diff --git a/target/i386/fpu_helper.c b/target/i386/fpu_helper.c
index 62820bc735..7436c62c9b 100644
--- a/target/i386/fpu_helper.c
+++ b/target/i386/fpu_helper.c
@@ -1239,14 +1239,467 @@ void helper_fptan(CPUX86State *env)
     }
 }
 
+/* Values of pi/4, pi/2, 3pi/4 and pi, with 128-bit precision.  */
+#define pi_4_exp 0x3ffe
+#define pi_4_sig_high 0xc90fdaa22168c234ULL
+#define pi_4_sig_low 0xc4c6628b80dc1cd1ULL
+#define pi_2_exp 0x3fff
+#define pi_2_sig_high 0xc90fdaa22168c234ULL
+#define pi_2_sig_low 0xc4c6628b80dc1cd1ULL
+#define pi_34_exp 0x4000
+#define pi_34_sig_high 0x96cbe3f9990e91a7ULL
+#define pi_34_sig_low 0x9394c9e8a0a5159dULL
+#define pi_exp 0x4000
+#define pi_sig_high 0xc90fdaa22168c234ULL
+#define pi_sig_low 0xc4c6628b80dc1cd1ULL
+
+/*
+ * Polynomial coefficients for an approximation to atan(x), with only
+ * odd powers of x used, for x in the interval [-1/16, 1/16].  (Unlike
+ * for some other approximations, no low part is needed for the first
+ * coefficient here to achieve a sufficiently accurate result, because
+ * the coefficient in this minimax approximation is very close to
+ * exactly 1.)
+ */
+#define fpatan_coeff_0 make_floatx80(0x3fff, 0x8000000000000000ULL)
+#define fpatan_coeff_1 make_floatx80(0xbffd, 0xaaaaaaaaaaaaaa43ULL)
+#define fpatan_coeff_2 make_floatx80(0x3ffc, 0xccccccccccbfe4f8ULL)
+#define fpatan_coeff_3 make_floatx80(0xbffc, 0x92492491fbab2e66ULL)
+#define fpatan_coeff_4 make_floatx80(0x3ffb, 0xe38e372881ea1e0bULL)
+#define fpatan_coeff_5 make_floatx80(0xbffb, 0xba2c0104bbdd0615ULL)
+#define fpatan_coeff_6 make_floatx80(0x3ffb, 0x9baf7ebf898b42efULL)
+
+struct fpatan_data {
+    /* High and low parts of atan(x).  */
+    floatx80 atan_high, atan_low;
+};
+
+static const struct fpatan_data fpatan_table[9] = {
+    { floatx80_zero,
+      floatx80_zero },
+    { make_floatx80(0x3ffb, 0xfeadd4d5617b6e33ULL),
+      make_floatx80(0xbfb9, 0xdda19d8305ddc420ULL) },
+    { make_floatx80(0x3ffc, 0xfadbafc96406eb15ULL),
+      make_floatx80(0x3fbb, 0xdb8f3debef442fccULL) },
+    { make_floatx80(0x3ffd, 0xb7b0ca0f26f78474ULL),
+      make_floatx80(0xbfbc, 0xeab9bdba460376faULL) },
+    { make_floatx80(0x3ffd, 0xed63382b0dda7b45ULL),
+      make_floatx80(0x3fbc, 0xdfc88bd978751a06ULL) },
+    { make_floatx80(0x3ffe, 0x8f005d5ef7f59f9bULL),
+      make_floatx80(0x3fbd, 0xb906bc2ccb886e90ULL) },
+    { make_floatx80(0x3ffe, 0xa4bc7d1934f70924ULL),
+      make_floatx80(0x3fbb, 0xcd43f9522bed64f8ULL) },
+    { make_floatx80(0x3ffe, 0xb8053e2bc2319e74ULL),
+      make_floatx80(0xbfbc, 0xd3496ab7bd6eef0cULL) },
+    { make_floatx80(0x3ffe, 0xc90fdaa22168c235ULL),
+      make_floatx80(0xbfbc, 0xece675d1fc8f8cbcULL) },
+};
+
 void helper_fpatan(CPUX86State *env)
 {
-    double fptemp, fpsrcop;
+    uint8_t old_flags = save_exception_flags(env);
+    uint64_t arg0_sig = extractFloatx80Frac(ST0);
+    int32_t arg0_exp = extractFloatx80Exp(ST0);
+    bool arg0_sign = extractFloatx80Sign(ST0);
+    uint64_t arg1_sig = extractFloatx80Frac(ST1);
+    int32_t arg1_exp = extractFloatx80Exp(ST1);
+    bool arg1_sign = extractFloatx80Sign(ST1);
+
+    if (floatx80_is_signaling_nan(ST0, &env->fp_status)) {
+        float_raise(float_flag_invalid, &env->fp_status);
+        ST1 = floatx80_silence_nan(ST0, &env->fp_status);
+    } else if (floatx80_is_signaling_nan(ST1, &env->fp_status)) {
+        float_raise(float_flag_invalid, &env->fp_status);
+        ST1 = floatx80_silence_nan(ST1, &env->fp_status);
+    } else if (floatx80_invalid_encoding(ST0) ||
+               floatx80_invalid_encoding(ST1)) {
+        float_raise(float_flag_invalid, &env->fp_status);
+        ST1 = floatx80_default_nan(&env->fp_status);
+    } else if (floatx80_is_any_nan(ST0)) {
+        ST1 = ST0;
+    } else if (floatx80_is_any_nan(ST1)) {
+        /* Pass this NaN through.  */
+    } else if (floatx80_is_zero(ST1) && !arg0_sign) {
+        /* Pass this zero through.  */
+    } else if (((floatx80_is_infinity(ST0) && !floatx80_is_infinity(ST1)) ||
+                 arg0_exp - arg1_exp >= 80) &&
+               !arg0_sign) {
+        /* Dividing ST1 by ST0 gives the correct result.  */
+        signed char save_prec = env->fp_status.floatx80_rounding_precision;
+        env->fp_status.floatx80_rounding_precision = 80;
+        ST1 = floatx80_div(ST1, ST0, &env->fp_status);
+        env->fp_status.floatx80_rounding_precision = save_prec;
+    } else {
+        /* The result is inexact.  */
+        bool rsign = arg1_sign;
+        int32_t rexp;
+        uint64_t rsig0, rsig1;
+        if (floatx80_is_zero(ST1)) {
+            /*
+             * ST0 is negative.  The result is pi with the sign of
+             * ST1.
+             */
+            rexp = pi_exp;
+            rsig0 = pi_sig_high;
+            rsig1 = pi_sig_low;
+        } else if (floatx80_is_infinity(ST1)) {
+            if (floatx80_is_infinity(ST0)) {
+                if (arg0_sign) {
+                    rexp = pi_34_exp;
+                    rsig0 = pi_34_sig_high;
+                    rsig1 = pi_34_sig_low;
+                } else {
+                    rexp = pi_4_exp;
+                    rsig0 = pi_4_sig_high;
+                    rsig1 = pi_4_sig_low;
+                }
+            } else {
+                rexp = pi_2_exp;
+                rsig0 = pi_2_sig_high;
+                rsig1 = pi_2_sig_low;
+            }
+        } else if (floatx80_is_zero(ST0) || arg1_exp - arg0_exp >= 80) {
+            rexp = pi_2_exp;
+            rsig0 = pi_2_sig_high;
+            rsig1 = pi_2_sig_low;
+        } else if (floatx80_is_infinity(ST0) || arg0_exp - arg1_exp >= 80) {
+            /* ST0 is negative.  */
+            rexp = pi_exp;
+            rsig0 = pi_sig_high;
+            rsig1 = pi_sig_low;
+        } else {
+            /*
+             * ST0 and ST1 are finite, nonzero and with exponents not
+             * too far apart.
