/*
*
* Bluetooth low-complexity, subband codec (SBC) library
*
* Copyright (C) 2008-2010 Nokia Corporation
* Copyright (C) 2004-2010 Marcel Holtmann <marcel@holtmann.org>
* Copyright (C) 2004-2005 Henryk Ploetz <henryk@ploetzli.ch>
* Copyright (C) 2005-2006 Brad Midgley <bmidgley@xmission.com>
*
*
* This library is free software; you can redistribute it and/or
* modify it under the terms of the GNU Lesser General Public
* License as published by the Free Software Foundation; either
* version 2.1 of the License, or (at your option) any later version.
*
* This library is distributed in the hope that it will be useful,
* but WITHOUT ANY WARRANTY; without even the implied warranty of
* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
* Lesser General Public License for more details.
*
* You should have received a copy of the GNU Lesser General Public
* License along with this library; if not, write to the Free Software
* Foundation, Inc., 51 Franklin St, Fifth Floor, Boston, MA 02110-1301 USA
*
*/
/* A2DP specification: Appendix B, page 69 */
static const int sbc_offset4[4][4] = {
{ -1, 0, 0, 0 },
{ -2, 0, 0, 1 },
{ -2, 0, 0, 1 },
{ -2, 0, 0, 1 }
};
/* A2DP specification: Appendix B, page 69 */
static const int sbc_offset8[4][8] = {
{ -2, 0, 0, 0, 0, 0, 0, 1 },
{ -3, 0, 0, 0, 0, 0, 1, 2 },
{ -4, 0, 0, 0, 0, 0, 1, 2 },
{ -4, 0, 0, 0, 0, 0, 1, 2 }
};
#define SS4(val) ASR(val, SCALE_SPROTO4_TBL)
#define SS8(val) ASR(val, SCALE_SPROTO8_TBL)
#define SN4(val) ASR(val, SCALE_NPROTO4_TBL)
#define SN8(val) ASR(val, SCALE_NPROTO8_TBL)
static const int32_t sbc_proto_4_40m0[] = {
SS4(0x00000000), SS4(0xffa6982f), SS4(0xfba93848), SS4(0x0456c7b8),
SS4(0x005967d1), SS4(0xfffb9ac7), SS4(0xff589157), SS4(0xf9c2a8d8),
SS4(0x027c1434), SS4(0x0019118b), SS4(0xfff3c74c), SS4(0xff137330),
SS4(0xf81b8d70), SS4(0x00ec1b8b), SS4(0xfff0b71a), SS4(0xffe99b00),
SS4(0xfef84470), SS4(0xf6fb4370), SS4(0xffcdc351), SS4(0xffe01dc7)
};
static const int32_t sbc_proto_4_40m1[] = {
SS4(0xffe090ce), SS4(0xff2c0475), SS4(0xf694f800), SS4(0xff2c0475),
SS4(0xffe090ce), SS4(0xffe01dc7), SS4(0xffcdc351), SS4(0xf6fb4370),
SS4(0xfef84470), SS4(0xffe99b00), SS4(0xfff0b71a), SS4(0x00ec1b8b),
SS4(0xf81b8d70), SS4(0xff137330), SS4(0xfff3c74c), SS4(0x0019118b),
SS4(0x027c1434), SS4(0xf9c2a8d8), SS4(0xff589157), SS4(0xfffb9ac7)
};
static const int32_t sbc_proto_8_80m0[] = {
SS8(0x00000000), SS8(0xfe8d1970), SS8(0xee979f00), SS8(0x11686100),
SS8(0x0172e690), SS8(0xfff5bd1a), SS8(0xfdf1c8d4), SS8(0xeac182c0),
SS8(0x0d9daee0), SS8(0x00e530da), SS8(0xffe9811d), SS8(0xfd52986c),
SS8(0xe7054ca0), SS8(0x0a00d410), SS8(0x006c1de4), SS8(0xffdba705),
SS8(0xfcbc98e8), SS8(0xe3889d20), SS8(0x06af2308), SS8(0x000bb7db),
SS8(0xffca00ed), SS8(0xfc3fbb68), SS8(0xe071bc00), SS8(0x03bf7948),
SS8(0xffc4e05c), SS8(0xffb54b3b), SS8(0xfbedadc0), SS8(0xdde26200),
SS8(0x0142291c), SS8(0xff960e94), SS8(0xff9f3e17), SS8(0xfbd8f358),
SS8(0xdbf79400), SS8(0xff405e01), SS8(0xff7d4914), SS8(0xff8b1a31),
