 case opMin : func = &min_ka_nova_64; break;
6147 case opMax : func = &max_ka_nova_64; break;
6148 case opBitAnd : func = &and_ka; break;
6149 case opBitOr : func = &or_ka; break;
6150 case opBitXor : func = &xor_ka; break;
6151 case opShiftRight : func = &rightShift_ka; break;
6152 case opShiftLeft : func = &leftShift_ka; break;
6153 case opRound : func = &round_ka; break;
6154 case opRoundUp : func = &roundUp_ka; break;
6155 case opTrunc : func = &trunc_ka; break;
6156 case opAtan2 : func = &atan2_ka; break;
6157 case opHypot : func = &hypot_ka; break;
6158 case opHypotx : func = &hypotx_ka; break;
6159 case opPow : func = &pow_ka_nova; break;
6160 case opRing1 : func = &ring1_ka; break;
6161 case opRing2 : func = &ring2_ka; break;
6162 case opRing3 : func = &ring3_ka; break;
6163 case opRing4 : func = &ring4_ka; break;
6164 case opDifSqr : func = &difsqr_ka; break;
6165 case opSumSqr : func = &sumsqr_ka; break;
6166 case opSqrSum : func = &sqrsum_ka; break;
6167 case opSqrDif : func = &sqrdif_ka; break;
6168 case opAbsDif : func = &absdif_ka; break;
6169 case opThresh : func = &thresh_ka; break;
6170 case opAMClip : func = &amclip_ka; break;
6171 case opScaleNeg : func = &scaleneg_ka; break;
6172 case opClip2 : func = &clip2_ka_nova_64; break;
6173 case opFold2 : func = &fold2_ka; break;
6174 case opWrap2 : func = &wrap2_ka; break;
6175 case opExcess : func = &excess_ka; break;
6176 //case opFirstArg : func = &firstarg_aa; break;
6177 //case opSecondArg : func = &secondarg_aa; break;
6178 default : func = &add_ka; break;
6179 }
6180 } else {
6181 // this should have been caught by mBufLength == 1
6182 func = &zero_aa;
6183 }
6184 break;
6185 case calc_ScalarRate :
6186 if (rateB == calc_FullRate) {
6187 switch (unit->mSpecialIndex) {
6188 //case opSilence2 : func = &zero_aa; break;
6189 case opAdd : func = &add_ia_nova_64; break;
6190 case opSub : func = &sub_ia_nova_64; break;
6191 case opMul : func = &mul_ia_nova_64; break;
6192 case opFDiv : func = &div_ia_nova; break;
6193 case opMod : func = &mod_ia; break;
6194 case opEQ : func = &eq_ia_nova_64; break;
6195 case opNE : func = &neq_ia_nova_64; break;
6196 case opLT : func = &lt_ia_nova_64; break;
6197 case opGT : func = &gt_ia_nova_64; break;
6198 case opLE : func = &le_ia_nova_64; break;
6199 case opGE : func = &ge_ia_nova_64; break;
6200 case opMin : func = &min_ia_nova_64; break;
6201 case opMax : func = &max_ia_nova_64; break;
6202 case opBitAnd : func = &and_ia; break;
6203 case opBitOr : func = &or_ia; break;
6204 case opBitXor : func = &xor_ia; break;
6205 case opShiftRight : func = &rightShift_ia; break;
6206 case opShiftLeft : func = &leftShift_ia; break;
6207 case opRound : func = &round_ia; break;
6208 case opRoundUp : func = &roundUp_ia; break;
6209 case opTrunc : func = &trunc_ia; break;
6210 case opAtan2 : func = &atan2_ia; break;
6211 case opHypot : func = &hypot_ia; break;
6212 case opHypotx : func = &hypotx_ia; break;
6213 case opPow : func = &pow_ia_nova; break;
6214 case opRing1 : func = &ring1_ia; break;
6215 case opRing2 : func = &ring2_ia; break;
6216 case opRing3 : func = &ring3_ia; break;
6217 case opRing4 : func = &ring4_ia; break;
6218 case opDifSqr : func = &difsqr_ia; break;
6219 case opSumSqr : func = &sumsqr_ia; break;
6220 case opSqrSum : func = &sqrsum_ia; break;
