diff --git a/target/i386/fpu_helper.c b/target/i386/fpu_helper.c
index 884e84c804..62820bc735 100644
--- a/target/i386/fpu_helper.c
+++ b/target/i386/fpu_helper.c
@@ -1223,21 +1223,6 @@ void helper_f2xm1(CPUX86State *env)
     merge_exception_flags(env, old_flags);
 }
 
-void helper_fyl2x(CPUX86State *env)
-{
-    double fptemp = floatx80_to_double(env, ST0);
-
-    if (fptemp > 0.0) {
-        fptemp = log(fptemp) / log(2.0); /* log2(ST) */
-        fptemp *= floatx80_to_double(env, ST1);
-        ST1 = double_to_floatx80(env, fptemp);
-        fpop(env);
-    } else {
-        env->fpus &= ~0x4700;
-        env->fpus |= 0x400;
-    }
-}
-
 void helper_fptan(CPUX86State *env)
 {
     double fptemp = floatx80_to_double(env, ST0);
@@ -1395,6 +1380,118 @@ void helper_fprem(CPUX86State *env)
 #define fyl2x_coeff_8 make_floatx80(0x3ffc, 0xac5cf50cc57d6372ULL)
 #define fyl2x_coeff_9 make_floatx80(0x3ffc, 0xb1ed0066d971a103ULL)
 
+/*
+ * Compute an approximation of log2(1+arg), where 1+arg is in the
+ * interval [sqrt(2)/2, sqrt(2)].  It is assumed that when this
+ * function is called, rounding precision is set to 80 and the
+ * round-to-nearest mode is in effect.  arg must not be exactly zero,
+ * and must not be so close to zero that underflow might occur.
+ */
+static void helper_fyl2x_common(CPUX86State *env, floatx80 arg, int32_t *exp,
+                                uint64_t *sig0, uint64_t *sig1)
+{
+    uint64_t arg0_sig = extractFloatx80Frac(arg);
+    int32_t arg0_exp = extractFloatx80Exp(arg);
+    bool arg0_sign = extractFloatx80Sign(arg);
+    bool asign;
+    int32_t dexp, texp, aexp;
+    uint64_t dsig0, dsig1, tsig0, tsig1, rsig0, rsig1, rsig2;
+    uint64_t msig0, msig1, msig2, t2sig0, t2sig1, t2sig2, t2sig3;
+    uint64_t asig0, asig1, asig2, asig3, bsig0, bsig1;
+    floatx80 t2, accum;
+
+    /*
+     * Compute an approximation of arg/(2+arg), with extra precision,
+     * as the argument to a polynomial approximation.  The extra
+     * precision is only needed for the first term of the
+     * approximation, with subsequent terms being significantly
+     * smaller; the approximation only uses odd exponents, and the
+     * square of arg/(2+arg) is at most 17-12*sqrt(2) = 0.029....
+     */
+    if (arg0_sign) {
+        dexp = 0x3fff;
+        shift128RightJamming(arg0_sig, 0, dexp - arg0_exp, &dsig0, &dsig1);
+        sub128(0, 0, dsig0, dsig1, &dsig0, &dsig1);
+    } else {
+        dexp = 0x4000;
+        shift128RightJamming(arg0_sig, 0, dexp - arg0_exp, &dsig0, &dsig1);
+        dsig0 |= 0x8000000000000000ULL;
+    }
+    texp = arg0_exp - dexp + 0x3ffe;
+    rsig0 = arg0_sig;
+    rsig1 = 0;
+    rsig2 = 0;
+    if (dsig0 <= rsig0) {
+        shift128Right(rsig0, rsig1, 1, &rsig0, &rsig1);
+        ++texp;
+    }
+    tsig0 = estimateDiv128To64(rsig0, rsig1, dsig0);
+    mul128By64To192(dsig0, dsig1, tsig0, &msig0, &msig1, &msig2);
+    sub192(rsig0, rsig1, rsig2, msig0, msig1, msig2,
+           &rsig0, &rsig1, &rsig2);
+    while ((int64_t) rsig0 < 0) {
+        --tsig0;
+        add192(rsig0, rsig1, rsig2, 0, dsig0, dsig1,
+               &rsig0, &rsig1, &rsig2);
+    }
+    tsig1 = estimateDiv128To64(rsig1, rsig2, dsig0);
+    /*
+     * No need to correct any estimation error in tsig1; even with
+     * such error, it is accurate enough.  Now compute the square of
+     * that approximation.