+             */
+            int32_t adj_exp, num_exp, den_exp, xexp, yexp, n, texp, zexp, aexp;
+            int32_t azexp, axexp;
+            bool adj_sub, ysign, zsign;
+            uint64_t adj_sig0, adj_sig1, num_sig, den_sig, xsig0, xsig1;
+            uint64_t msig0, msig1, msig2, remsig0, remsig1, remsig2;
+            uint64_t ysig0, ysig1, tsig, zsig0, zsig1, asig0, asig1;
+            uint64_t azsig0, azsig1;
+            uint64_t azsig2, azsig3, axsig0, axsig1;
+            floatx80 x8;
+            FloatRoundMode save_mode = env->fp_status.float_rounding_mode;
+            signed char save_prec = env->fp_status.floatx80_rounding_precision;
+            env->fp_status.float_rounding_mode = float_round_nearest_even;
+            env->fp_status.floatx80_rounding_precision = 80;
+
+            if (arg0_exp == 0) {
+                normalizeFloatx80Subnormal(arg0_sig, &arg0_exp, &arg0_sig);
+            }
+            if (arg1_exp == 0) {
+                normalizeFloatx80Subnormal(arg1_sig, &arg1_exp, &arg1_sig);
+            }
+            if (arg0_exp > arg1_exp ||
+                (arg0_exp == arg1_exp && arg0_sig >= arg1_sig)) {
+                /* Work with abs(ST1) / abs(ST0).  */
+                num_exp = arg1_exp;
+                num_sig = arg1_sig;
+                den_exp = arg0_exp;
+                den_sig = arg0_sig;
+                if (arg0_sign) {
+                    /* The result is subtracted from pi.  */
+                    adj_exp = pi_exp;
+                    adj_sig0 = pi_sig_high;
+                    adj_sig1 = pi_sig_low;
+                    adj_sub = true;
+                } else {
+                    /* The result is used as-is.  */
+                    adj_exp = 0;
+                    adj_sig0 = 0;
+                    adj_sig1 = 0;
+                    adj_sub = false;
+                }
+            } else {
+                /* Work with abs(ST0) / abs(ST1).  */
+                num_exp = arg0_exp;
+                num_sig = arg0_sig;
+                den_exp = arg1_exp;
+                den_sig = arg1_sig;
+                /* The result is added to or subtracted from pi/2.  */
+                adj_exp = pi_2_exp;
+                adj_sig0 = pi_2_sig_high;
+                adj_sig1 = pi_2_sig_low;
+                adj_sub = !arg0_sign;
+            }
+
+            /*
+             * Compute x = num/den, where 0 < x <= 1 and x is not too
+             * small.
+             */
+            xexp = num_exp - den_exp + 0x3ffe;
+            remsig0 = num_sig;
+            remsig1 = 0;
+            if (den_sig <= remsig0) {
+                shift128Right(remsig0, remsig1, 1, &remsig0, &remsig1);
+                ++xexp;
+            }
+            xsig0 = estimateDiv128To64(remsig0, remsig1, den_sig);
+            mul64To128(den_sig, xsig0, &msig0, &msig1);
+            sub128(remsig0, remsig1, msig0, msig1, &remsig0, &remsig1);
+            while ((int64_t) remsig0 < 0) {
+                --xsig0;
+                add128(remsig0, remsig1, 0, den_sig, &remsig0, &remsig1);
+            }
+            xsig1 = estimateDiv128To64(remsig1, 0, den_sig);
+            /*
+             * No need to correct any estimation error in xsig1; even
+             * with such error, it is accurate enough.
+             */
+
+            /*
+             * Split x as x = t + y, where t = n/8 is the nearest
+             * multiple of 1/8 to x.
+             */
+            x8 = normalizeRoundAndPackFloatx80(80, false, xexp + 3, xsig0,
+                                               xsig1, &env->fp_status);
+            n = floatx80_to_int32(x8, &env->fp_status);
+            if (n == 0) {
+                ysign = false;
+                yexp = xexp;
+                ysig0 = xsig0;
+                ysig1 = xsig1;
+                texp = 0;
+                tsig = 0;
+            } else {
+                int shift = clz32(n) + 32;
+                texp = 0x403b - shift;
+                tsig = n;
+                tsig <<= shift;
+                if (texp == xexp) {
+                    sub128(xsig0, xsig1, tsig, 0, &ysig0, &ysig1);
+                    if ((int64_t) ysig0 >= 0) {
+                        ysign = false;
+                        if (ysig0 == 0) {
+                            if (ysig1 == 0) {
+                                yexp = 0;
+                            } else {
+                                shift = clz64(ysig1) + 64;
+                                yexp = xexp - shift;
+                                shift128Left(ysig0, ysig1, shift,
+                                             &ysig0, &ysig1);
+                            }
+                        } else {
+                            shift = clz64(ysig0);
+                            yexp = xexp - shift;
+                            shift128Left(ysig0, ysig1, shift, &ysig0, &ysig1);
+                        }
+                    } else {
+                        ysign = true;
+                        sub128(0, 0, ysig0, ysig1, &ysig0, &ysig1);
+                        if (ysig0 == 0) {
+                            shift = clz64(ysig1) + 64;
+                        } else {
+                            shift = clz64(ysig0);
+                        }
+                        yexp = xexp - shift;
+                        shift128Left(ysig0, ysig1, shift, &ysig0, &ysig1);
+                    }
+                } else {
+                    /*
+                     * t's exponent must be greater than x's because t
+                     * is positive and the nearest multiple of 1/8 to
+                     * x, and if x has a greater exponent, the power
+                     * of 2 with that exponent is also a multiple of
+                     * 1/8.
+                     */
+                    uint64_t usig0, usig1;
+                    shift128RightJamming(xsig0, xsig1, texp - xexp,
+                                         &usig0, &usig1);
+                    ysign = true;
+                    sub128(tsig, 0, usig0, usig1, &ysig0, &ysig1);
+                    if (ysig0 == 0) {
+                        shift = clz64(ysig1) + 64;
+                    } else {
+                        shift = clz64(ysig0);
+                    }
+                    yexp = texp - shift;
+                    shift128Left(ysig0, ysig1, shift, &ysig0, &ysig1);
+                }
+            }
+
+            /*
+             * Compute z = y/(1+tx), so arctan(x) = arctan(t) +
+             * arctan(z).
+             */
+            zsign = ysign;
+            if (texp == 0 || yexp == 0) {
+                zexp = yexp;
+                zsig0 = ysig0;
+                zsig1 = ysig1;
+            } else {
+                /*
+                 * t <= 1, x <= 1 and if both are 1 then y is 0, so tx < 1.
+                 */
+                int32_t dexp = texp + xexp - 0x3ffe;
+                uint64_t dsig0, dsig1, dsig2;
+                mul128By64To192(xsig0, xsig1, tsig, &dsig0, &dsig1, &dsig2);
+                /*
+                 * dexp <= 0x3fff (and if equal, dsig0 has a leading 0
+                 * bit).  Add 1 to produce the denominator 1+tx.