6221 case opSqrDif : func = &sqrdif_ia; break;
6222 case opAbsDif : func = &absdif_ia; break;
6223 case opThresh : func = &thresh_ia; break;
6224 case opAMClip : func = &amclip_ia; break;
6225 case opScaleNeg : func = &scaleneg_ia; break;
6226 case opClip2 : func = &clip2_ia_nova_64; break;
6227 case opFold2 : func = &fold2_ia; break;
6228 case opWrap2 : func = &wrap2_ia; break;
6229 case opExcess : func = &excess_ia; break;
6230 //case opFirstArg : func = &firstarg_aa; break;
6231 //case opSecondArg : func = &secondarg_aa; break;
6232 default : func = &add_ia; break;
6233 }
6234 } else {
6235 // this should have been caught by mBufLength == 1
6236 func = &zero_aa;
6237 }
6238 break;
6239 }
6240
6241 return func;
6242 }
6243
6244
6245 static BinaryOpFunc ChooseNovaSimdFunc(BinaryOpUGen *unit)
6246 {
6247 if (BUFLENGTH == 64)
6248 return ChooseNovaSimdFunc_64(unit);
6249
6250 BinaryOpFunc func = &zero_1;
6251
6252 int rateA = INRATE(0);
6253 int rateB = INRATE(1);
6254
6255 switch (rateA) {
6256 case calc_FullRate:
6257 switch (rateB) {
6258 case calc_FullRate:
6259 switch (unit->mSpecialIndex) {
6260 //case opSilence2 : func = &zero_aa; break;
6261 case opAdd : func = &add_aa_nova; break;
6262 case opSub : func = &sub_aa_nova; break;
6263 case opMul : func = &mul_aa_nova; break;
6264 case opFDiv : func = &div_aa_nova; break;
6265 case opMod : func = &mod_aa; break;
6266 case opEQ : func = &eq_aa_nova; break;
6267 case opNE : func = &neq_aa_nova; break;
6268 case opLT : func = &lt_aa_nova; break;
6269 case opGT : func = &gt_aa_nova; break;
6270 case opLE : func = &le_aa_nova; break;
6271 case opGE : func = &ge_aa_nova; break;
6272 case opMin : func = &min_aa_nova; break;
6273 case opMax : func = &max_aa_nova; break;
6274 case opBitAnd : func = &and_aa; break;
6275 case opBitOr : func = &or_aa; break;
6276 case opBitXor : func = &xor_aa; break;
6277 case opShiftRight : func = &rightShift_aa; break;
6278 case opShiftLeft : func = &leftShift_aa; break;
6279 case opRound : func = &round_aa; break;
6280 case opRoundUp : func = &roundUp_aa; break;
6281 case opTrunc : func = &trunc_aa; break;
6282 case opAtan2 : func = &atan2_aa; break;
6283 case opHypot : func = &hypot_aa; break;
6284 case opHypotx : func = &hypotx_aa; break;
6285 case opPow : func = &pow_aa_nova; break;
6286 case opRing1 : func = &ring1_aa; break;
6287 case opRing2 : func = &ring2_aa; break;
6288 case opRing3 : func = &ring3_aa; break;
6289 case opRing4 : func = &ring4_aa; break;
6290 case opDifSqr : func = &difsqr_aa; break;
6291 case opSumSqr : func = &sumsqr_aa; break;
6292 case opSqrSum : func = &sqrsum_aa; break;
6293 case opSqrDif : func = &sqrdif_aa; break;
6294 case opAbsDif : func = &absdif_aa; break;
6295 case opThresh : func = &thresh_aa; break;
6296 case opAMClip : func = &amclip_aa; break;
6297 case opScaleNeg : func = &scaleneg_aa; break;
6298 case opClip2 : func = &clip2_aa_nova; break;
6299 case opFold2 : func = &fold2_aa; break;
6300 case opWrap2 : func = &wrap2_aa; break;
6301 case opExcess : func = &excess_aa; break;
6302 case opFirstArg : func = &firstarg_aa_nova; break;
6303 //case opSecondArg : func = &secondarg_aa_nova; break;
6304 default : func = &add_aa; break;
6305 }
6306 break;
6307 case calc_BufRate :
6308 switch (unit->mSpecialIndex) {
6309 //case opSilence2 : func = &zero_aa; break;