SS8(0xfc1417b8), SS8(0xdac7bb40), SS8(0xfdbb828c), SS8(0xff762170)
};
static const int32_t sbc_proto_8_80m1[] = {
SS8(0xff7c272c), SS8(0xfcb02620), SS8(0xda612700), SS8(0xfcb02620),
SS8(0xff7c272c), SS8(0xff762170), SS8(0xfdbb828c), SS8(0xdac7bb40),
SS8(0xfc1417b8), SS8(0xff8b1a31), SS8(0xff7d4914), SS8(0xff405e01),
SS8(0xdbf79400), SS8(0xfbd8f358), SS8(0xff9f3e17), SS8(0xff960e94),
SS8(0x0142291c), SS8(0xdde26200), SS8(0xfbedadc0), SS8(0xffb54b3b),
SS8(0xffc4e05c), SS8(0x03bf7948), SS8(0xe071bc00), SS8(0xfc3fbb68),
SS8(0xffca00ed), SS8(0x000bb7db), SS8(0x06af2308), SS8(0xe3889d20),
SS8(0xfcbc98e8), SS8(0xffdba705), SS8(0x006c1de4), SS8(0x0a00d410),
SS8(0xe7054ca0), SS8(0xfd52986c), SS8(0xffe9811d), SS8(0x00e530da),
SS8(0x0d9daee0), SS8(0xeac182c0), SS8(0xfdf1c8d4), SS8(0xfff5bd1a)
};
static const int32_t synmatrix4[8][4] = {
{ SN4(0x05a82798), SN4(0xfa57d868), SN4(0xfa57d868), SN4(0x05a82798) },
{ SN4(0x030fbc54), SN4(0xf89be510), SN4(0x07641af0), SN4(0xfcf043ac) },
{ SN4(0x00000000), SN4(0x00000000), SN4(0x00000000), SN4(0x00000000) },
{ SN4(0xfcf043ac), SN4(0x07641af0), SN4(0xf89be510), SN4(0x030fbc54) },
{ SN4(0xfa57d868), SN4(0x05a82798), SN4(0x05a82798), SN4(0xfa57d868) },
{ SN4(0xf89be510), SN4(0xfcf043ac), SN4(0x030fbc54), SN4(0x07641af0) },
{ SN4(0xf8000000), SN4(0xf8000000), SN4(0xf8000000), SN4(0xf8000000) },
{ SN4(0xf89be510), SN4(0xfcf043ac), SN4(0x030fbc54), SN4(0x07641af0) }
};
static const int32_t synmatrix8[16][8] = {
{ SN8(0x05a82798), SN8(0xfa57d868), SN8(0xfa57d868), SN8(0x05a82798),
SN8(0x05a82798), SN8(0xfa57d868), SN8(0xfa57d868), SN8(0x05a82798) },
{ SN8(0x0471ced0), SN8(0xf8275a10), SN8(0x018f8b84), SN8(0x06a6d988),
SN8(0xf9592678), SN8(0xfe70747c), SN8(0x07d8a5f0), SN8(0xfb8e3130) },
{ SN8(0x030fbc54), SN8(0xf89be510), SN8(0x07641af0), SN8(0xfcf043ac),
SN8(0xfcf043ac), SN8(0x07641af0), SN8(0xf89be510), SN8(0x030fbc54) },
{ SN8(0x018f8b84), SN8(0xfb8e3130), SN8(0x06a6d988), SN8(0xf8275a10),
SN8(0x07d8a5f0), SN8(0xf9592678), SN8(0x0471ced0), SN8(0xfe70747c) },
{ SN8(0x00000000), SN8(0x00000000), SN8(0x00000000), SN8(0x00000000),
SN8(0x00000000), SN8(0x00000000), SN8(0x00000000), SN8(0x00000000) },
{ SN8(0xfe70747c), SN8(0x0471ced0), SN8(0xf9592678), SN8(0x07d8a5f0),
SN8(0xf8275a10), SN8(0x06a6d988), SN8(0xfb8e3130), SN8(0x018f8b84) },
{ SN8(0xfcf043ac), SN8(0x07641af0), SN8(0xf89be510), SN8(0x030fbc54),
SN8(0x030fbc54), SN8(0xf89be510), SN8(0x07641af0), SN8(0xfcf043ac) },
{ SN8(0xfb8e3130), SN8(0x07d8a5f0), SN8(0xfe70747c), SN8(0xf9592678),
SN8(0x06a6d988), SN8(0x018f8b84), SN8(0xf8275a10), SN8(0x0471ced0) },
{ SN8(0xfa57d868), SN8(0x05a82798), SN8(0x05a82798), SN8(0xfa57d868),
SN8(0xfa57d868), SN8(0x05a82798), SN8(0x05a82798), SN8(0xfa57d868) },
{ SN8(0xf9592678), SN8(0x018f8b84), SN8(0x07d8a5f0), SN8(0x0471ced0),
SN8(0xfb8e3130), SN8(0xf8275a10), SN8(0xfe70747c), SN8(0x06a6d988) },
{ SN8(0xf89be510), SN8(0xfcf043ac), SN8(0x030fbc54), SN8(0x07641af0),
SN8(0x07641af0), SN8(0x030fbc54), SN8(0xfcf043ac), SN8(0xf89be510) },
{ SN8(0xf8275a10), SN8(0xf9592678), SN8(0xfb8e3130), SN8(0xfe70747c),
