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/netbsd-src/sys/external/isc/libsodium/dist/src/libsodium/crypto_stream/chacha20/dolbeau/
H A Du1.h2 __m128i x_0, x_1, x_2, x_3; variable
14 x_1 = _mm_loadu_si128((__m128i*) (x + 4));
19 x_0 = _mm_add_epi32(x_0, x_1);
24 x_1 = _mm_xor_si128(x_1, x_2);
26 t_1 = x_1;
27 x_1 = _mm_slli_epi32(x_1, 12);
29 x_1 = _mm_xor_si128(x_1, t_1);
31 x_0 = _mm_add_epi32(x_0, x_1);
38 x_1 = _mm_xor_si128(x_1, x_2);
41 t_1 = x_1;
[all …]
H A Du0.h2 __m128i x_0, x_1, x_2, x_3; variable
13 x_1 = _mm_loadu_si128((__m128i*) (x + 4));
18 x_0 = _mm_add_epi32(x_0, x_1);
23 x_1 = _mm_xor_si128(x_1, x_2);
25 t_1 = x_1;
26 x_1 = _mm_slli_epi32(x_1, 12);
28 x_1 = _mm_xor_si128(x_1, t_1);
30 x_0 = _mm_add_epi32(x_0, x_1);
37 x_1 = _mm_xor_si128(x_1, x_2);
40 t_1 = x_1;
[all …]
H A Du4.h31 __m128i x_1 = _mm_set1_epi32(x[1]); variable
47 __m128i orig1 = x_1;
75 x_1 = orig1;
H A Du8.h141 __m256i x_1 = _mm256_set1_epi32(x[1]); variable
158 __m256i orig1 = x_1;
186 x_1 = orig1;
/netbsd-src/external/gpl2/groff/dist/src/devices/grolbp/
H A Dlbp.h446 double x_1, y_1, x_4, y_4; in quadratic_spline() local
449 x_1 = a_1; y_1 = b_1; in quadratic_spline()
453 if ((fabs(x_1 - x_mid) < THRESHOLD) in quadratic_spline()
459 quadratic_spline(x_1, y_1, ((x_1+a_2)/2.0), ((y_1+b_2)/2.0), in quadratic_spline()
482 double x_1, y_1, x_2, y_2; in vdmspline() local
488 x_1 = o_x; in vdmspline()
495 cx_1 = (x_1 + x_2)/2.0; in vdmspline()
497 cx_2 = (x_1 + 3.0*x_2)/4.0; in vdmspline()
501 vdmprintf("1%s%s",vdmnum((int)x_1,xcoord),vdmnum((int)y_1,ycoord)); in vdmspline()
502 splinerel(x_1,y_1,-1); in vdmspline()
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/netbsd-src/external/gpl2/groff/dist/src/devices/xditview/
H A Ddraw.c506 DrawArc (DviWidget dw, int x_0, int y_0, int x_1, int y_1) in DrawArc() argument
510 + sqrt ((double)x_1*x_1 + (double)y_1*y_1) in DrawArc()
512 if ((x_0 == 0 && y_0 == 0) || (x_1 == 0 && y_1 == 0)) in DrawArc()
515 angle2 = (int)(atan2 ((double)-y_1, (double)x_1)*180.0*64.0/M_PI); in DrawArc()
609 int x_1, y_1, dx, dy, n1, n2, n; in flattenCurve() local
611 x_1 = points[*pointi - 1].x; in flattenCurve()
614 dx = x_4 - x_1; in flattenCurve()
617 n1 = dy*(x_2 - x_1) - dx*(y_2 - y_1); in flattenCurve()
618 n2 = dy*(x_3 - x_1) - dx*(y_3 - y_1); in flattenCurve()
629 (x_1 + x_2)/2, in flattenCurve()
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/netbsd-src/external/gpl2/groff/dist/src/libs/libgroff/
H A Dgeometry.cpp120 void check_output_arc_limits(int x_1, int y_1, in check_output_arc_limits() argument
129 int xcenter = x_1 + xv_1; in check_output_arc_limits()
137 int xe = x_1 - xcenter; in check_output_arc_limits()
/netbsd-src/external/gpl2/groff/dist/src/preproc/grn/
H A Dhgraph.cpp969 HGtline(int x_1, in HGtline() argument
985 line(x_1, y_1); in HGtline()
994 if ((dx = x_1 - x_0) < 0) { in HGtline()
1007 while (x_0 != x_1) { in HGtline()
1045 change(x_1, y_1, 1); in HGtline()
1047 change(x_1, y_1, 0); in HGtline()
/netbsd-src/external/gpl3/gcc/dist/gcc/doc/
H A Dtree-ssa.texi546 2 x_1 = PHI (0, x_5)
547 3 if (x_1 < 10)
548 4 if (x_1 > 7)
551 7 y_3 = x_1 + x_7
553 9 x_5 = x_1 + 1
563 2 x_1 = PHI (0, x_5)
564 3 if (x_1 < 10)
566 5 if (x_1 > 7)
570 9 y_3 = x_1 + x_7
572 11 x_5 = x_1 + 1
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H A Dloop.texi354 loop) equivalent to @code{x_1} in the following example
359 x_1 = phi (base, x_2);
360 x_2 = x_1 + step;
H A Dgccint.info16066 2 x_1 = PHI (0, x_5)