6310 case opAdd : func = &add_ak_nova; break;
6311 case opSub : func = &sub_ak_nova; break;
6312 case opMul : func = &mul_ak_nova; break;
6313 case opFDiv : func = &div_ak_nova; break;
6314 case opMod : func = &mod_ak; break;
6315 case opEQ : func = &eq_ak_nova; break;
6316 case opNE : func = &neq_ak_nova; break;
6317 case opLT : func = &lt_ak_nova; break;
6318 case opGT : func = &gt_ak_nova; break;
6319 case opLE : func = &le_ak_nova; break;
6320 case opGE : func = &ge_ak_nova; break;
6321 case opMin : func = &min_ak_nova; break;
6322 case opMax : func = &max_ak_nova; break;
6323 case opBitAnd : func = &and_ak; break;
6324 case opBitOr : func = &or_ak; break;
6325 case opBitXor : func = &xor_ak; break;
6326 case opShiftRight : func = &rightShift_ak; break;
6327 case opShiftLeft : func = &leftShift_ak; break;
6328 case opRound : func = &round_ak; break;
6329 case opRoundUp : func = &roundUp_ak; break;
6330 case opTrunc : func = &trunc_ak; break;
6331 case opAtan2 : func = &atan2_ak; break;
6332 case opHypot : func = &hypot_ak; break;
6333 case opHypotx : func = &hypotx_ak; break;
6334 case opPow : func = &pow_ak_nova; break;
6335 case opRing1 : func = &ring1_ak; break;
6336 case opRing2 : func = &ring2_ak; break;
6337 case opRing3 : func = &ring3_ak; break;
6338 case opRing4 : func = &ring4_ak; break;
6339 case opDifSqr : func = &difsqr_ak; break;
6340 case opSumSqr : func = &sumsqr_ak; break;
6341 case opSqrSum : func = &sqrsum_ak; break;
6342 case opSqrDif : func = &sqrdif_ak; break;
6343 case opAbsDif : func = &absdif_ak; break;
6344 case opThresh : func = &thresh_ak; break;
6345 case opAMClip : func = &amclip_ak; break;
6346 case opScaleNeg : func = &scaleneg_ak; break;
6347 case opClip2 : func = &clip2_ak_nova; break;
6348 case opFold2 : func = &fold2_ak; break;
6349 case opWrap2 : func = &wrap2_ak; break;
6350 case opExcess : func = &excess_ak; break;
6351 case opFirstArg : func = &firstarg_aa; break;
6352 //case opSecondArg : func = &secondarg_aa; break;
6353 default : func = &add_ak; break;
6354 }
6355 break;
6356 case calc_ScalarRate :
6357 switch (unit->mSpecialIndex) {
6358 //case opSilence2 : func = &zero_aa; break;
6359 case opAdd : func = &add_ai_nova; break;
6360 case opSub : func = &sub_ai_nova; break;
6361 case opMul : func = &mul_ai_nova; break;
6362 case opFDiv : func = &div_ai_nova; break;
6363 case opMod : func = &mod_ai; break;
6364 case opEQ : func = &eq_ai_nova; break;
6365 case opNE : func = &neq_ai_nova; break;
6366 case opLT : func = &lt_ai_nova; break;
6367 case opGT : func = &gt_ai_nova; break;
6368 case opLE : func = &le_ai_nova; break;
6369 case opGE : func = &ge_ai_nova; break;
6370 case opMin : func = &min_ai_nova; break;
6371 case opMax : func = &max_ai_nova; break;
6372 case opBitAnd : func = &and_ai; break;
6373 case opBitOr : func = &or_ai; break;
6374 case opBitXor : func = &xor_ai; break;
6375 case opShiftRight : func = &rightShift_ai; break;
6376 case opShiftLeft : func = &leftShift_ai; break;
6377 case opRound : func = &round_ai; break;
6378 case opRoundUp : func = &roundUp_ai; break;
6379 case opTrunc : func = &trunc_ai; break;
6380 case opAtan2 : func = &atan2_ai; break;
6381 case opHypot : func = &hypot_ai; break;
6382 case opHypotx : func = &hypotx_ai; break;
6383 case opPow : func = &pow_ai_nova; break;