+                 */
+                shift128RightJamming(dsig0, dsig1, 0x3fff - dexp,
+                                     &dsig0, &dsig1);
+                dsig0 |= 0x8000000000000000ULL;
+                zexp = yexp - 1;
+                remsig0 = ysig0;
+                remsig1 = ysig1;
+                remsig2 = 0;
+                if (dsig0 <= remsig0) {
+                    shift128Right(remsig0, remsig1, 1, &remsig0, &remsig1);
+                    ++zexp;
+                }
+                zsig0 = estimateDiv128To64(remsig0, remsig1, dsig0);
+                mul128By64To192(dsig0, dsig1, zsig0, &msig0, &msig1, &msig2);
+                sub192(remsig0, remsig1, remsig2, msig0, msig1, msig2,
+                       &remsig0, &remsig1, &remsig2);
+                while ((int64_t) remsig0 < 0) {
+                    --zsig0;
+                    add192(remsig0, remsig1, remsig2, 0, dsig0, dsig1,
+                           &remsig0, &remsig1, &remsig2);
+                }
+                zsig1 = estimateDiv128To64(remsig1, remsig2, dsig0);
+                /* No need to correct any estimation error in zsig1.  */
+            }
+
+            if (zexp == 0) {
+                azexp = 0;
+                azsig0 = 0;
+                azsig1 = 0;
+            } else {
+                floatx80 z2, accum;
+                uint64_t z2sig0, z2sig1, z2sig2, z2sig3;
+                /* Compute z^2.  */
+                mul128To256(zsig0, zsig1, zsig0, zsig1,
+                            &z2sig0, &z2sig1, &z2sig2, &z2sig3);
+                z2 = normalizeRoundAndPackFloatx80(80, false,
+                                                   zexp + zexp - 0x3ffe,
+                                                   z2sig0, z2sig1,
+                                                   &env->fp_status);
+
+                /* Compute the lower parts of the polynomial expansion.  */
+                accum = floatx80_mul(fpatan_coeff_6, z2, &env->fp_status);
+                accum = floatx80_add(fpatan_coeff_5, accum, &env->fp_status);
+                accum = floatx80_mul(accum, z2, &env->fp_status);
+                accum = floatx80_add(fpatan_coeff_4, accum, &env->fp_status);
+                accum = floatx80_mul(accum, z2, &env->fp_status);
+                accum = floatx80_add(fpatan_coeff_3, accum, &env->fp_status);
+                accum = floatx80_mul(accum, z2, &env->fp_status);
+                accum = floatx80_add(fpatan_coeff_2, accum, &env->fp_status);
+                accum = floatx80_mul(accum, z2, &env->fp_status);
+                accum = floatx80_add(fpatan_coeff_1, accum, &env->fp_status);
+                accum = floatx80_mul(accum, z2, &env->fp_status);
+
+                /*
+                 * The full polynomial expansion is z*(fpatan_coeff_0 + accum).
+                 * fpatan_coeff_0 is 1, and accum is negative and much smaller.
+                 */
+                aexp = extractFloatx80Exp(fpatan_coeff_0);
+                shift128RightJamming(extractFloatx80Frac(accum), 0,
+                                     aexp - extractFloatx80Exp(accum),
+                                     &asig0, &asig1);
+                sub128(extractFloatx80Frac(fpatan_coeff_0), 0, asig0, asig1,
+                       &asig0, &asig1);
+                /* Multiply by z to compute arctan(z).  */
+                azexp = aexp + zexp - 0x3ffe;
+                mul128To256(asig0, asig1, zsig0, zsig1, &azsig0, &azsig1,
+                            &azsig2, &azsig3);
+            }
+
+            /* Add arctan(t) (positive or zero) and arctan(z) (sign zsign).  */
+            if (texp == 0) {
+                /* z is positive.  */
+                axexp = azexp;
+                axsig0 = azsig0;
+                axsig1 = azsig1;
+            } else {
+                bool low_sign = extractFloatx80Sign(fpatan_table[n].atan_low);
+                int32_t low_exp = extractFloatx80Exp(fpatan_table[n].atan_low);
+                uint64_t low_sig0 =
+                    extractFloatx80Frac(fpatan_table[n].atan_low);
+                uint64_t low_sig1 = 0;
+                axexp = extractFloatx80Exp(fpatan_table[n].atan_high);
+                axsig0 = extractFloatx80Frac(fpatan_table[n].atan_high);
+                axsig1 = 0;
+                shift128RightJamming(low_sig0, low_sig1, axexp - low_exp,
+                                     &low_sig0, &low_sig1);
+                if (low_sign) {
+                    sub128(axsig0, axsig1, low_sig0, low_sig1,
+                           &axsig0, &axsig1);
+                } else {
+                    add128(axsig0, axsig1, low_sig0, low_sig1,
+                           &axsig0, &axsig1);
+                }
+                if (azexp >= axexp) {
+                    shift128RightJamming(axsig0, axsig1, azexp - axexp + 1,
+                                         &axsig0, &axsig1);
+                    axexp = azexp + 1;
+                    shift128RightJamming(azsig0, azsig1, 1,
+                                         &azsig0, &azsig1);
+                } else {
+                    shift128RightJamming(axsig0, axsig1, 1,
+                                         &axsig0, &axsig1);
+                    shift128RightJamming(azsig0, azsig1, axexp - azexp + 1,
+                                         &azsig0, &azsig1);
+                    ++axexp;
+                }
+                if (zsign) {
+                    sub128(axsig0, axsig1, azsig0, azsig1,
+                           &axsig0, &axsig1);
+                } else {
+                    add128(axsig0, axsig1, azsig0, azsig1,
+                           &axsig0, &axsig1);
+                }
+            }
+
+            if (adj_exp == 0) {
+                rexp = axexp;
+                rsig0 = axsig0;
+                rsig1 = axsig1;
+            } else {
+                /*
+                 * Add or subtract arctan(x) (exponent axexp,
+                 * significand axsig0 and axsig1, positive, not
+                 * necessarily normalized) to the number given by
+                 * adj_exp, adj_sig0 and adj_sig1, according to
+                 * adj_sub.