+     */
+    mul128To256(tsig0, tsig1, tsig0, tsig1,
+                &t2sig0, &t2sig1, &t2sig2, &t2sig3);
+    t2 = normalizeRoundAndPackFloatx80(80, false, texp + texp - 0x3ffe,
+                                       t2sig0, t2sig1, &env->fp_status);
+
+    /* Compute the lower parts of the polynomial expansion.  */
+    accum = floatx80_mul(fyl2x_coeff_9, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_8, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_7, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_6, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_5, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_4, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_3, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_2, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_1, accum, &env->fp_status);
+    accum = floatx80_mul(accum, t2, &env->fp_status);
+    accum = floatx80_add(fyl2x_coeff_0_low, accum, &env->fp_status);
+
+    /*
+     * The full polynomial expansion is fyl2x_coeff_0 + accum (where
+     * accum has much lower magnitude, and so, in particular, carry
+     * out of the addition is not possible), multiplied by t.  (This
+     * expansion is only accurate to about 70 bits, not 128 bits.)
+     */
+    aexp = extractFloatx80Exp(fyl2x_coeff_0);
+    asign = extractFloatx80Sign(fyl2x_coeff_0);
+    shift128RightJamming(extractFloatx80Frac(accum), 0,
+                         aexp - extractFloatx80Exp(accum),
+                         &asig0, &asig1);
+    bsig0 = extractFloatx80Frac(fyl2x_coeff_0);
+    bsig1 = 0;
+    if (asign == extractFloatx80Sign(accum)) {
+        add128(bsig0, bsig1, asig0, asig1, &asig0, &asig1);
+    } else {
+        sub128(bsig0, bsig1, asig0, asig1, &asig0, &asig1);
+    }
+    /* Multiply by t to compute the required result.  */
+    mul128To256(asig0, asig1, tsig0, tsig1,
+                &asig0, &asig1, &asig2, &asig3);
+    aexp += texp - 0x3ffe;
+    *exp = aexp;
+    *sig0 = asig0;
+    *sig1 = asig1;
+}
+
 void helper_fyl2xp1(CPUX86State *env)
 {
     uint8_t old_flags = save_exception_flags(env);
@@ -1462,109 +1559,18 @@ void helper_fyl2xp1(CPUX86State *env)
         ST1 = normalizeRoundAndPackFloatx80(80, arg0_sign ^ arg1_sign, exp,
                                             sig0, sig1, &env->fp_status);
     } else {
-        bool asign;
-        uint32_t dexp, texp, aexp;
-        uint64_t dsig0, dsig1, tsig0, tsig1, rsig0, rsig1, rsig2;
-        uint64_t msig0, msig1, msig2, t2sig0, t2sig1, t2sig2, t2sig3;
-        uint64_t asig0, asig1, asig2, asig3, bsig0, bsig1;
-        floatx80 t2, accum;
+        int32_t aexp;
+        uint64_t asig0, asig1, asig2;
         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;
 
+        helper_fyl2x_common(env, ST0, &aexp, &asig0, &asig1);
         /*
-         * Compute an approximation of ST0/(2+ST0), with extra
-         * precision, as the argument to a polynomial approximation.
-         * The extra precision is only needed for the first term of
-         * the approximation, with subsequent terms being
-         * significantly smaller; the approximation only uses odd
-         * exponents, and the square of ST0/(2+ST0) is at most
-         * 17-12*sqrt(2) = 0.029....
+         * Multiply by the second argument to compute the required
+         * result.