6384 case opRing1 : func = &ring1_ai; break;
6385 case opRing2 : func = &ring2_ai; break;
6386 case opRing3 : func = &ring3_ai; break;
6387 case opRing4 : func = &ring4_ai; break;
6388 case opDifSqr : func = &difsqr_ai; break;
6389 case opSumSqr : func = &sumsqr_ai; break;
6390 case opSqrSum : func = &sqrsum_ai; break;
6391 case opSqrDif : func = &sqrdif_ai; break;
6392 case opAbsDif : func = &absdif_ai; break;
6393 case opThresh : func = &thresh_ai; break;
6394 case opAMClip : func = &amclip_ai; break;
6395 case opScaleNeg : func = &scaleneg_ai; break;
6396 case opClip2 : func = &clip2_ai_nova; break;
6397 case opFold2 : func = &fold2_ai; break;
6398 case opWrap2 : func = &wrap2_ai; break;
6399 case opExcess : func = &excess_ai; break;
6400 case opFirstArg : func = &firstarg_aa; break;
6401 //case opSecondArg : func = &secondarg_aa; break;
6402 default : func = &add_ai; break;
6403 }
6404 }
6405 break;
6406 case calc_BufRate :
6407 if (rateB == calc_FullRate) {
6408 switch (unit->mSpecialIndex) {
6409 //case opSilence2 : func = &zero_aa; break;
6410 case opAdd : func = &add_ka_nova; break;
6411 case opSub : func = &sub_ka_nova; break;
6412 case opMul : func = &mul_ka_nova; break;
6413 case opFDiv : func = &div_ka_nova; break;
6414 case opMod : func = &mod_ka; break;
6415 case opEQ : func = &eq_ka_nova; break;
6416 case opNE : func = &neq_ka_nova; break;
6417 case opLT : func = &lt_ka_nova; break;
6418 case opGT : func = &gt_ka_nova; break;
6419 case opLE : func = &le_ka_nova; break;
6420 case opGE : func = &ge_ka_nova; break;
6421 case opMin : func = &min_ka_nova; break;
6422 case opMax : func = &max_ka_nova; break;
6423 case opBitAnd : func = &and_ka; break;
6424 case opBitOr : func = &or_ka; break;
6425 case opBitXor : func = &xor_ka; break;
6426 case opShiftRight : func = &rightShift_ka; break;
6427 case opShiftLeft : func = &leftShift_ka; break;
6428 case opRound : func = &round_ka; break;
6429 case opRoundUp : func = &roundUp_ka; break;
6430 case opTrunc : func = &trunc_ka; break;
6431 case opAtan2 : func = &atan2_ka; break;
6432 case opHypot : func = &hypot_ka; break;
6433 case opHypotx : func = &hypotx_ka; break;
6434 case opPow : func = &pow_ka_nova; break;
6435 case opRing1 : func = &ring1_ka; break;
6436 case opRing2 : func = &ring2_ka; break;
6437 case opRing3 : func = &ring3_ka; break;
6438 case opRing4 : func = &ring4_ka; break;
6439 case opDifSqr : func = &difsqr_ka; break;
6440 case opSumSqr : func = &sumsqr_ka; break;
6441 case opSqrSum : func = &sqrsum_ka; break;
6442 case opSqrDif : func = &sqrdif_ka; break;
6443 case opAbsDif : func = &absdif_ka; break;
6444 case opThresh : func = &thresh_ka; break;
6445 case opAMClip : func = &amclip_ka; break;
6446 case opScaleNeg : func = &scaleneg_ka; break;
6447 case opClip2 : func = &clip2_ka_nova; break;
6448 case opFold2 : func = &fold2_ka; break;
6449 case opWrap2 : func = &wrap2_ka; break;
6450 case opExcess : func = &excess_ka; break;
6451 //case opFirstArg : func = &firstarg_aa; break;
6452 //case opSecondArg : func = &secondarg_aa; break;
6453 default : func = &add_ka; break;
6454 }
6455 } else {
6456 // this should have been caught by mBufLength == 1
6457 func = &zero_aa;
6458 }
6459 break;
6460 case calc_ScalarRate :
6461 if (rateB == calc_FullRate) {
6462 switch (unit->mSpecialIndex) {
6463 //case opSilence2 : func = &zero_aa; break;