+                 */
+                if (adj_exp >= axexp) {
+                    shift128RightJamming(axsig0, axsig1, adj_exp - axexp + 1,
+                                         &axsig0, &axsig1);
+                    rexp = adj_exp + 1;
+                    shift128RightJamming(adj_sig0, adj_sig1, 1,
+                                         &adj_sig0, &adj_sig1);
+                } else {
+                    shift128RightJamming(axsig0, axsig1, 1,
+                                         &axsig0, &axsig1);
+                    shift128RightJamming(adj_sig0, adj_sig1,
+                                         axexp - adj_exp + 1,
+                                         &adj_sig0, &adj_sig1);
+                    rexp = axexp + 1;
+                }
+                if (adj_sub) {
+                    sub128(adj_sig0, adj_sig1, axsig0, axsig1,
+                           &rsig0, &rsig1);
+                } else {
+                    add128(adj_sig0, adj_sig1, axsig0, axsig1,
+                           &rsig0, &rsig1);
+                }
+            }
+
+            env->fp_status.float_rounding_mode = save_mode;
+            env->fp_status.floatx80_rounding_precision = save_prec;
+        }
+        /* This result is inexact.  */
+        rsig1 |= 1;
+        ST1 = normalizeRoundAndPackFloatx80(80, rsign, rexp,
+                                            rsig0, rsig1, &env->fp_status);
+    }
 
-    fpsrcop = floatx80_to_double(env, ST1);
-    fptemp = floatx80_to_double(env, ST0);
-    ST1 = double_to_floatx80(env, atan2(fpsrcop, fptemp));
     fpop(env);
+    merge_exception_flags(env, old_flags);
 }
 
 void helper_fxtract(CPUX86State *env)
diff --git a/tests/tcg/i386/test-i386-fpatan.c b/tests/tcg/i386/test-i386-fpatan.c
new file mode 100644
index 0000000000..7f1f9853de
--- /dev/null
+++ b/tests/tcg/i386/test-i386-fpatan.c
@@ -0,0 +1,1071 @@
+/* Test fpatan instruction.  */
+
+#include <stdio.h>
+
+struct test {
+    long double arg0, arg1, down, up;
+};
+
+const struct test tests[] = {
+    { -__builtin_infl(), -__builtin_infl(), -0x2.5b2f8fe6643a46ap+0L, -0x2.5b2f8fe6643a469cp+0L },
+    { -__builtin_infl(), -1.0L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -__builtin_infl(), -0.0L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -__builtin_infl(), 0.0L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -__builtin_infl(), 1.0L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -__builtin_infl(), __builtin_infl(), 0x2.5b2f8fe6643a469cp+0L, 0x2.5b2f8fe6643a46ap+0L },
+    { -1.0L, -__builtin_infl(), -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -1.0L, -0.0L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -1.0L, 0.0L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -1.0L, __builtin_infl(), 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0.0L, -__builtin_infl(), -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -0.0L, -1.0L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -0.0L, -0.0L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -0.0L, 0.0L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -0.0L, 1.0L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0.0L, __builtin_infl(), 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0.0L, -__builtin_infl(), -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0.0L, -1.0L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0.0L, -0.0L, -0.0L, -0.0L },
+    { 0.0L, 0.0L, 0.0L, 0.0L },
+    { 0.0L, 1.0L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0.0L, __builtin_infl(), 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 1.0L, -__builtin_infl(), -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 1.0L, -0.0L, -0.0L, -0.0L },
+    { 1.0L, 0.0L, 0.0L, 0.0L },
+    { 1.0L, __builtin_infl(), 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { __builtin_infl(), -__builtin_infl(), -0xc.90fdaa22168c235p-4L, -0xc.90fdaa22168c234p-4L },
+    { __builtin_infl(), -1.0L, -0.0L, -0.0L },
+    { __builtin_infl(), -0.0L, -0.0L, -0.0L },
+    { __builtin_infl(), 0.0L, 0.0L, 0.0L },
+    { __builtin_infl(), 1.0L, 0.0L, 0.0L },
+    { __builtin_infl(), __builtin_infl(), 0xc.90fdaa22168c234p-4L, 0xc.90fdaa22168c235p-4L },
+    /* Randomly generated tests.  */
+    { -0x4.1481697ac693aa6p-4L, 0xd.84a873b14b9c0e2p-4L, 0x1.dd2a294db671468ep+0L, 0x1.dd2a294db671469p+0L },
+    { 0x5.51ee0c58f7fbf45p-4L, -0x3.a11abadbd605d354p-4L, -0x9.942ec5a1e6d706ap-4L, -0x9.942ec5a1e6d7069p-4L },
+    { -0x5.4459f2ac77bb0978p-4L, -0xb.79bece734a62216p-4L, -0x2.004758bce8469e14p+0L, -0x2.004758bce8469e1p+0L },
+    { 0x2.aad23e7bdccbd71p+352L, 0xb.8204e63359a46e6p-4L, 0x4.5081cdc076384b38p-356L, 0x4.5081cdc076384b4p-356L },
+    { 0x1.b8e650cae035d26ap+72L, -0x1.6296e8ff499827a2p-4L, -0xc.de2b934dfff2be5p-80L, -0xc.de2b934dfff2be4p-80L },
+    { -0x8.3e49377820195c8p-4L, 0x7.ece8699d62a9f76p-4L, 0x2.6037dbebdbb2fd48p+0L, 0x2.6037dbebdbb2fd4cp+0L },
+    { -0x4.b875c0342c9f86b8p-4L, 0xe.a37e0fa859e499cp-4L, 0x1.e1fb3a96e1e2071p+0L, 0x1.e1fb3a96e1e20712p+0L },