SN8(0x018f8b84), SN8(0x0471ced0), SN8(0x06a6d988), SN8(0x07d8a5f0) },
{ SN8(0xf8000000), SN8(0xf8000000), SN8(0xf8000000), SN8(0xf8000000),
SN8(0xf8000000), SN8(0xf8000000), SN8(0xf8000000), SN8(0xf8000000) },
{ SN8(0xf8275a10), SN8(0xf9592678), SN8(0xfb8e3130), SN8(0xfe70747c),
SN8(0x018f8b84), SN8(0x0471ced0), SN8(0x06a6d988), SN8(0x07d8a5f0) },
{ SN8(0xf89be510), SN8(0xfcf043ac), SN8(0x030fbc54), SN8(0x07641af0),
SN8(0x07641af0), SN8(0x030fbc54), SN8(0xfcf043ac), SN8(0xf89be510) },
{ SN8(0xf9592678), SN8(0x018f8b84), SN8(0x07d8a5f0), SN8(0x0471ced0),
SN8(0xfb8e3130), SN8(0xf8275a10), SN8(0xfe70747c), SN8(0x06a6d988) }
};
/* Uncomment the following line to enable high precision build of SBC encoder */
/* #define SBC_HIGH_PRECISION */
#ifdef SBC_HIGH_PRECISION
#define FIXED_A int64_t /* data type for fixed point accumulator */
#define FIXED_T int32_t /* data type for fixed point constants */
#define SBC_FIXED_EXTRA_BITS 16
#else
#define FIXED_A int32_t /* data type for fixed point accumulator */
#define FIXED_T int16_t /* data type for fixed point constants */
#define SBC_FIXED_EXTRA_BITS 0
#endif
/* A2DP specification: Section 12.8 Tables
*
* Original values are premultiplied by 2 for better precision (that is the
* maximum which is possible without overflows)
*
* Note: in each block of 8 numbers sign was changed for elements 2 and 7
* in order to compensate the same change applied to cos_table_fixed_4
*/
#define SBC_PROTO_FIXED4_SCALE \
((sizeof(FIXED_T) * CHAR_BIT - 1) - SBC_FIXED_EXTRA_BITS + 1)
#define F_PROTO4(x) (FIXED_A) ((x * 2) * \
((FIXED_A) 1 << (sizeof(FIXED_T) * CHAR_BIT - 1)) + 0.5)
#define F(x) F_PROTO4(x)
static const FIXED_T _sbc_proto_fixed4[40] = {
F(0.00000000E+00), F(5.36548976E-04),
-F(1.49188357E-03), F(2.73370904E-03),
F(3.83720193E-03), F(3.89205149E-03),
F(1.86581691E-03), F(3.06012286E-03),
F(1.09137620E-02), F(2.04385087E-02),
-F(2.88757392E-02), F(3.21939290E-02),
F(2.58767811E-02), F(6.13245186E-03),
-F(2.88217274E-02), F(7.76463494E-02),
F(1.35593274E-01), F(1.94987841E-01),
-F(2.46636662E-01), F(2.81828203E-01),
F(2.94315332E-01), F(2.81828203E-01),
F(2.46636662E-01), -F(1.94987841E-01),
-F(1.35593274E-01), -F(7.76463494E-02),
F(2.88217274E-02), F(6.13245186E-03),
F(2.58767811E-02), F(3.21939290E-02),
F(2.88757392E-02), -F(2.04385087E-02),
-F(1.09137620E-02), -F(3.06012286E-03),
-F(1.86581691E-03), F(3.89205149E-03),
F(3.83720193E-03), F(2.73370904E-03),
F(1.49188357E-03), -F(5.36548976E-04),
};
#undef F
/*
* To produce this cosine matrix in Octave:
*
* b = zeros(4, 8);
* for i = 0:3
* for j = 0:7 b(i+1, j+1) = cos((i + 0.5) * (j - 2) * (pi/4))
* endfor
* endfor;
* printf("%.10f, ", b');
*
* Note: in each block of 8 numbers sign was changed for elements 2 and 7
*
* Change of sign for element 2 allows to replace constant 1.0 (not
* representable in Q15 format) with -1.0 (fine with Q15).
* Changed sign for element 7 allows to have more similar constants
* and simplify subband filter function code.
