/* Copyright (c) 2007-2008 CSIRO Copyright (c) 2007-2009 Xiph.Org Foundation Copyright (c) 2008-2009 Gregory Maxwell Written by Jean-Marc Valin and Gregory Maxwell */ /* Redistribution and use in source and binary forms, with or without modification, are permitted provided that the following conditions are met: - Redistributions of source code must retain the above copyright notice, this list of conditions and the following disclaimer. - Redistributions in binary form must reproduce the above copyright notice, this list of conditions and the following disclaimer in the documentation and/or other materials provided with the distribution. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS ``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT OWNER OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE. */ #ifdef OPUS_HAVE_CONFIG_H #include "opus/opus_config.h" #endif #include #include "opus/celt/bands.h" #include "opus/celt/opus_modes.h" #include "opus/celt/vq.h" #include "opus/celt/cwrs.h" #include "opus/celt/stack_alloc.h" #include "opus/celt/os_support.h" #include "opus/celt/mathops.h" #include "opus/celt/rate.h" #include "opus/celt/quant_bands.h" #include "opus/celt/pitch.h" int hysteresis_decision(opus_val16 val, const opus_val16 *thresholds, const opus_val16 *hysteresis, int N, int prev) { int i; for (i=0;iprev && val < thresholds[prev]+hysteresis[prev]) i=prev; if (i thresholds[prev-1]-hysteresis[prev-1]) i=prev; return i; } opus_uint32 celt_lcg_rand(opus_uint32 seed) { return 1664525 * seed + 1013904223; } /* This is a cos() approximation designed to be bit-exact on any platform. Bit exactness with this approximation is important because it has an impact on the bit allocation */ static opus_int16 bitexact_cos(opus_int16 x) { opus_int32 tmp; opus_int16 x2; tmp = (4096+((opus_int32)(x)*(x)))>>13; celt_assert(tmp<=32767); x2 = tmp; x2 = (32767-x2) + FRAC_MUL16(x2, (-7651 + FRAC_MUL16(x2, (8277 + FRAC_MUL16(-626, x2))))); celt_assert(x2<=32766); return 1+x2; } static int bitexact_log2tan(int isin,int icos) { int lc; int ls; lc=EC_ILOG(icos); ls=EC_ILOG(isin); icos<<=15-lc; isin<<=15-ls; return (ls-lc)*(1<<11) +FRAC_MUL16(isin, FRAC_MUL16(isin, -2597) + 7932) -FRAC_MUL16(icos, FRAC_MUL16(icos, -2597) + 7932); } #ifdef OPUS_FIXED_POINT /* Compute the amplitude (sqrt energy) in each of the bands */ void compute_band_energies(const CELTMode *m, const celt_sig *X, celt_ener *bandE, int end, int C, int M) { int i, c, N; const opus_int16 *eBands = m->eBands; N = M*m->shortMdctSize; c=0; do { for (i=0;i 0) { int shift = celt_ilog2(maxval)-10; j=M*eBands[i]; do { sum = MAC16_16(sum, EXTRACT16(VSHR32(X[j+c*N],shift)), EXTRACT16(VSHR32(X[j+c*N],shift))); } while (++jnbEBands] = EPSILON+VSHR32(EXTEND32(celt_sqrt(sum)),-shift); } else { bandE[i+c*m->nbEBands] = EPSILON; } /*printf ("%f ", bandE[i+c*m->nbEBands]);*/ } } while (++ceBands; N = M*m->shortMdctSize; c=0; do { i=0; do { opus_val16 g; int j,shift; opus_val16 E; shift = celt_zlog2(bandE[i+c*m->nbEBands])-13; E = VSHR32(bandE[i+c*m->nbEBands], shift); g = EXTRACT16(celt_rcp(SHL32(E,3))); j=M*eBands[i]; do { X[j+c*N] = MULT16_16_Q15(VSHR32(freq[j+c*N],shift-1),g); } while (++jeBands; N = M*m->shortMdctSize; c=0; do { for (i=0;inbEBands] = celt_sqrt(sum); /*printf ("%f ", bandE[i+c*m->nbEBands]);*/ } } while (++ceBands; N = M*m->shortMdctSize; c=0; do { for (i=0;inbEBands]); for (j=M*eBands[i];jeBands; N = M*m->shortMdctSize; celt_assert2(C<=2, "denormalise_bands() not implemented for >2 channels"); c=0; do { celt_sig * OPUS_RESTRICT f; const celt_norm * OPUS_RESTRICT x; f = freq+c*N; x = X+c*N+M*eBands[start]; for (i=0;inbEBands], SHL16((opus_val16)eMeans[i],6)); #ifndef OPUS_FIXED_POINT g = celt_exp2(lg); #else /* Handle the integer part of the log energy */ shift = 16-(lg>>DB_SHIFT); if (shift>31) { shift=0; g=0; } else { /* Handle the fractional part. */ g = celt_exp2_frac(lg&((1<eBands[i+1]-m->eBands[i]; /* depth in 1/8 bits */ depth = (1+pulses[i])/((m->eBands[i+1]-m->eBands[i])<>1; t = SHL32(t, (7-shift)<<1); sqrt_1 = celt_rsqrt_norm(t); } #else thresh = .5f*celt_exp2(-.125f*depth); sqrt_1 = celt_rsqrt(N0<nbEBands+i]; prev2 = prev2logE[c*m->nbEBands+i]; if (C==1) { prev1 = MAX16(prev1,prev1logE[m->nbEBands+i]); prev2 = MAX16(prev2,prev2logE[m->nbEBands+i]); } Ediff = EXTEND32(logE[c*m->nbEBands+i])-EXTEND32(MIN16(prev1,prev2)); Ediff = MAX32(0, Ediff); #ifdef OPUS_FIXED_POINT if (Ediff < 16384) { opus_val32 r32 = SHR32(celt_exp2(-EXTRACT16(Ediff)),1); r = 2*MIN16(16383,r32); } else { r = 0; } if (LM==3) r = MULT16_16_Q14(23170, MIN32(23169, r)); r = SHR16(MIN16(thresh, r),1); r = SHR32(MULT16_16_Q15(sqrt_1, r),shift); #else /* r needs to be multiplied by 2 or 2*sqrt(2) depending on LM because short blocks don't have the same energy as long */ r = 2.f*celt_exp2(-Ediff); if (LM==3) r *= 1.41421356f; r = MIN16(thresh, r); r = r*sqrt_1; #endif X = X_+c*size+(m->eBands[i]<nbEBands]))-13; #endif left = VSHR32(bandE[i],shift); right = VSHR32(bandE[i+m->nbEBands],shift); norm = EPSILON + celt_sqrt(EPSILON+MULT16_16(left,left)+MULT16_16(right,right)); a1 = DIV32_16(SHL32(EXTEND32(left),14),norm); a2 = DIV32_16(SHL32(EXTEND32(right),14),norm); for (j=0;j>1; kr = celt_ilog2(Er)>>1; #endif t = VSHR32(El, (kl-7)<<1); lgain = celt_rsqrt_norm(t); t = VSHR32(Er, (kr-7)<<1); rgain = celt_rsqrt_norm(t); #ifdef OPUS_FIXED_POINT if (kl < 7) kl = 7; if (kr < 7) kr = 7; #endif for (j=0;jeBands; int decision; int hf_sum=0; celt_assert(end>0); N0 = M*m->shortMdctSize; if (M*(eBands[end]-eBands[end-1]) <= 8) return SPREAD_NONE; c=0; do { for (i=0;im->nbEBands-4) hf_sum += 32*(tcount[1]+tcount[0])/N; tmp = (2*tcount[2] >= N) + (2*tcount[1] >= N) + (2*tcount[0] >= N); sum += tmp*256; nbBands++; } } while (++cnbEBands+end); *hf_average = (*hf_average+hf_sum)>>1; hf_sum = *hf_average; if (*tapset_decision==2) hf_sum += 4; else if (*tapset_decision==0) hf_sum -= 4; if (hf_sum > 22) *tapset_decision=2; else if (hf_sum > 18) *tapset_decision=1; else *tapset_decision=0; } /*printf("%d %d %d\n", hf_sum, *hf_average, *tapset_decision);*/ celt_assert(nbBands>0); /* end has to be non-zero */ sum /= nbBands; /* Recursive averaging */ sum = (sum+*average)>>1; *average = sum; /* Hysteresis */ sum = (3*sum + (((3-last_decision)<<7) + 64) + 2)>>2; if (sum < 80) { decision = SPREAD_AGGRESSIVE; } else if (sum < 256) { decision = SPREAD_NORMAL; } else if (sum < 384) { decision = SPREAD_LIGHT; } else { decision = SPREAD_NONE; } #ifdef