+    { -0x7.23210d9474f0715p-4L, 0xb.755e74862e61e2bp+116L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0xd.2330923899aae43p-76L, 0xa.9a331b76f8ece94p+16L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x2.c18975d92e49e91p+72L, 0xa.d41581f0036d233p-4L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -0x4.84a87d8107c5f408p-4L, -0x4.69649643801fe8p-5424L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { 0x2.72f96b27827d2054p-4L, 0x8.34634eae18e60c5p-4L, 0x1.47dcc6c860bbdaf8p+0L, 0x1.47dcc6c860bbdafap+0L },
+    { 0x5.ed9ff299ffca609p-4L, 0x1.f03bcdeac4b1ed28p-4L, 0x5.0e6d2d3ad020af98p-4L, 0x5.0e6d2d3ad020afap-4L },
+    { -0x1.838e5531eee660a2p+100L, -0x9.6eacf3012c77e7p-4L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -0x4.962ce97c4afbc1f8p-4L, -0xa.a7735b993f17f55p-4L, -0x1.fa318fa84cd3d3c6p+0L, -0x1.fa318fa84cd3d3c4p+0L },
+    { 0x5.155f76560f08fccp-4L, 0xd.32a453289bd47b3p-4L, 0x1.340095b1ff56c6e8p+0L, 0x1.340095b1ff56c6eap+0L },
+    { 0xa.9942e7418052b4bp-4L, -0x5.4f4efad2aff4f76p-4L, -0x7.6e5556d70c57ac08p-4L, -0x7.6e5556d70c57acp-4L },
+    { 0x3.c9e289d962998608p-4L, 0x3.e614ab44b3c3b858p+88L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0x1.51f8f83e548cc4d8p-32L, -0x8.a1d9201d5f09ad6p-4L, -0x1.921fb541d06114b2p+0L, -0x1.921fb541d06114bp+0L },
+    { 0x7.5b8ee6778ad1d64p-4L, 0x9.d20d0f7fc98548p-4L, 0xe.d84441fe9061ea4p-4L, 0xe.d84441fe9061ea5p-4L },
+    { 0x2.f89af40f713046ap+44L, -0x5.d981a42b6b7a36fp-4L, -0x1.f805944fa81791f6p-48L, -0x1.f805944fa81791f4p-48L },
+    { 0x1.5dbffc603b717c16p-12056L, 0x4.5a026d37f55f1d18p-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x7.82c193b48128193p-4L, -0xd.2d0fe1cd05a87f4p-4L, -0x2.16c178d148863734p+0L, -0x2.16c178d14886373p+0L },
+    { 0x1.785253e54547193cp-128L, -0x4.51babb72810e518p-104L, -0x1.921fb4ed226f9e3ep+0L, -0x1.921fb4ed226f9e3cp+0L },
+    { 0xb.638d8454a685474p-4L, -0x5.cf6274f9336e7248p+88L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0xe.4b7a4c83290855cp+5104L, 0x3.c4fb25edb13c5e9cp-96L, 0x4.3816d5c0af96b0f8p-5204L, 0x4.3816d5c0af96b1p-5204L },
+    { -0x1.c6f68bc53960adep+112L, -0xd.36a9965916287d1p-4L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { 0x6.b3a10f94dcd70e1p-4L, 0xc.8517674f15bbcbfp-4L, 0x1.144e7f18ba67b4fep+0L, 0x1.144e7f18ba67b5p+0L },
+    { -0xb.204e5335e697f73p-4L, 0x8.913a951884085ddp-4L, 0x2.7c439b7e5e590704p+0L, 0x2.7c439b7e5e590708p+0L },
+    { -0x4.5861903e9a2c5178p-4L, -0x5.24585590086993p-4L, -0x2.45bcbee2a405a1d4p+0L, -0x2.45bcbee2a405a1dp+0L },
+    { -0xf.2ba8f23d35f13f9p-4L, 0xa.3ecdb386b33fbe5p-4L, 0x2.8c2ffc8ed89a67b4p+0L, 0x2.8c2ffc8ed89a67b8p+0L },
+    { 0x9.9b8e544f05c6de4p-8L, -0x7.abd5585035c4696p-4L, -0x1.7e2035d4e6006922p+0L, -0x1.7e2035d4e600692p+0L },
+    { 0x5.732a72e50e0e8fd8p-136L, 0x7.8b963b5c9698ae88p+112L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0xb.ea47beace8589dep-4L, -0x3.8f66d5a2d60e1fc8p-4L, -0x2.d9eb1ca9b45b3eacp+0L, -0x2.d9eb1ca9b45b3ea8p+0L },
+    { -0xc.694faa89b4055cp+100L, -0x8.6659e1a891ccbd3p-4L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -0x4.a571a0831166accp+14352L, -0x9.b8fe7ab721fb04cp-4L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { 0x4.ee554b54200eeb18p-4L, -0x1.e1d0727b5f12c23cp-8L, -0x6.1b1657327a7313d8p-8L, -0x6.1b1657327a7313dp-8L },
+    { -0x1.1e6c6f9d4f73617p-140L, 0x2.f3202c602060bd7cp-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0xc.cdb9d9e3a3a5b61p-4L, 0x5.7ddc79efb147e828p-4L, 0x2.bc857c5ac09c3d04p+0L, 0x2.bc857c5ac09c3d08p+0L },
+    { -0x6.7236b6f8976437ap-4L, 0x5.e1ad137b44bc3ad8p-4L, 0x2.66e6f8a4616f47f8p+0L, 0x2.66e6f8a4616f47fcp+0L },
+    { -0xb.f5ec1a26fcc9d7ep-4L, -0x3.772e0998925d6c78p-152L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { 0x1.a983e64980e6104p-4L, 0xa.14ebef82079ff92p-4L, 0x1.684b277673a26358p+0L, 0x1.684b277673a2635ap+0L },
+    { 0x1.e4fcc97f32b404d8p+13860L, -0x1.d272224db03bbe4ap-88L, -0xf.6367c3b63ab282p-13952L, -0xf.6367c3b63ab281fp-13952L },
+    { 0xb.83be497f42b1776p-8L, -0xb.6c13349b9671c7bp-4L, -0x1.8204013b36ec0acp+0L, -0x1.8204013b36ec0abep+0L },
+    { -0xd.00d476fab7a907dp-4L, 0xe.fce5159bb4f9691p+128L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0xe.94e55595d939aa4p-4L, 0x8.66a9b0853e6c06ep-4L, 0x2.9e7077a5a9177248p+0L, 0x2.9e7077a5a917724cp+0L },
+    { 0x5.431e650334b97d18p-4L, 0xf.1eb2c535e06fba3p-4L, 0x1.3c627af215641846p+0L, 0x1.3c627af215641848p+0L },
+    { -0x8.54a857fb1034b62p-4L, -0xa.d3c15d582c446d9p-4L, -0x2.3a035e85ad032918p+0L, -0x2.3a035e85ad032914p+0L },
+    { -0xc.cb73edcbfcb307fp-4L, 0xf.ed87c6cb3cd7d83p-84L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -0x1.3afd6b8a17918c64p+48L, -0x4.d312891f5f4e786p-4L, -0x3.243f6a8885a2ca18p+0L, -0x3.243f6a8885a2ca14p+0L },
+    { 0xe.ae0633b99b178edp-4L, -0x1.39568b7ef55672cp-4L, -0x1.54bad5d8d44c04e4p-4L, -0x1.54bad5d8d44c04e2p-4L },
+    { 0x4.cf293b1353f539bp-4L, 0x6.95c54f0009329c5p+116L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x5.b5eb2a3dcc35826p-5716L, -0xa.db19f19a7ea88bep-4L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0x1.09017c7c80c2c48ap-4L, -0x2.5ae089add9bdff18p-4L, -0x1.281a477bf785850cp+0L, -0x1.281a477bf785850ap+0L },
+    { -0x6.d211b21df46dcc18p-56L, 0xd.1a64a16c7c8f6d7p-4L, 0x1.921fb54442d18cbcp+0L, 0x1.921fb54442d18cbep+0L },