*/
#define SBC_COS_TABLE_FIXED4_SCALE \
((sizeof(FIXED_T) * CHAR_BIT - 1) + SBC_FIXED_EXTRA_BITS)
#define F_COS4(x) (FIXED_A) ((x) * \
((FIXED_A) 1 << (sizeof(FIXED_T) * CHAR_BIT - 1)) + 0.5)
#define F(x) F_COS4(x)
static const FIXED_T cos_table_fixed_4[32] = {
F(0.7071067812), F(0.9238795325), -F(1.0000000000), F(0.9238795325),
F(0.7071067812), F(0.3826834324), F(0.0000000000), F(0.3826834324),
-F(0.7071067812), F(0.3826834324), -F(1.0000000000), F(0.3826834324),
-F(0.7071067812), -F(0.9238795325), -F(0.0000000000), -F(0.9238795325),
-F(0.7071067812), -F(0.3826834324), -F(1.0000000000), -F(0.3826834324),
-F(0.7071067812), F(0.9238795325), F(0.0000000000), F(0.9238795325),
F(0.7071067812), -F(0.9238795325), -F(1.0000000000), -F(0.9238795325),
F(0.7071067812), -F(0.3826834324), -F(0.0000000000), -F(0.3826834324),
};
#undef F
/* A2DP specification: Section 12.8 Tables
*
* Original values are premultiplied by 4 for better precision (that is the
* maximum which is possible without overflows)
*
* Note: in each block of 16 numbers sign was changed for elements 4, 13, 14, 15
* in order to compensate the same change applied to cos_table_fixed_8
*/
#define SBC_PROTO_FIXED8_SCALE \
((sizeof(FIXED_T) * CHAR_BIT - 1) - SBC_FIXED_EXTRA_BITS + 1)
#define F_PROTO8(x) (FIXED_A) ((x * 2) * \
((FIXED_A) 1 << (sizeof(FIXED_T) * CHAR_BIT - 1)) + 0.5)
#define F(x) F_PROTO8(x)
static const FIXED_T _sbc_proto_fixed8[80] = {
F(0.00000000E+00), F(1.56575398E-04),
F(3.43256425E-04), F(5.54620202E-04),
-F(8.23919506E-04), F(1.13992507E-03),
F(1.47640169E-03), F(1.78371725E-03),
F(2.01182542E-03), F(2.10371989E-03),
F(1.99454554E-03), F(1.61656283E-03),
F(9.02154502E-04), F(1.78805361E-04),
F(1.64973098E-03), F(3.49717454E-03),
F(5.65949473E-03), F(8.02941163E-03),
F(1.04584443E-02), F(1.27472335E-02),
-F(1.46525263E-02), F(1.59045603E-02),
F(1.62208471E-02), F(1.53184106E-02),
F(1.29371806E-02), F(8.85757540E-03),
F(2.92408442E-03), -F(4.91578024E-03),
-F(1.46404076E-02), F(2.61098752E-02),
F(3.90751381E-02), F(5.31873032E-02),
F(6.79989431E-02), F(8.29847578E-02),
F(9.75753918E-02), F(1.11196689E-01),
-F(1.23264548E-01), F(1.33264415E-01),
F(1.40753505E-01), F(1.45389847E-01),
F(1.46955068E-01), F(1.45389847E-01),
F(1.40753505E-01), F(1.33264415E-01),
F(1.23264548E-01), -F(1.11196689E-01),
-F(9.75753918E-02), -F(8.29847578E-02),
-F(6.79989431E-02), -F(5.31873032E-02),
-F(3.90751381E-02), -F(2.61098752E-02),
F(1.46404076E-02), -F(4.91578024E-03),
F(2.92408442E-03), F(8.85757540E-03),
F(1.29371806E-02), F(1.53184106E-02),
F(1.62208471E-02), F(1.59045603E-02),
F(1.46525263E-02), -F(1.27472335E-02),
-F(1.04584443E-02), -F(8.02941163E-03),
-F(5.65949473E-03), -F(3.49717454E-03),
-F(1.64973098E-03), -F(1.78805361E-04),
-F(9.02154502E-04), F(1.61656283E-03),
F(1.99454554E-03), F(2.10371989E-03),
F(2.01182542E-03), F(1.78371725E-03),
F(1.47640169E-03), F(1.13992507E-03),
F(8.23919506E-04), -F(5.54620202E-04),
-F(3.43256425E-04), -F(1.56575398E-04),
};
#undef F
/*
* To produce this cosine matrix in Octave:
*
* b = zeros(8, 16);
* for i = 0:7
* for j = 0:15 b(i+1, j+1) = cos((i + 0.5) * (j - 4) * (pi/8))
* endfor endfor;
* printf("%.10f, ", b');
*
* Note: in each block of 16 numbers sign was changed for elements 4, 13, 14, 15
*
* Change of sign for element 4 allows to replace constant 1.0 (not
* representable in Q15 format) with -1.0 (fine with Q15).
* Changed signs for elements 13, 14, 15 allow to have more similar constants
* and simplify subband filter function code.