FUZZING decision = rand()&0x3; *tapset_decision=rand()%3; #endif return decision; } /* Indexing table for converting from natural Hadamard to ordery Hadamard This is essentially a bit-reversed Gray, on top of which we've added an inversion of the order because we want the DC at the end rather than the beginning. The lines are for N=2, 4, 8, 16 */ static const int ordery_table[] = { 1, 0, 3, 0, 2, 1, 7, 0, 4, 3, 6, 1, 5, 2, 15, 0, 8, 7, 12, 3, 11, 4, 14, 1, 9, 6, 13, 2, 10, 5, }; static void deinterleave_hadamard(celt_norm *X, int N0, int stride, int hadamard) { int i,j; VARDECL(celt_norm, tmp); int N; SAVE_STACK; N = N0*stride; ALLOC(tmp, N, celt_norm); celt_assert(stride>0); if (hadamard) { const int *ordery = ordery_table+stride-2; for (i=0;i>= 1; for (i=0;i>1)) { qn = 1; } else { qn = exp2_table8[qb&0x7]>>(14-(qb>>BITRES)); qn = (qn+1)>>1<<1; } celt_assert(qn <= 256); return qn; } struct band_ctx { int encode; const CELTMode *m; int i; int intensity; int spread; int tf_change; ec_ctx *ec; opus_int32 remaining_bits; const celt_ener *bandE; opus_uint32 seed; }; struct split_ctx { int inv; int imid; int iside; int delta; int itheta; int qalloc; }; static void compute_theta(struct band_ctx *ctx, struct split_ctx *sctx, celt_norm *X, celt_norm *Y, int N, int *b, int B, int B0, int LM, int stereo, int *fill) { int qn; int itheta=0; int delta; int imid, iside; int qalloc; int pulse_cap; int offset; opus_int32 tell; int inv=0; int encode; const CELTMode *m; int i; int intensity; ec_ctx *ec; const celt_ener *bandE; encode = ctx->encode; m = ctx->m; i = ctx->i; intensity = ctx->intensity; ec = ctx->ec; bandE = ctx->bandE; /* Decide on the resolution to give to the split parameter theta */ pulse_cap = m->logN[i]+LM*(1<>1) - (stereo&&N==2 ? QTHETA_OFFSET_TWOPHASE : QTHETA_OFFSET); qn = compute_qn(N, *b, offset, pulse_cap, stereo); if (stereo && i>=intensity) qn = 1; if (encode) { /* theta is the atan() of the ratio between the (normalized) side and mid. With just that parameter, we can re-scale both mid and side because we know that 1) they have unit norm and 2) they are orthogonal. */ itheta = stereo_itheta(X, Y, stereo, N); } tell = ec_tell_frac(ec); if (qn!=1) { if (encode) itheta = (itheta*qn+8192)>>14; /* Entropy coding of the angle. We use a uniform pdf for the time split, a step for stereo, and a triangular one for the rest. */ if (stereo && N>2) { int p0 = 3; int x = itheta; int x0 = qn/2; int ft = p0*(x0+1) + x0; /* Use a probability of p0 up to itheta=8192 and then use 1 after */ if (encode) { ec_encode(ec,x<=x0?p0*x:(x-1-x0)+(x0+1)*p0,x<=x0?p0*(x+1):(x-x0)+(x0+1)*p0,ft); } else { int fs; fs=ec_decode(ec,ft); if (fs<(x0+1)*p0) x=fs/p0; else x=x0+1+(fs-(x0+1)*p0); ec_dec_update(ec,x<=x0?p0*x:(x-1-x0)+(x0+1)*p0,x<=x0?p0*(x+1):(x-x0)+(x0+1)*p0,ft); itheta = x; } } else if (B0>1 || stereo) { /* Uniform pdf */ if (encode) ec_enc_uint(ec, itheta, qn+1); else itheta = ec_dec_uint(ec, qn+1); } else { int fs=1, ft; ft = ((qn>>1)+1)*((qn>>1)+1); if (encode) { int fl; fs = itheta <= (qn>>1) ? itheta + 1 : qn + 1 - itheta; fl = itheta <= (qn>>1) ? itheta*(itheta + 1)>>1 : ft - ((qn + 1 - itheta)*(qn + 2 - itheta)>>1); ec_encode(ec, fl, fl+fs, ft); } else { /* Triangular pdf */ int fl=0; int