6464 case opAdd : func = &add_ia_nova; break;
6465 case opSub : func = &sub_ia_nova; break;
6466 case opMul : func = &mul_ia_nova; break;
6467 case opFDiv : func = &div_ia_nova; break;
6468 case opMod : func = &mod_ia; break;
6469 case opEQ : func = &eq_ia_nova; break;
6470 case opNE : func = &neq_ia_nova; break;
6471 case opLT : func = &lt_ia_nova; break;
6472 case opGT : func = &gt_ia_nova; break;
6473 case opLE : func = &le_ia_nova; break;
6474 case opGE : func = &ge_ia_nova; break;
6475 case opMin : func = &min_ia_nova; break;
6476 case opMax : func = &max_ia_nova; break;
6477 case opBitAnd : func = &and_ia; break;
6478 case opBitOr : func = &or_ia; break;
6479 case opBitXor : func = &xor_ia; break;
6480 case opShiftRight : func = &rightShift_ia; break;
6481 case opShiftLeft : func = &leftShift_ia; break;
6482 case opRound : func = &round_ia; break;
6483 case opRoundUp : func = &roundUp_ia; break;
6484 case opTrunc : func = &trunc_ia; break;
6485 case opAtan2 : func = &atan2_ia; break;
6486 case opHypot : func = &hypot_ia; break;
6487 case opHypotx : func = &hypotx_ia; break;
6488 case opPow : func = &pow_ia_nova; break;
6489 case opRing1 : func = &ring1_ia; break;
6490 case opRing2 : func = &ring2_ia; break;
6491 case opRing3 : func = &ring3_ia; break;
6492 case opRing4 : func = &ring4_ia; break;
6493 case opDifSqr : func = &difsqr_ia; break;
6494 case opSumSqr : func = &sumsqr_ia; break;
6495 case opSqrSum : func = &sqrsum_ia; break;
6496 case opSqrDif : func = &sqrdif_ia; break;
6497 case opAbsDif : func = &absdif_ia; break;
6498 case opThresh : func = &thresh_ia; break;
6499 case opAMClip : func = &amclip_ia; break;
6500 case opScaleNeg : func = &scaleneg_ia; break;
6501 case opClip2 : func = &clip2_ia_nova; break;
6502 case opFold2 : func = &fold2_ia; break;
6503 case opWrap2 : func = &wrap2_ia; break;
6504 case opExcess : func = &excess_ia; break;
6505 //case opFirstArg : func = &firstarg_aa; break;
6506 //case opSecondArg : func = &secondarg_aa; break;
6507 default : func = &add_ia; break;
6508 }
6509 } else {
6510 // this should have been caught by mBufLength == 1
6511 func = &zero_aa;
6512 }
6513 break;
6514 }
6515
6516 return func;
6517 }
6518
6519 #endif
6520
6521 bool ChooseOperatorFunc(BinaryOpUGen *unit)
6522 {
6523 //Print("->ChooseOperatorFunc %d\n", unit->mSpecialIndex);
6524 BinaryOpFunc func = &zero_aa;
6525 bool ret = false;
6526
6527 if (BUFLENGTH == 1) {
6528 if (unit->mCalcRate == calc_DemandRate) {
6529 func = ChooseDemandFunc(unit);
6530 } else {
6531 func = ChooseOneSampleFunc(unit);
6532 }
6533 #if defined(NOVA_SIMD)
6534 } else if (!(BUFLENGTH & 15)) {
6535 /* select normal function for initialization */
6536 func = ChooseNormalFunc(unit);
6537 func(unit, 1);
6538
6539 /* select simd function */
6540 func = ChooseNovaSimdFunc(unit);
6541 ret = true;
6542 #endif
6543 } else {
6544 func = ChooseNormalFunc(unit);
6545 }
6546 unit->mCalcFunc = (UnitCalcFunc)func;
6547 //Print("<-ChooseOperatorFunc %p\n", func);
6548 //Print("calc %d\n", unit->mCalcRate);
6549 return ret;
6550 }
6551
6552
6553
6554
6555 ////////////////////////////////////////////////////////////////////////////////////////////////////////
6556
6557
6558 PluginLoad(BinaryOp)
6559 {
6560 ft = inTable;
6561
6562 DefineSimpleUnit(BinaryOpUGen);
6563 }