*/
#define SBC_COS_TABLE_FIXED8_SCALE \
((sizeof(FIXED_T) * CHAR_BIT - 1) + SBC_FIXED_EXTRA_BITS)
#define F_COS8(x) (FIXED_A) ((x) * \
((FIXED_A) 1 << (sizeof(FIXED_T) * CHAR_BIT - 1)) + 0.5)
#define F(x) F_COS8(x)
static const FIXED_T cos_table_fixed_8[128] = {
F(0.7071067812), F(0.8314696123), F(0.9238795325), F(0.9807852804),
-F(1.0000000000), F(0.9807852804), F(0.9238795325), F(0.8314696123),
F(0.7071067812), F(0.5555702330), F(0.3826834324), F(0.1950903220),
F(0.0000000000), F(0.1950903220), F(0.3826834324), F(0.5555702330),
-F(0.7071067812), -F(0.1950903220), F(0.3826834324), F(0.8314696123),
-F(1.0000000000), F(0.8314696123), F(0.3826834324), -F(0.1950903220),
-F(0.7071067812), -F(0.9807852804), -F(0.9238795325), -F(0.5555702330),
-F(0.0000000000), -F(0.5555702330), -F(0.9238795325), -F(0.9807852804),
-F(0.7071067812), -F(0.9807852804), -F(0.3826834324), F(0.5555702330),
-F(1.0000000000), F(0.5555702330), -F(0.3826834324), -F(0.9807852804),
-F(0.7071067812), F(0.1950903220), F(0.9238795325), F(0.8314696123),
F(0.0000000000), F(0.8314696123), F(0.9238795325), F(0.1950903220),
F(0.7071067812), -F(0.5555702330), -F(0.9238795325), F(0.1950903220),
-F(1.0000000000), F(0.1950903220), -F(0.9238795325), -F(0.5555702330),
F(0.7071067812), F(0.8314696123), -F(0.3826834324), -F(0.9807852804),
-F(0.0000000000), -F(0.9807852804), -F(0.3826834324), F(0.8314696123),
F(0.7071067812), F(0.5555702330), -F(0.9238795325), -F(0.1950903220),
-F(1.0000000000), -F(0.1950903220), -F(0.9238795325), F(0.5555702330),
F(0.7071067812), -F(0.8314696123), -F(0.3826834324), F(0.9807852804),
F(0.0000000000), F(0.9807852804), -F(0.3826834324), -F(0.8314696123),
-F(0.7071067812), F(0.9807852804), -F(0.3826834324), -F(0.5555702330),
-F(1.0000000000), -F(0.5555702330), -F(0.3826834324), F(0.9807852804),
-F(0.7071067812), -F(0.1950903220), F(0.9238795325), -F(0.8314696123),
-F(0.0000000000), -F(0.8314696123), F(0.9238795325), -F(0.1950903220),
-F(0.7071067812), F(0.1950903220), F(0.3826834324), -F(0.8314696123),
-F(1.0000000000), -F(0.8314696123), F(0.3826834324), F(0.1950903220),
-F(0.7071067812), F(0.9807852804), -F(0.9238795325), F(0.5555702330),
-F(0.0000000000), F(0.5555702330), -F(0.9238795325), F(0.9807852804),
F(0.7071067812), -F(0.8314696123), F(0.9238795325), -F(0.9807852804),
-F(1.0000000000), -F(0.9807852804), F(0.9238795325), -F(0.8314696123),
F(0.7071067812), -F(0.5555702330), F(0.3826834324), -F(0.1950903220),
-F(0.0000000000), -F(0.1950903220), F(0.3826834324), -F(0.5555702330),
};
#undef F
/*
* Enforce 16 byte alignment for the data, which is supposed to be used
* with SIMD optimized code.
*/
#define SBC_ALIGN_BITS 4
#define SBC_ALIGN_MASK ((1 << (SBC_ALIGN_BITS)) - 1)
#ifdef __GNUC__
#define SBC_ALIGNED __attribute__((aligned(1 << (SBC_ALIGN_BITS))))
#else
#define SBC_ALIGNED
#endif
/*
* Constant tables for the use in SIMD optimized analysis filters
* Each table consists of two parts:
* 1. reordered "proto" table
* 2. reordered "cos" table
*
* Due to non-symmetrical reordering, separate tables for "even"
* and "odd" cases are needed
*/
static const FIXED_T SBC_ALIGNED analysis_consts_fixed4_simd_even[40 + 16] = {
#define C0 1.0932568993
#define C1 1.3056875580
#define C2 1.3056875580
#define C3 1.6772280856
#define F(x) F_PROTO4(x)
F(0.00000000E+00 * C0), F(3.83720193E-03 * C0),
F(5.36548976E-04 * C1), F(2.73370904E-03 * C1),
F(3.06012286E-03 * C2), F(3.89205149E-03 * C2),
F(0.00000000E+00 * C3), -F(1.49188357E-03 * C3),
