45     r.z = amount.z < low.z ? low.z : (amount.z > high.z ? high.z : amount.z);       \
53     r.z = amount.z < low.z ? low.z : (amount.z > high.z ? high.z : amount.z);       \
69     r.z = amount.z < low ? low : (amount.z > high ? high : amount.z);               \
77     r.z = amount.z < low ? low : (amount.z > high ? high : amount.z);               \
133     r.z = v1.z > v2.z ? v1.z : v2.z;  in fmax()
141     r.z = v1.z > v2.z ? v1.z : v2.z;  in fmax()
157     r.z = v1.z > v2 ? v1.z : v2;  in fmax()
165     r.z = v1.z > v2 ? v1.z : v2;  in fmax()
189     r.z = v1.z < v2.z ? v1.z : v2.z;  in fmin()
197     r.z = v1.z < v2.z ? v1.z : v2.z;  in fmin()
213     r.z = v1.z < v2 ? v1.z : v2;  in fmin()
221     r.z = v1.z < v2 ? v1.z : v2;  in fmin()
246     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
254     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
274     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
282     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
302     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
310     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
330     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
338     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
358     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
366     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
386     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
394     r.z = v1.z > v2.z ? v1.z : v2.z;  in max()
447     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
455     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
475     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
483     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
503     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
511     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
531     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
539     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
559     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
567     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
587     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
595     r.z = v1.z < v2.z ? v1.z : v2.z;  in min()
686     r.z = half_rsqrt(v.z);  in half_rsqrt()
694     r.z = half_rsqrt(v.z);  in half_rsqrt()
706     ret.x = (m->m[0] * in.x) + (m->m[4] * in.y) + (m->m[8] * in.z) + (m->m[12] * in.w);  in rsMatrixMultiply()
707     ret.y = (m->m[1] * in.x) + (m->m[5] * in.y) + (m->m[9] * in.z) + (m->m[13] * in.w);  in rsMatrixMultiply()
708     ret.z = (m->m[2] * in.x) + (m->m[6] * in.y) + (m->m[10] * in.z) + (m->m[14] * in.w);  in rsMatrixMultiply()
709     ret.w = (m->m[3] * in.x) + (m->m[7] * in.y) + (m->m[11] * in.z) + (m->m[15] * in.w);  in rsMatrixMultiply()
716     ret.x = (m->m[0] * in.x) + (m->m[4] * in.y) + (m->m[8] * in.z) + m->m[12];  in rsMatrixMultiply()
717     ret.y = (m->m[1] * in.x) + (m->m[5] * in.y) + (m->m[9] * in.z) + m->m[13];  in rsMatrixMultiply()
718     ret.z = (m->m[2] * in.x) + (m->m[6] * in.y) + (m->m[10] * in.z) + m->m[14];  in rsMatrixMultiply()
719     ret.w = (m->m[3] * in.x) + (m->m[7] * in.y) + (m->m[11] * in.z) + m->m[15];  in rsMatrixMultiply()
728     ret.z = (m->m[2] * in.x) + (m->m[6] * in.y) + m->m[14];  in rsMatrixMultiply()
736     ret.x = (m->m[0] * in.x) + (m->m[3] * in.y) + (m->m[6] * in.z);  in rsMatrixMultiply()
737     ret.y = (m->m[1] * in.x) + (m->m[4] * in.y) + (m->m[7] * in.z);  in rsMatrixMultiply()
738     ret.z = (m->m[2] * in.x) + (m->m[5] * in.y) + (m->m[8] * in.z);  in rsMatrixMultiply()
747     ret.z = (m->m[2] * in.x) + (m->m[5] * in.y);  in rsMatrixMultiply()
759     c.z = (uchar)clamp((b * 255.f + 0.5f), 0.f, 255.f);  in rsPackColorTo8888()
769     c.z = (uchar)clamp((b * 255.f + 0.5f), 0.f, 255.f);  in rsPackColorTo8888()
779     uchar4 c = {color.x, color.y, color.z, 255};  in rsPackColorTo8888()
788     uchar4 c = {color.x, color.y, color.z, color.w};  in rsPackColorTo8888()