+    { -0xc.1ef9ffac1d2c793p-4L, 0x1.67c59b4c06bd7496p-4L, 0x3.06b2add391c9eb78p+0L, 0x3.06b2add391c9eb7cp+0L },
+    { -0x4.5d25a7f57110a158p+268L, -0x2.6c4fbdad444416d8p-4L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -0xb.03fa4c349a339d2p-9120L, 0x1.e57ddc8153f3ba8p-8L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0x1.9385036afefa239p+6960L, -0x6.8fac6e3f60b61e1p-4L, -0x4.299d61fcfb4de92p-6964L, -0x4.299d61fcfb4de918p-6964L },
+    { -0x3.65bed5b32d99326p+1832L, 0x2.3ef31cc65b2354cp-4L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -0x2.bceec8bc1d31b0ccp-4L, 0xd.146217a63673958p-4L, 0x1.c6f361fb1067b388p+0L, 0x1.c6f361fb1067b38ap+0L },
+    { 0x2.17b7fc97b1f46e7cp-4L, -0x4.49abbcdefc0c959p-4L, -0x1.1de39755c8eb62aep+0L, -0x1.1de39755c8eb62acp+0L },
+    { -0x3.efc6f5f489c6c7bcp-4L, 0x8.f7ff40b96f9bd91p+92L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x6.003126d0e9a9acc8p-4L, -0x5.7be9edcc9dc2a02p-4L, -0x2.66b21a740cac5bf4p+0L, -0x2.66b21a740cac5bfp+0L },
+    { -0x7.8952a49ff2c2f168p-4L, -0x1.c53227e2b7ce8fd8p-100L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { 0xf.c1271b0a53a3319p-4L, -0x2.281fdd0bca98746p+36L, -0x1.921fb5443b837dc2p+0L, -0x1.921fb5443b837dcp+0L },
+    { 0xf.ce2fc60abd9a47cp-4L, 0x9.e8a3a1c0f885e07p-4L, 0x8.f5ad0c8c16696eap-4L, 0x8.f5ad0c8c16696ebp-4L },
+    { 0x6.88e09aba14bbc208p-28L, 0x2.0051253b7bd07004p+9792L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0x5.244b484bc9bb7828p-4L, -0x7.02ec4c8b2cc95998p-4L, -0xf.02379007abbea58p-4L, -0xf.02379007abbea57p-4L },
+    { -0xa.4d34be63f5bedffp-4L, 0xf.be786c39b309e8p-4L, 0x2.26738a0739adbffcp+0L, 0x2.26738a0739adcp+0L },
+    { -0x6.16481538d3215558p-4L, 0x8.5ea05eecb9ac14dp-4L, 0x2.3318a84b9fd18a38p+0L, 0x2.3318a84b9fd18a3cp+0L },
+    { -0xd.4be5b4aaf95a52bp-4L, 0x5.505294ddb8af9558p-4L, 0x2.c2eb12ab368a9a94p+0L, 0x2.c2eb12ab368a9a98p+0L },
+    { -0x1.f45f2a814c98f34p+80L, 0x2.b68cfa7df5a80aep-4L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -0x1.71591c964a8836a6p+16L, 0x2.047a032c2a353b58p-4L, 0x3.243f5428e50fb82cp+0L, 0x3.243f5428e50fb83p+0L },
+    { -0x8.eb2ab17c06312d9p-4L, 0xb.932fffb0dfd7537p-4L, 0x2.3a3007c5cc9e7d3cp+0L, 0x2.3a3007c5cc9e7d4p+0L },
+    { -0x1.3839b004fc949e6cp-120L, 0xa.7fafcf461e92982p-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x6.41b8cd66b9392ef8p-4L, 0xf.d372339bf2bef0fp-4L, 0x1.f28133bb63853c52p+0L, 0x1.f28133bb63853c54p+0L },
+    { -0xf.843d63b0a71eb93p-4L, -0xe.679784396815117p-4L, -0x2.64b1d552e74bdb24p+0L, -0x2.64b1d552e74bdb2p+0L },
+    { -0x1.6be25f7b2bbfc3p-4L, -0xf.e1c7160797d7709p-4L, -0x1.a8f98c5e679f44fep+0L, -0x1.a8f98c5e679f44fcp+0L },
+    { -0x9.f6c4eb5c911111ap-4L, -0xa.08c53e65e98b067p-4L, -0x2.5a492049a9cbbe7p+0L, -0x2.5a492049a9cbbe6cp+0L },
+    { -0x4.1a4c613ba5fe16ap-4L, -0xd.36e91d3e54f0432p-4L, -0x1.df30682153ea13e8p+0L, -0x1.df30682153ea13e6p+0L },
+    { -0xd.1de964de30857a7p-4L, -0x8.604a0e63d4f5df1p-4L, -0x2.92c30d3b7d0de73cp+0L, -0x2.92c30d3b7d0de738p+0L },
+    { 0xc.6b9d18c70882d52p-4L, -0x2.711b4139fbed3dc8p-11492L, -0x3.254433723f77f3bcp-11492L, -0x3.254433723f77f3b8p-11492L },
+    { 0x9.4021cab7a0d78bbp-4L, 0x8.305eb92b4243ea2p-4L, 0xb.97f7af5268b8f8fp-4L, 0xb.97f7af5268b8f9p-4L },
+    { -0x4.f0330cdb93893948p-4L, 0xe.be93c7764505ff9p-8L, 0x2.f504ddece3874ccp+0L, 0x2.f504ddece3874cc4p+0L },
+    { -0xd.ea533ffe043e52bp+2296L, 0x1.1dd2693fe11489c2p-4L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
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+    { 0xa.83e14bca0dac3fdp-4L, -0x1.5c01106a0de1ffeap-4L, -0x2.0e9b5df42dab89bcp-4L, -0x2.0e9b5df42dab89b8p-4L },
+    { 0x8.2cdf755e03ecc16p-4L, 0x6.a1b1ca60f56fa998p-4L, 0xa.e781da0ed69665ap-4L, 0xa.e781da0ed69665bp-4L },
+    { -0x3.039964d84c1627d4p+116L, 0xb.e6ab265f4ede4b9p-4L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { 0x3.3fb4865ddd19c4a4p+44L, 0xc.d231d5c4e611168p-4L, 0x3.f243987c6bb87648p-48L, 0x3.f243987c6bb8764cp-48L },
+    { -0x8.72d7be8c1ce0c13p-4L, 0xc.16abe5e217ed38fp-4L, 0x2.2e4782208e9be82p+0L, 0x2.2e4782208e9be824p+0L },
+    { 0x1.6310b10d9de5d426p+88L, 0x5.4a1938838acdc4fp-4L, 0x3.d04c201d8bb1fa2p-92L, 0x3.d04c201d8bb1fa24p-92L },
+    { 0x8.5b4b0396d43ee47p-4L, -0x9.4834e879d5b0849p-4L, -0xd.67b2a76f016882ap-4L, -0xd.67b2a76f0168829p-4L },
+    { 0x7.753bb7b8c25f952p+2888L, 0x3.e7a2599013f5192p-4L, 0x8.609439e6466766ep-2896L, 0x8.609439e6466766fp-2896L },
+    { -0x1.fa942bc5b553041cp+12L, -0x6.6c53ede2a18a2428p-4L, -0x3.243c2b9225dff5d8p+0L, -0x3.243c2b9225dff5d4p+0L },
+    { 0xa.47ea2dd67ff54e3p-4L, -0x7.d552135c630eca7p+140L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0x5.b62f47f1376eb4d8p-4L, 0xa.1da7e265035a3c4p-4L, 0x1.0e8a0d4a9838070ep+0L, 0x1.0e8a0d4a9838071p+0L },
+    { 0xd.5462bb61c9e0743p-4L, -0x3.e94008a1b69179f8p+2368L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -0x3.c6b50185720acab4p-4L, 0xc.e8153da96b4043fp-4L, 0x1.dafd8f82584b3aep+0L, 0x1.dafd8f82584b3ae2p+0L },
+    { -0x6.6e228eb9c146093p-144L, 0xa.b6c4172198a391ap-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x2.a1bcbf92db38e4f8p-4L, 0x1.578aa97b6aa2f6a4p-120L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { 0x4.03871323508d2208p-92L, 0x1.b7b42b180b7a5baep-4908L, 0x6.d8c6e23c0a17926p-4820L, 0x6.d8c6e23c0a179268p-4820L },