F(1.09137620E-02 * C0), F(2.58767811E-02 * C0),
F(2.04385087E-02 * C1), F(3.21939290E-02 * C1),
F(7.76463494E-02 * C2), F(6.13245186E-03 * C2),
F(0.00000000E+00 * C3), -F(2.88757392E-02 * C3),
F(1.35593274E-01 * C0), F(2.94315332E-01 * C0),
F(1.94987841E-01 * C1), F(2.81828203E-01 * C1),
-F(1.94987841E-01 * C2), F(2.81828203E-01 * C2),
F(0.00000000E+00 * C3), -F(2.46636662E-01 * C3),
-F(1.35593274E-01 * C0), F(2.58767811E-02 * C0),
-F(7.76463494E-02 * C1), F(6.13245186E-03 * C1),
-F(2.04385087E-02 * C2), F(3.21939290E-02 * C2),
F(0.00000000E+00 * C3), F(2.88217274E-02 * C3),
-F(1.09137620E-02 * C0), F(3.83720193E-03 * C0),
-F(3.06012286E-03 * C1), F(3.89205149E-03 * C1),
-F(5.36548976E-04 * C2), F(2.73370904E-03 * C2),
F(0.00000000E+00 * C3), -F(1.86581691E-03 * C3),
#undef F
#define F(x) F_COS4(x)
F(0.7071067812 / C0), F(0.9238795325 / C1),
-F(0.7071067812 / C0), F(0.3826834324 / C1),
-F(0.7071067812 / C0), -F(0.3826834324 / C1),
F(0.7071067812 / C0), -F(0.9238795325 / C1),
F(0.3826834324 / C2), -F(1.0000000000 / C3),
-F(0.9238795325 / C2), -F(1.0000000000 / C3),
F(0.9238795325 / C2), -F(1.0000000000 / C3),
-F(0.3826834324 / C2), -F(1.0000000000 / C3),
#undef F
#undef C0
#undef C1
#undef C2
#undef C3
};
static const FIXED_T SBC_ALIGNED analysis_consts_fixed4_simd_odd[40 + 16] = {
#define C0 1.3056875580
#define C1 1.6772280856
#define C2 1.0932568993
#define C3 1.3056875580
#define F(x) F_PROTO4(x)
F(2.73370904E-03 * C0), F(5.36548976E-04 * C0),
-F(1.49188357E-03 * C1), F(0.00000000E+00 * C1),
F(3.83720193E-03 * C2), F(1.09137620E-02 * C2),
F(3.89205149E-03 * C3), F(3.06012286E-03 * C3),
F(3.21939290E-02 * C0), F(2.04385087E-02 * C0),
-F(2.88757392E-02 * C1), F(0.00000000E+00 * C1),
F(2.58767811E-02 * C2), F(1.35593274E-01 * C2),
F(6.13245186E-03 * C3), F(7.76463494E-02 * C3),
F(2.81828203E-01 * C0), F(1.94987841E-01 * C0),
-F(2.46636662E-01 * C1), F(0.00000000E+00 * C1),
F(2.94315332E-01 * C2), -F(1.35593274E-01 * C2),
F(2.81828203E-01 * C3), -F(1.94987841E-01 * C3),
F(6.13245186E-03 * C0), -F(7.76463494E-02 * C0),
F(2.88217274E-02 * C1), F(0.00000000E+00 * C1),
F(2.58767811E-02 * C2), -F(1.09137620E-02 * C2),
F(3.21939290E-02 * C3), -F(2.04385087E-02 * C3),
F(3.89205149E-03 * C0), -F(3.06012286E-03 * C0),
-F(1.86581691E-03 * C1), F(0.00000000E+00 * C1),
F(3.83720193E-03 * C2), F(0.00000000E+00 * C2),
F(2.73370904E-03 * C3), -F(5.36548976E-04 * C3),
#undef F
#define F(x) F_COS4(x)
F(0.9238795325 / C0), -F(1.0000000000 / C1),
F(0.3826834324 / C0), -F(1.0000000000 / C1),
-F(0.3826834324 / C0), -F(1.0000000000 / C1),
-F(0.9238795325 / C0), -F(1.0000000000 / C1),
F(0.7071067812 / C2), F(0.3826834324 / C3),
-F(0.7071067812 / C2), -F(0.9238795325 / C3),
-F(0.7071067812 / C2), F(0.9238795325 / C3),
F(0.7071067812 / C2), -F(0.3826834324 / C3),
#undef F
#undef C0
#undef C1
#undef C2
#undef C3
};
static const FIXED_T SBC_ALIGNED analysis_consts_fixed8_simd_even[80 + 64] = {
#define C0 2.7906148894
#define C1 2.4270044280
#define C2 2.8015616024
#define C3 3.1710363741
#define C4 2.5377944043
#define C5 2.4270044280
#define C6 2.8015616024
#define C7 3.1710363741
#define F(x) F_PROTO8(x)
F(0.00000000E+00 * C0), F(2.01182542E-03 * C0),
F(1.56575398E-04 * C1), F(1.78371725E-03 * C1),
F(3.43256425E-04 * C2), F(1.47640169E-03 * C2),
F(5.54620202E-04 * C3), F(1.13992507E-03 * C3),
-F(8.23919506E-04 * C4), F(0.00000000E+00 * C4),
F(2.10371989E-03 * C5), F(3.49717454E-03 * C5),
F(1.99454554E-03 * C6), F(1.64973098E-03 * C6),