16067 3 if (x_1 < 10)
16068 4 if (x_1 > 7)
16071 7 y_3 = x_1 + x_7
16073 9 x_5 = x_1 + 1
16080 2 x_1 = PHI (0, x_5)
16081 3 if (x_1 < 10)
16083 5 if (x_1 > 7)
16087 9 y_3 = x_1 + x_7
16089 11 x_5 = x_1 + 1
[all …]
/netbsd-src/external/gpl3/gcc.old/dist/gcc/doc/
H A Dtree-ssa.texi558 2 x_1 = PHI (0, x_5)
559 3 if (x_1 < 10)
560 4 if (x_1 > 7)
563 7 y_3 = x_1 + x_7
565 9 x_5 = x_1 + 1
575 2 x_1 = PHI (0, x_5)
576 3 if (x_1 < 10)
578 5 if (x_1 > 7)
582 9 y_3 = x_1 + x_7
584 11 x_5 = x_1 + 1
[all …]
H A Dloop.texi353 loop) equivalent to @code{x_1} in the following example
358 x_1 = phi (base, x_2);
359 x_2 = x_1 + step;
H A Dgccint.info15665 2 x_1 = PHI (0, x_5)
15666 3 if (x_1 < 10)
15667 4 if (x_1 > 7)
15670 7 y_3 = x_1 + x_7
15672 9 x_5 = x_1 + 1
15679 2 x_1 = PHI (0, x_5)
15680 3 if (x_1 < 10)
15682 5 if (x_1 > 7)
15686 9 y_3 = x_1 + x_7
15688 11 x_5 = x_1 + 1
[all …]
/netbsd-src/games/phantasia/
H A Dmisc.c956 distance(double x_1, double x_2, double y_1, double y_2) in distance() argument
960 deltax = x_1 - x_2; in distance()
/netbsd-src/external/gpl2/groff/dist/src/devices/grohtml/
H A Dpost-html.cpp1352 int x_1, int y_1, int x_2, int y_2, in add_line() argument
1358 min(y_1, y_2), min(x_1, x_2), in add_line()
1359 max(y_1, y_2), max(x_1, x_2), in add_line()
1362 min(y_1, y_2), min(x_1, x_2), in add_line()
1363 max(y_1, y_2), max(x_1, x_2)); in add_line()
/netbsd-src/external/mit/isl/dist/doc/
H A Dimplementation.tex36 \{\, \vec x_1 \to \vec x_2 \in \Z^{d_1} \times \Z^{d_2}
38 A_1 \vec x_1 + A_2 \vec x_2 + B \vec s + D \vec z + \vec c \geq \vec 0 \,\}
57 \{\, \vec x_1 \in \Z^{d_1} \mid \exists \vec x_2 \in \Z^{d_2} :
58 (\vec x_1, \vec x_2) \in R(\vec s) \,\}
68 \{\, \vec x_2 \in \Z^{d_2} \mid \exists \vec x_1 \in \Z^{d_1} :
69 (\vec x_1, \vec x_2) \in R(\vec s) \,\}
82 \{\, \vec x_1 \to \vec x_3 \in \Z^{d_1} \times \Z^{d_3}
84 \vec x_1 \to \vec x_2 \in R(\vec s) \wedge
/netbsd-src/external/gpl3/gcc/dist/gcc/
H A Dtree-data-ref.cc5195 int x_1, x_2; in add_multivariate_self_dist() local
5213 x_1 = index_in_loop_nest (CHREC_VARIABLE (c_1), DDR_LOOP_NEST (ddr)); in add_multivariate_self_dist()
5229 dist_v[x_1] = v2; in add_multivariate_self_dist()
5233 add_outer_distances (ddr, dist_v, x_1); in add_multivariate_self_dist()
/netbsd-src/external/gpl3/gcc.old/dist/gcc/
H A Dtree-data-ref.c4862 int x_1, x_2; in add_multivariate_self_dist() local
4880 x_1 = index_in_loop_nest (CHREC_VARIABLE (c_1), DDR_LOOP_NEST (ddr)); in add_multivariate_self_dist()
4896 dist_v[x_1] = v2; in add_multivariate_self_dist()
4900 add_outer_distances (ddr, dist_v, x_1); in add_multivariate_self_dist()
/netbsd-src/external/lgpl3/gmp/dist/doc/
H A Dgmp.texi7822 \GMPbox{x_1}{x_0}
7849 @m{xy = (b^2+b)x_1y_1 - b(x_1-x_0)(y_1-y_0) + (b+1)x_0y_0,
7889 \GMPboxB{$-$}{(x_1-x_0)(y_1-y_0)}
7912 The term @m{(x_1-x_0)(y_1-y_0),(x1-x0)*(y1-y0)} is best calculated as an
7923 @m{x^2 = (b^2+b)x_1^2 - b(x_1-x_0)^2 + (b+1)x_0^2,
7928 the three multiplies above. The middle term @m{(x_1-x_0)^2,(x1-x0)^2} is now
7932 middle term @m{(x_1+x_0)(y_1+y_0),(x1+x0)*(y1+y0)}. But those sums can exceed
7987 \GMPbox{x_2}{x_1}{x_0}
8100 @item @math{t=1} @tab @m{(x_2+x_1+x_0)(y_2+y_1+y_0),(x2+x1+x0) * (y2+y1+y0)}
8101 @item @math{t=-1} @tab @m{(x_2-x_1+x_0)(y_2-y_1+y_0),(x2-x1+x0) * (y2-y1+y0)}
[all …]
/netbsd-src/crypto/external/bsd/netpgp/dist/ref/
H A Drfc2437.txt357 x = x_{l-1}256^{l-1} + x_{l-2}256^{l-2} +... + x_1 256 + x_0
384 2. Let x = x{l-1} 256^{l-1} + x_{l-2} 256^{l-2} +...+ x_1 256 + x_0.