+    { 0x1.e866d68d12e3d6e2p+64L, 0xc.ace2470bdb01192p-4L, 0x6.a4d586910831b16p-68L, 0x6.a4d586910831b168p-68L },
+    { -0x2.a5ce182e00368394p+10688L, 0x1.c403d9c62d035c8p-4L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { 0x8.cac1a823d3b98bep-4L, 0x2.4dd80bb46880fd0cp+3768L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0xa.74b0b9f237195bfp-8L, -0xd.4880b498179975bp-4L, -0x1.858a2858781939d8p+0L, -0x1.858a2858781939d6p+0L },
+    { -0xd.9c03b986ebe4541p-4L, 0xb.a372ba15d4c940dp-136L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { -0xa.76ccb7d81a5c5b8p-4L, -0x7.d178643f841cbc08p-4L, -0x2.7ffa8c7878fe5444p+0L, -0x2.7ffa8c7878fe544p+0L },
+    { 0x8.992f6f29de9baa1p-4L, -0x2.6df885a56ac520b8p+84L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -0xc.c702ea51f29dd29p-4L, 0xc.52b96380b86a72ep-4L, 0x2.5fd171ce65416f68p+0L, 0x2.5fd171ce65416f6cp+0L },
+    { 0x7.7da787b409a377c8p-4L, 0x4.bf0678273f028cd8p-4L, 0x9.09413df2baa84dfp-4L, 0x9.09413df2baa84ep-4L },
+    { 0x7.e356b90a1e983p-4L, 0x5.657e1e60ee4799e8p-4L, 0x9.99959836d098709p-4L, 0x9.99959836d09870ap-4L },
+    { -0x6.68cb8626a1a7bd2p-4L, 0x2.9433b04900ebb9p-4L, 0x2.c250ed62efbc5ed4p+0L, 0x2.c250ed62efbc5ed8p+0L },
+    { -0x7.6704a5d84d429278p-12L, -0x2.53c60f0888101e64p+48L, -0x1.921fb54442d1849ep+0L, -0x1.921fb54442d1849cp+0L },
+    { 0xf.a61176890fa8bdbp-4L, -0xc.17e8c4b326c4b6ep-4L, -0xa.86e92eeee828f27p-4L, -0xa.86e92eeee828f26p-4L },
+    { -0x2.c555f1be423d02fcp-464L, 0x1.7c6eeead727f952ep-8L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x1.551ff116c5c06a1ap-116L, -0x2.bbf4a7d991feb2d4p-120L, -0x3.0398704f0e5afc7cp+0L, -0x3.0398704f0e5afc78p+0L },
+    { 0x4.6e41b8acdd8f85dp-4L, -0x3.f4ef9b082435ce7cp-148L, -0xe.49e3b21a45821f7p-148L, -0xe.49e3b21a45821f6p-148L },
+    { -0x6.40c5ab955d01a03p+5648L, -0x2.0979098b1bd5dbp+9916L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -0x6.3b075dc7d59d685p-4L, -0x2.f48fe76be3d44e1p-152L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { -0x3.f74277ed265e015cp+60L, 0xc.480fd8d360f7142p-4L, 0x3.243f6a8885a308ccp+0L, 0x3.243f6a8885a308dp+0L },
+    { -0x2.b74e97b30cacec2cp-4L, 0x6.47bd6d76772ae9ep-4L, 0x1.fa9e81a87803b58ep+0L, 0x1.fa9e81a87803b59p+0L },
+    { -0x3.e4752a427feefdap-4L, -0x3.648ca3460f50fc28p-4L, -0x2.6cb7357e013e0c08p+0L, -0x2.6cb7357e013e0c04p+0L },
+    { -0xa.338bb51e509e044p-152L, 0xb.f2d1dac2e74ad02p-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0x3.a03ed9b66660c09p-4L, 0xa.794c188e703dab8p-4L, 0x1.3ccdefaeb1710678p+0L, 0x1.3ccdefaeb171067ap+0L },
+    { 0xb.2f3e3d838ebed4bp-4L, -0x4.eafc2cc3463c771p-6788L, -0x7.09091cfdd29e7dfp-6788L, -0x7.09091cfdd29e7de8p-6788L },
+    { -0x8.684872e3380a1fdp+6060L, -0x4.bd8d34ac79591d58p+52L, -0x3.243f6a8885a308d4p+0L, -0x3.243f6a8885a308dp+0L },
+    { 0x5.6fb79843c82e2c1p+5652L, -0xa.dec92754a1fe74dp-5540L, -0x1.ffe1755d00a766b8p-11192L, -0x1.ffe1755d00a766b6p-11192L },
+    { 0x5.c1b1d1b6b056b648p-108L, -0x6.4e37b8f49a0b21f8p-4L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0x1.1c741352a9784764p+12044L, 0x1.7ffaf524a6c9d0e4p+7808L, 0x1.59924535f3025922p-4236L, 0x1.59924535f3025924p-4236L },
+    { 0xa.36099fe806b84fcp+56L, 0x2.dfb4d2b6b161659cp-6848L, 0x4.80cbe1da75a10368p-6908L, 0x4.80cbe1da75a1037p-6908L },
+    { -0x4.5190f0b1846ea89p-4L, 0x1.c37f5ed30d4ba53p+48L, 0x1.921fb54442d1ab96p+0L, 0x1.921fb54442d1ab98p+0L },
+    { -0x4.0a6d4d991fcb0778p+8L, 0x2.90b4f02d88546e28p-4L, 0x3.2435422f3623d1fp+0L, 0x3.2435422f3623d1f4p+0L },
+    { -0x6.f97d9ace617c1f1p-4L, -0x9.e638c81b7bb9dp-4L, -0x2.2f40065b511baef4p+0L, -0x2.2f40065b511baefp+0L },
+    { -0x9.99f82f11bf88bbcp-4L, 0xa.7ea03cd6316368dp-4L, 0x2.4fd0aaeea4bea7acp+0L, 0x2.4fd0aaeea4bea7bp+0L },
+    { 0x8.02f1895758feb2dp-8L, -0x1.b831b2fcec2b3d52p-4L, -0x1.49953e75cd87d946p+0L, -0x1.49953e75cd87d944p+0L },
+    { -0x5.07e7aa225447584p-10264L, 0x4.4629c3e0a37fba8p+68L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x5.052f08bb6e5732c8p-4L, -0x5.0d5e419c51e0f3ep+116L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { -0xc.6dfcb7adf3a11cdp-4L, 0x1.121df88ac0598a6p-4L, 0x3.0e3f9f78b370d72p+0L, 0x3.0e3f9f78b370d724p+0L },
+    { 0x5.d3cac7f6bdbb7e8p-13848L, 0xa.1583e5fa5a9dd55p-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x5.d272fc700a86f688p-40L, 0x5.76e058e105a436p-4L, 0x1.921fb54453dda5f6p+0L, 0x1.921fb54453dda5f8p+0L },
+    { 0xb.68c49383bb035d6p-4L, 0x4.ae54afae863ae4a8p-4L, 0x6.3ab8c728eac35168p-4L, 0x6.3ab8c728eac3517p-4L },
+    { -0x8.81cb17de14581dbp-4L, -0x1.c2dcac66d7f29b12p+11656L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0xb.0ae3fdc98ddc34fp-4L, -0xc.0b6e288dced796bp-8L, -0x1.16ccf2c7fd07e9aap-4L, -0x1.16ccf2c7fd07e9a8p-4L },
+    { 0xe.c573d472a847a96p-8L, -0xb.8ff6fcd64ef65e6p-4L, -0x1.7dba02db709d9a0ap+0L, -0x1.7dba02db709d9a08p+0L },
+    { 0x1.c2eb0a9ea7a016e8p-4L, 0x2.837abafcbe11a118p+20L, 0x1.921fb490de793956p+0L, 0x1.921fb490de793958p+0L },
+    { -0x6.0003437ebf49b358p-4L, -0x6.8366f772a6e5ab88p-4L, -0x2.50b11488d2e618p+0L, -0x2.50b11488d2e617fcp+0L },