F(1.61656283E-03 * C7), F(1.78805361E-04 * C7),
F(5.65949473E-03 * C0), F(1.29371806E-02 * C0),
F(8.02941163E-03 * C1), F(1.53184106E-02 * C1),
F(1.04584443E-02 * C2), F(1.62208471E-02 * C2),
F(1.27472335E-02 * C3), F(1.59045603E-02 * C3),
-F(1.46525263E-02 * C4), F(0.00000000E+00 * C4),
F(8.85757540E-03 * C5), F(5.31873032E-02 * C5),
F(2.92408442E-03 * C6), F(3.90751381E-02 * C6),
-F(4.91578024E-03 * C7), F(2.61098752E-02 * C7),
F(6.79989431E-02 * C0), F(1.46955068E-01 * C0),
F(8.29847578E-02 * C1), F(1.45389847E-01 * C1),
F(9.75753918E-02 * C2), F(1.40753505E-01 * C2),
F(1.11196689E-01 * C3), F(1.33264415E-01 * C3),
-F(1.23264548E-01 * C4), F(0.00000000E+00 * C4),
F(1.45389847E-01 * C5), -F(8.29847578E-02 * C5),
F(1.40753505E-01 * C6), -F(9.75753918E-02 * C6),
F(1.33264415E-01 * C7), -F(1.11196689E-01 * C7),
-F(6.79989431E-02 * C0), F(1.29371806E-02 * C0),
-F(5.31873032E-02 * C1), F(8.85757540E-03 * C1),
-F(3.90751381E-02 * C2), F(2.92408442E-03 * C2),
-F(2.61098752E-02 * C3), -F(4.91578024E-03 * C3),
F(1.46404076E-02 * C4), F(0.00000000E+00 * C4),
F(1.53184106E-02 * C5), -F(8.02941163E-03 * C5),
F(1.62208471E-02 * C6), -F(1.04584443E-02 * C6),
F(1.59045603E-02 * C7), -F(1.27472335E-02 * C7),
-F(5.65949473E-03 * C0), F(2.01182542E-03 * C0),
-F(3.49717454E-03 * C1), F(2.10371989E-03 * C1),
-F(1.64973098E-03 * C2), F(1.99454554E-03 * C2),
-F(1.78805361E-04 * C3), F(1.61656283E-03 * C3),
-F(9.02154502E-04 * C4), F(0.00000000E+00 * C4),
F(1.78371725E-03 * C5), -F(1.56575398E-04 * C5),
F(1.47640169E-03 * C6), -F(3.43256425E-04 * C6),
F(1.13992507E-03 * C7), -F(5.54620202E-04 * C7),
#undef F
#define F(x) F_COS8(x)
F(0.7071067812 / C0), F(0.8314696123 / C1),
-F(0.7071067812 / C0), -F(0.1950903220 / C1),
-F(0.7071067812 / C0), -F(0.9807852804 / C1),
F(0.7071067812 / C0), -F(0.5555702330 / C1),
F(0.7071067812 / C0), F(0.5555702330 / C1),
-F(0.7071067812 / C0), F(0.9807852804 / C1),
-F(0.7071067812 / C0), F(0.1950903220 / C1),
F(0.7071067812 / C0), -F(0.8314696123 / C1),
F(0.9238795325 / C2), F(0.9807852804 / C3),
F(0.3826834324 / C2), F(0.8314696123 / C3),
-F(0.3826834324 / C2), F(0.5555702330 / C3),
-F(0.9238795325 / C2), F(0.1950903220 / C3),
-F(0.9238795325 / C2), -F(0.1950903220 / C3),
-F(0.3826834324 / C2), -F(0.5555702330 / C3),
F(0.3826834324 / C2), -F(0.8314696123 / C3),
F(0.9238795325 / C2), -F(0.9807852804 / C3),
-F(1.0000000000 / C4), F(0.5555702330 / C5),
-F(1.0000000000 / C4), -F(0.9807852804 / C5),
-F(1.0000000000 / C4), F(0.1950903220 / C5),
-F(1.0000000000 / C4), F(0.8314696123 / C5),
-F(1.0000000000 / C4), -F(0.8314696123 / C5),
-F(1.0000000000 / C4), -F(0.1950903220 / C5),
-F(1.0000000000 / C4), F(0.9807852804 / C5),
-F(1.0000000000 / C4), -F(0.5555702330 / C5),
F(0.3826834324 / C6), F(0.1950903220 / C7),
-F(0.9238795325 / C6), -F(0.5555702330 / C7),
F(0.9238795325 / C6), F(0.8314696123 / C7),
-F(0.3826834324 / C6), -F(0.9807852804 / C7),
-F(0.3826834324 / C6), F(0.9807852804 / C7),
F(0.9238795325 / C6), -F(0.8314696123 / C7),
-F(0.9238795325 / C6), F(0.5555702330 / C7),
F(0.3826834324 / C6), -F(0.1950903220 / C7),
#undef F
#undef C0
#undef C1
#undef C2
#undef C3
#undef C4
#undef C5
#undef C6
#undef C7
};
static const FIXED_T SBC_ALIGNED analysis_consts_fixed8_simd_odd[80 + 64] = {
#define C0 2.5377944043
#define C1 2.4270044280
#define C2 2.8015616024
#define C3 3.1710363741
#define C4 2.7906148894
#define C5 2.4270044280
#define C6 2.8015616024
#define C7 3.1710363741
#define F(x) F_PROTO8(x)
F(0.00000000E+00 * C0), -F(8.23919506E-04 * C0),