fm; fm = ec_decode(ec, ft); if (fm < ((qn>>1)*((qn>>1) + 1)>>1)) { itheta = (isqrt32(8*(opus_uint32)fm + 1) - 1)>>1; fs = itheta + 1; fl = itheta*(itheta + 1)>>1; } else { itheta = (2*(qn + 1) - isqrt32(8*(opus_uint32)(ft - fm - 1) + 1))>>1; fs = qn + 1 - itheta; fl = ft - ((qn + 1 - itheta)*(qn + 2 - itheta)>>1); } ec_dec_update(ec, fl, fl+fs, ft); } } itheta = (opus_int32)itheta*16384/qn; if (encode && stereo) { if (itheta==0) intensity_stereo(m, X, Y, bandE, i, N); else stereo_split(X, Y, N); } /* NOTE: Renormalising X and Y *may* help fixed-point a bit at very high rate. Let's do that at higher complexity */ } else if (stereo) { if (encode) { inv = itheta > 8192; if (inv) { int j; for (j=0;j2<remaining_bits > 2<inv = inv; sctx->imid = imid; sctx->iside = iside; sctx->delta = delta; sctx->itheta = itheta; sctx->qalloc = qalloc; } static unsigned quant_band_n1(struct band_ctx *ctx, celt_norm *X, celt_norm *Y, int b, celt_norm *lowband_out) { #ifdef RESYNTH int resynth = 1; #else int resynth = !ctx->encode; #endif int c; int stereo; celt_norm *x = X; int encode; ec_ctx *ec; encode = ctx->encode; ec = ctx->ec; stereo = Y != NULL; c=0; do { int sign=0; if (ctx->remaining_bits>=1<remaining_bits -= 1<encode; #endif celt_norm *Y=NULL; int encode; const CELTMode *m; int i; int spread; ec_ctx *ec; encode = ctx->encode; m = ctx->m; i = ctx->i; spread = ctx->spread; ec = ctx->ec; /* If we need 1.5 more bit than we can produce, split the band in two. */ cache = m->cache.bits + m->cache.index[(LM+1)*m->nbEBands+i]; if (LM != -1 && b > cache[cache[0]]+12 && N>2) { int mbits, sbits, delta; int itheta; int qalloc; struct split_ctx sctx; celt_norm *next_lowband2=NULL; opus_int32 rebalance; N >>= 1; Y = X+N; LM -= 1; if (B==1) fill = (fill&1)|(fill<<1); B = (B+1)>>1; compute_theta(ctx, &sctx, X, Y, N, &b, B, B0, LM, 0, &fill); imid = sctx.imid; iside = sctx.iside; delta = sctx.delta; itheta = sctx.itheta; qalloc = sctx.qalloc; #ifdef OPUS_FIXED_POINT mid = imid; side = iside; #else mid = (1.f/32768)*imid; side = (1.f/32768)*iside; #endif /* Give more bits to low-energy MDCTs than they would otherwise deserve */ if (B0>1 && (itheta&0x3fff)) { if (itheta > 8192) /* Rough approximation for pre-echo masking */ delta -= delta>>(4-LM); else /* Corresponds to a forward-masking slope of 1.5 dB per 10 ms */ delta = IMIN(0, delta + (N<>(5-LM))); } mbits = IMAX(0, IMIN(b, (b-delta)/2)); sbits = b-mbits; ctx->remaining_bits -= qalloc; if (lowband) next_lowband2 = lowband+N; /* >32-bit split case */ rebalance = ctx->remaining_bits; if (mbits >= sbits) { cm = quant_partition(ctx, X, N, mbits, B, lowband, LM, MULT16_16_P15(gain,mid), fill); rebalance = mbits - (rebalance-ctx->remaining_bits); if (rebalance > 3<>B)<<(B0>>1); } else { cm = quant_partition(ctx, Y, N, sbits, B, next_lowband2, LM, MULT16_16_P15(gain,side), fill>>B)<<(B0>>1); rebalance = sbits - (rebalance-ctx->remaining_bits); if (rebalance > 3<remaining_bits -= curr_bits; /* Ensures we can never bust the budget */ while (ctx->remaining_bits < 0 && q > 0) { ctx->remaining_bits += curr_bits; q--; curr_bits = pulses2bits(m, i, LM, q); ctx->remaining_bits -= curr_bits; } if (q!