+    { -0x5.5180b0012d133d7p-4L, 0x1.265b051593ae50bp+36L, 0x1.921fb54447719c84p+0L, 0x1.921fb54447719c86p+0L },
+    { 0x7.fb6040f1f0ff7dp-4L, -0x3.7a55504e82f7f4dcp-4L, -0x6.93193e94ff08f66p-4L, -0x6.93193e94ff08f658p-4L },
+    { 0x7.0db37c7302791a18p+140L, -0x9.17638d6fe5ab606p-4L, -0x1.49f61a170196d194p-144L, -0x1.49f61a170196d192p-144L },
+    { -0x9.ce06d03b8cf756cp+12212L, 0x1.dedfea0526bba7dp+4572L, 0x3.243f6a8885a308dp+0L, 0x3.243f6a8885a308d4p+0L },
+    { 0xb.7859f7b209e2fadp-4L, 0x4.7d451cc9eba3b3c8p+12080L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0x3.800a4ceb87c4c0dcp-4L, -0xc.6125c4bdc9fce09p-4L, -0x1.4b95805a73babb12p+0L, -0x1.4b95805a73babb1p+0L },
+    { 0xe.2f27e0dfe63260cp-4L, -0x5.15611dfbb941776p-4L, -0x5.81906be9aff7f478p-4L, -0x5.81906be9aff7f47p-4L },
+    { -0xe.839068311283f8ap-4L, -0x3.ec9f15b5ee5373d4p-4L, -0x2.e0a57836248d1de8p+0L, -0x2.e0a57836248d1de4p+0L },
+    { 0xf.e2ae6bf1e1a61e1p-4L, 0xf.c01b51aefe3a1aap+80L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x7.b53f66013e565ap-4L, 0x1.fca730dbcec65adcp-4L, 0x2.e3a9d5c63f015c2cp+0L, 0x2.e3a9d5c63f015c3p+0L },
+    { 0xd.0cf58dc63ab7324p-4L, 0x7.449c0b585a5d2f78p-4L, 0x8.214f01a14103e4p-4L, 0x8.214f01a14103e41p-4L },
+    { -0x5.6bd9880a9f4986p+44L, -0x6.2ffa8922e379925p-4L, -0x3.243f6a8885a1e4a8p+0L, -0x3.243f6a8885a1e4a4p+0L },
+    { 0xf.704f945653892dbp-4L, -0xb.c78f60e05acc8c6p-92L, -0xc.353165a139735efp-92L, -0xc.353165a139735eep-92L },
+    { 0x9.ebfb00a0b8c2da1p-4L, -0xb.af52c658515088ep-4L, -0xd.de7a23a873b3f3ep-4L, -0xd.de7a23a873b3f3dp-4L },
+    { 0x3.875f9c7fb9864ae8p+468L, -0x9.4f89ff3200affa3p-4L, -0x2.a373dfc24c5488ap-472L, -0x2.a373dfc24c54889cp-472L },
+    { -0xe.d00c66c632b4331p-4L, 0x7.ec775329456f0008p-8L, 0x3.1bb12c979946dfacp+0L, 0x3.1bb12c979946dfbp+0L },
+    { -0x5.5f443fc060a5186p+4L, -0x5.20a0673897bdb3p+11012L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0xa.a4bce42874e01e7p-4L, -0x4.713dabcd0bf8e268p-4L, -0x6.538a5466fb3e0bp-4L, -0x6.538a5466fb3e0af8p-4L },
+    { 0xd.86b3fb9862792d8p-4L, 0xb.ae5e2dfcd038356p-4L, 0xb.65b757a77df534p-4L, 0xb.65b757a77df5341p-4L },
+    { -0x9.adfe099d19d2efdp-4L, 0xa.88bf6665e9494dbp-4L, 0x2.505ec334ccbb79e4p+0L, 0x2.505ec334ccbb79e8p+0L },
+    { 0x2.b3ae7a75c3b22b8p-6084L, 0x9.c5c6d7173a39debp+24L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0xe.7eb5c52358f835ep-3196L, 0x8.797ad35fc309114p-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { -0x9.f8c8346e4053057p-4L, 0xf.c3edebe9bb0b3eep-8L, 0x3.0b089fc3ca8e624cp+0L, 0x3.0b089fc3ca8e625p+0L },
+    { 0x8.c94c984dbf4168dp-140L, 0x8.af5e9852b765959p-4L, 0x1.921fb54442d18468p+0L, 0x1.921fb54442d1846ap+0L },
+    { 0x2.c2b5d9731288dc28p+11664L, 0x5.04099a913d2b78bp+84L, 0x1.d121cb458be8286ap-11580L, 0x1.d121cb458be8286cp-11580L },
+    { -0x2.ace07ddf3cfef394p-4L, -0x9.34833a09fae8757p-4L, -0x1.da87e7197755b95p+0L, -0x1.da87e7197755b94ep+0L },
+    { -0x9.9730cd1292b85ap-4L, 0x4.c0eb35da7752fae8p-4L, 0x2.ae7231301fba2fc8p+0L, 0x2.ae7231301fba2fccp+0L },
+    { 0xd.15f9ed0a25038d3p-4L, -0xb.026f5b20c30b683p-9908L, -0xd.761645d4aa3d8eap-9908L, -0xd.761645d4aa3d8e9p-9908L },
+    { 0xd.be8ae1a17d85c18p-4L, 0x7.78d4cf72d7cf81d8p-4L, 0x7.f799f5d2cfdc8abp-4L, 0x7.f799f5d2cfdc8ab8p-4L },
+    { 0x7.d23da006d9cb052p+100L, -0x7.a3b09d22470dbdbp+8L, -0xf.a0c5461aa543069p-96L, -0xf.a0c5461aa543068p-96L },
+    { -0x7.5c713c672b96766p-4L, 0x2.52eaea727fb51b3cp-20L, 0x3.243f19b6d5b1f9b4p+0L, 0x3.243f19b6d5b1f9b8p+0L },
+    { -0x3.2d22702027067fbp-11224L, -0x8.f3611793d8dfabdp-4L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0xc.0e2efd7cc5044b8p-4L, 0x9.4b4c59fac13b018p-4L, 0xa.822768942e46d48p-4L, 0xa.822768942e46d49p-4L },
+    { -0xb.0f085497de93bf5p-4L, 0x9.8ba535bfbb53d43p-4L, 0x2.6df415a19533453p+0L, 0x2.6df415a195334534p+0L },
+    { -0x9.da37fa21c584069p-4L, 0xa.c84cf6492b6f825p-4L, 0x2.4fa7dddb330669c4p+0L, 0x2.4fa7dddb330669c8p+0L },
+    { -0x9.3bcbc7bc0fb3ed9p+88L, -0x2.79e9ad222e894dc4p+6552L, -0x1.921fb54442d1846ap+0L, -0x1.921fb54442d18468p+0L },
+    { 0xa.e73a40fb29d0efep-4L, -0x2.79cf7e59fb5c72d4p-7232L, -0x3.a21696480c751084p-7232L, -0x3.a21696480c75108p-7232L },
+    { 0x4.8e020087477fcaep-4L, -0xb.588ec7584c64f6dp-8L, -0x2.789fd1176ef175bp-4L, -0x2.789fd1176ef175acp-4L },
+};
+
+int check_equal(long double res, long double expected)
+{
+    if (res != expected) {
+        return 0;
+    }
+    return (__builtin_copysignl(1.0L, res) ==
+            __builtin_copysignl(1.0L, expected));
+}
+
+int main(void)
+{
+    int ret = 0;
+    int i;
+    for (i = 0; i < sizeof(tests) / sizeof(tests[0]); i++) {
+        long double ld_res;
+        __asm__ volatile ("fpatan" : "=t" (ld_res) :
+                          "0" (tests[i].arg0), "u" (tests[i].arg1) : "st(1)");
+        if (!check_equal(ld_res, tests[i].down) &&
+            !check_equal(ld_res, tests[i].up)) {
+            printf("FAIL: fpatan %La %La, expected %La or %La, got %La\n",
+                   tests[i].arg0, tests[i].arg1, tests[i].down, tests[i].up,
+                   ld_res);
+            ret = 1;
+        }
+    }
+    return ret;
+}