F(1.56575398E-04 * C1), F(1.78371725E-03 * C1),
F(3.43256425E-04 * C2), F(1.47640169E-03 * C2),
F(5.54620202E-04 * C3), F(1.13992507E-03 * C3),
F(2.01182542E-03 * C4), F(5.65949473E-03 * C4),
F(2.10371989E-03 * C5), F(3.49717454E-03 * C5),
F(1.99454554E-03 * C6), F(1.64973098E-03 * C6),
F(1.61656283E-03 * C7), F(1.78805361E-04 * C7),
F(0.00000000E+00 * C0), -F(1.46525263E-02 * C0),
F(8.02941163E-03 * C1), F(1.53184106E-02 * C1),
F(1.04584443E-02 * C2), F(1.62208471E-02 * C2),
F(1.27472335E-02 * C3), F(1.59045603E-02 * C3),
F(1.29371806E-02 * C4), F(6.79989431E-02 * C4),
F(8.85757540E-03 * C5), F(5.31873032E-02 * C5),
F(2.92408442E-03 * C6), F(3.90751381E-02 * C6),
-F(4.91578024E-03 * C7), F(2.61098752E-02 * C7),
F(0.00000000E+00 * C0), -F(1.23264548E-01 * C0),
F(8.29847578E-02 * C1), F(1.45389847E-01 * C1),
F(9.75753918E-02 * C2), F(1.40753505E-01 * C2),
F(1.11196689E-01 * C3), F(1.33264415E-01 * C3),
F(1.46955068E-01 * C4), -F(6.79989431E-02 * C4),
F(1.45389847E-01 * C5), -F(8.29847578E-02 * C5),
F(1.40753505E-01 * C6), -F(9.75753918E-02 * C6),
F(1.33264415E-01 * C7), -F(1.11196689E-01 * C7),
F(0.00000000E+00 * C0), F(1.46404076E-02 * C0),
-F(5.31873032E-02 * C1), F(8.85757540E-03 * C1),
-F(3.90751381E-02 * C2), F(2.92408442E-03 * C2),
-F(2.61098752E-02 * C3), -F(4.91578024E-03 * C3),
F(1.29371806E-02 * C4), -F(5.65949473E-03 * C4),
F(1.53184106E-02 * C5), -F(8.02941163E-03 * C5),
F(1.62208471E-02 * C6), -F(1.04584443E-02 * C6),
F(1.59045603E-02 * C7), -F(1.27472335E-02 * C7),
F(0.00000000E+00 * C0), -F(9.02154502E-04 * C0),
-F(3.49717454E-03 * C1), F(2.10371989E-03 * C1),
-F(1.64973098E-03 * C2), F(1.99454554E-03 * C2),
-F(1.78805361E-04 * C3), F(1.61656283E-03 * C3),
F(2.01182542E-03 * C4), F(0.00000000E+00 * C4),
F(1.78371725E-03 * C5), -F(1.56575398E-04 * C5),
F(1.47640169E-03 * C6), -F(3.43256425E-04 * C6),
F(1.13992507E-03 * C7), -F(5.54620202E-04 * C7),
#undef F
#define F(x) F_COS8(x)
-F(1.0000000000 / C0), F(0.8314696123 / C1),
-F(1.0000000000 / C0), -F(0.1950903220 / C1),
-F(1.0000000000 / C0), -F(0.9807852804 / C1),
-F(1.0000000000 / C0), -F(0.5555702330 / C1),
-F(1.0000000000 / C0), F(0.5555702330 / C1),
-F(1.0000000000 / C0), F(0.9807852804 / C1),
-F(1.0000000000 / C0), F(0.1950903220 / C1),
-F(1.0000000000 / C0), -F(0.8314696123 / C1),
F(0.9238795325 / C2), F(0.9807852804 / C3),
F(0.3826834324 / C2), F(0.8314696123 / C3),
-F(0.3826834324 / C2), F(0.5555702330 / C3),
-F(0.9238795325 / C2), F(0.1950903220 / C3),
-F(0.9238795325 / C2), -F(0.1950903220 / C3),
-F(0.3826834324 / C2), -F(0.5555702330 / C3),
F(0.3826834324 / C2), -F(0.8314696123 / C3),
F(0.9238795325 / C2), -F(0.9807852804 / C3),
F(0.7071067812 / C4), F(0.5555702330 / C5),
-F(0.7071067812 / C4), -F(0.9807852804 / C5),
-F(0.7071067812 / C4), F(0.1950903220 / C5),
F(0.7071067812 / C4), F(0.8314696123 / C5),
F(0.7071067812 / C4), -F(0.8314696123 / C5),
-F(0.7071067812 / C4), -F(0.1950903220 / C5),
-F(0.7071067812 / C4), F(0.9807852804 / C5),
F(0.7071067812 / C4), -F(0.5555702330 / C5),
F(0.3826834324 / C6), F(0.1950903220 / C7),
-F(0.9238795325 / C6), -F(0.5555702330 / C7),
F(0.9238795325 / C6), F(0.8314696123 / C7),
-F(0.3826834324 / C6), -F(0.9807852804 / C7),
-F(0.3826834324 / C6), F(0.9807852804 / C7),
F(0.9238795325 / C6), -F(0.8314696123 / C7),
-F(0.9238795325 / C6), F(0.5555702330 / C7),
F(0.3826834324 / C6), -F(0.1950903220 / C7),
#undef F
#undef C0
#undef C1
#undef C2
#undef C3
#undef C4
#undef C5
#undef C6
#undef C7
};