=0) { int K = get_pulses(q); /* Finally do the actual quantization */ if (encode) { cm = alg_quant(X, N, K, spread, B, ec #ifdef RESYNTH , gain #endif ); } else { cm = alg_unquant(X, N, K, spread, B, ec, gain); } } else { /* If there's no pulse, fill the band anyway */ int j; if (resynth) { unsigned cm_mask; /* B can be as large as 16, so this shift might overflow an int on a 16-bit platform; use a long to get defined behavior.*/ cm_mask = (unsigned)(1UL<seed = celt_lcg_rand(ctx->seed); X[j] = (celt_norm)((opus_int32)ctx->seed>>20); } cm = cm_mask; } else { /* Folded spectrum */ for (j=0;jseed = celt_lcg_rand(ctx->seed); /* About 48 dB below the "normal" folding level */ tmp = QCONST16(1.0f/256, 10); tmp = (ctx->seed)&0x8000 ? tmp : -tmp; X[j] = lowband[j]+tmp; } cm = fill; } renormalise_vector(X, N, gain); } } } } return cm; } /* This function is responsible for encoding and decoding a band for the mono case. */ static unsigned quant_band(struct band_ctx *ctx, celt_norm *X, int N, int b, int B, celt_norm *lowband, int LM, celt_norm *lowband_out, opus_val16 gain, celt_norm *lowband_scratch, int fill) { int N0=N; int N_B=N; int N_B0; int B0=B; int time_divide=0; int recombine=0; int longBlocks; unsigned cm=0; #ifdef RESYNTH int resynth = 1; #else int resynth = !ctx->encode; #endif int k; int encode; int tf_change; encode = ctx->encode; tf_change = ctx->tf_change; longBlocks = B0==1; N_B /= B; /* Special case for one sample */ if (N==1) { return quant_band_n1(ctx, X, NULL, b, lowband_out); } if (tf_change>0) recombine = tf_change; /* Band recombining to increase frequency resolution */ if (lowband_scratch && lowband && (recombine || ((N_B&1) == 0 && tf_change<0) || B0>1)) { int j; for (j=0;j>k, 1<>k, 1<>4]<<2; } B>>=recombine; N_B<<=recombine; /* Increasing the time resolution */ while ((N_B&1) == 0 && tf_change<0) { if (encode) haar1(X, N_B, B); if (lowband) haar1(lowband, N_B, B); fill |= fill<>= 1; time_divide++; tf_change++; } B0=B; N_B0 = N_B; /* Reorganize the samples in time order instead of frequency order */ if (B0>1) { if (encode) deinterleave_hadamard(X, N_B>>recombine, B0<>recombine, B0<1) interleave_hadamard(X, N_B>>recombine, B0<>= 1; N_B <<= 1; cm |= cm>>B; haar1(X, N_B, B); } for (k=0;k>k, 1<encode; #endif int mbits, sbits, delta; int itheta; int qalloc; struct split_ctx sctx; int orig_fill; int encode; ec_ctx *ec; encode = ctx->encode; ec = ctx->ec; /* Special case for one sample */ if (N==1) { return quant_band_n1(ctx, X, Y, b, lowband_out); } orig_fill = fill; compute_theta(ctx, &sctx, X, Y, N, &b, B, B, LM, 1, &fill); inv = sctx.inv; imid = sctx.imid; iside = sctx.iside; delta = sctx.delta; itheta = sctx.itheta; qalloc = sctx.qalloc; #ifdef OPUS_FIXED_POINT mid = imid; side = iside; #else mid = (1.f/32768)*imid; side = (1.f/32768)*iside; #endif /* This is a special case for N=2 that only works for stereo and takes advantage of the fact that mid and side are orthogonal to encode the side with just one bit. */ if (N==2) { int c; int sign=0; celt_norm *x2, *y2; mbits = b; sbits = 0; /* Only need one bit for the side. */ if (itheta != 0 && itheta != 16384) sbits = 1< 8192; ctx->remaining_bits -= qalloc+sbits; x2 = c ? Y : X; y2 = c ? X : Y; if (sbits) { if (encode) { /* Here we only need to encode a sign for the side. */ sign = x2[0]*y2[1] - x2[1]*y2[0] < 0; ec_enc_bits(ec, sign, 1); } else { sign = ec_dec_bits(ec, 1); } } sign = 1-2*sign; /* We use orig_fill here because we want to fold the side, but if itheta==16384, we'll have cleared the low bits of fill. */ cm = quant_band(ctx, x2, N, mbits, B, lowband, LM, lowband_out, Q15ONE, lowband_scratch, orig_fill); /* We don't split N=2 bands, so cm is either 1 or 0 (for a fold-collapse), and there's no need to worry about mixing with the other channel. */ y2[0] = -sign*x2[1]; y2[1] = sign*x2[0]; if (resynth) { celt_norm tmp; X[0] = MULT16_16_Q15(mid, X[0]); X[1] = MULT16_16_Q15(mid, X[1]); Y[0] = MULT16_16_Q15(side, Y[0]); Y[1] = MULT16_16_Q15(side, Y[1]); tmp = X[0]; X[0] = SUB16(tmp,Y[0]); Y[0] = ADD16(tmp,Y[0]); tmp = X[1]; X[1] = SUB16(tmp,Y[1]); Y[1] = ADD16(tmp,Y[1]); } } else { /* "Normal" split code */ opus_int32 rebalance; mbits = IMAX(0, IMIN(b, (b-delta)/2)); sbits = b-mbits; ctx->remaining_bits -= qalloc; rebalance = ctx->remaining_bits; if (mbits >= sbits) { /* In stereo mode, we do not apply a scaling to the mid because we need the normalized mid for folding later. */ cm = quant_band(ctx, X, N, mbits, B, lowband, LM, lowband_out, Q15ONE, lowband_scratch, fill); rebalance = mbits - (rebalance-ctx->remaining_bits); if (rebalance > 3<>B); } else { /* For a stereo split, the high bits of fill are always zero, so no folding will be done to the side. */ cm = quant_band(ctx, Y, N, sbits, B, NULL, LM, NULL, side, NULL, fill>>B); rebalance = sbits - (rebalance-ctx->remaining_bits); if (rebalance > 3<eBands; celt_norm * OPUS_RESTRICT norm, * OPUS_RESTRICT norm2; VARDECL(celt_norm, _norm); celt_norm *lowband_scratch; int B; int M; int lowband_offset; int update_lowband = 1; int C = Y_ != NULL ? 2 : 1; int norm_offset; #ifdef RESYNTH int resynth = 1; #else int resynth = !encode; #endif struct band_ctx ctx; SAVE_STACK; M = 1<nbEBands-1]-norm_offset), celt_norm); norm = _norm; norm2 = norm + M*eBands[m->nbEBands-1]-norm_offset; /* We can use the last band as scratch space because we don't need that scratch space for the last band. */ lowband_scratch = X_+M*eBands[m->nbEBands-1]; lowband_offset = 0; ctx.bandE = bandE; ctx.ec = ec; ctx.encode = encode; ctx.intensity = intensity; ctx.m = m; ctx.seed = *seed; ctx.spread = spread; for (i=start;i= M*eBands[start] && (update_lowband || lowband_offset==0)) lowband_offset = i; tf_change = tf_res[i]; ctx.tf_change = tf_change; if (i>=m->effEBands) { X=norm; if (Y_!=NULL) Y = norm; lowband_scratch = NULL; } if (i==end-1) lowband_scratch = NULL; /* Get a conservative estimate of the collapse_mask's for the bands we're going to be folding from. */ if (lowband_offset != 0 && (spread!=SPREAD_AGGRESSIVE || B>1 || tf_change<0)) { int fold_start; int fold_end; int fold_i; /* This ensures we never repeat spectral content within one band */ effective_lowband = IMAX(0, M*eBands[lowband_offset]-norm_offset-N); fold_start = lowband_offset; while(M*eBands[--fold_start] > effective_lowband+norm_offset); fold_end = lowband_offset-1; while(M*eBands[++fold_end] < effective_lowband+norm_offset+N); x_cm = y_cm = 0; fold_i = fold_start; do { x_cm |= collapse_masks[fold_i*C+0]; y_cm |= collapse_masks[fold_i*C+C-1]; } while (++fold_i(N<