          */
-        if (arg0_sign) {
-            dexp = 0x3fff;
-            shift128RightJamming(arg0_sig, 0, dexp - arg0_exp, &dsig0, &dsig1);
-            sub128(0, 0, dsig0, dsig1, &dsig0, &dsig1);
-        } else {
-            dexp = 0x4000;
-            shift128RightJamming(arg0_sig, 0, dexp - arg0_exp, &dsig0, &dsig1);
-            dsig0 |= 0x8000000000000000ULL;
-        }
-        texp = arg0_exp - dexp + 0x3ffe;
-        rsig0 = arg0_sig;
-        rsig1 = 0;
-        rsig2 = 0;
-        if (dsig0 <= rsig0) {
-            shift128Right(rsig0, rsig1, 1, &rsig0, &rsig1);
-            ++texp;
-        }
-        tsig0 = estimateDiv128To64(rsig0, rsig1, dsig0);
-        mul128By64To192(dsig0, dsig1, tsig0, &msig0, &msig1, &msig2);
-        sub192(rsig0, rsig1, rsig2, msig0, msig1, msig2,
-               &rsig0, &rsig1, &rsig2);
-        while ((int64_t) rsig0 < 0) {
-            --tsig0;
-            add192(rsig0, rsig1, rsig2, 0, dsig0, dsig1,
-                   &rsig0, &rsig1, &rsig2);
-        }
-        tsig1 = estimateDiv128To64(rsig1, rsig2, dsig0);
-        /*
-         * No need to correct any estimation error in tsig1; even with
-         * such error, it is accurate enough.  Now compute the square
-         * of that approximation.
-         */
-        mul128To256(tsig0, tsig1, tsig0, tsig1,
-                    &t2sig0, &t2sig1, &t2sig2, &t2sig3);
-        t2 = normalizeRoundAndPackFloatx80(80, false, texp + texp - 0x3ffe,
-                                           t2sig0, t2sig1, &env->fp_status);
-
-        /* Compute the lower parts of the polynomial expansion.  */
-        accum = floatx80_mul(fyl2x_coeff_9, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_8, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_7, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_6, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_5, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_4, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_3, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_2, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_1, accum, &env->fp_status);
-        accum = floatx80_mul(accum, t2, &env->fp_status);
-        accum = floatx80_add(fyl2x_coeff_0_low, accum, &env->fp_status);
-
-        /*
-         * The full polynomial expansion is fyl2x_coeff_0 + accum
-         * (where accum has much lower magnitude, and so, in
-         * particular, carry out of the addition is not possible),
-         * multiplied by t.  (This expansion is only accurate to about
-         * 70 bits, not 128 bits.)
-         */
-        aexp = extractFloatx80Exp(fyl2x_coeff_0);
-        asign = extractFloatx80Sign(fyl2x_coeff_0);
-        shift128RightJamming(extractFloatx80Frac(accum), 0,
-                             aexp - extractFloatx80Exp(accum),
-                             &asig0, &asig1);
-        bsig0 = extractFloatx80Frac(fyl2x_coeff_0);
-        bsig1 = 0;
-        if (asign == extractFloatx80Sign(accum)) {
-            add128(bsig0, bsig1, asig0, asig1, &asig0, &asig1);
-        } else {
-            sub128(bsig0, bsig1, asig0, asig1, &asig0, &asig1);
-        }
-        /*
-         * Multiply by t and by the second argument to compute the
-         * required result.
-         */
-        mul128To256(asig0, asig1, tsig0, tsig1,
-                    &asig0, &asig1, &asig2, &asig3);
-        aexp += texp - 0x3ffe;
         if (arg1_exp == 0) {
             normalizeFloatx80Subnormal(arg1_sig, &arg1_exp, &arg1_sig);
         }
@@ -1581,6 +1587,151 @@ void helper_fyl2xp1(CPUX86State *env)
     merge_exception_flags(env, old_flags);
 }
 
+void helper_fyl2x(CPUX86State *env)
+{
+    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 (arg0_sign && !floatx80_is_zero(ST0)) {
+        float_raise(float_flag_invalid, &env->fp_status);
+        ST1 = floatx80_default_nan(&env->fp_status);
+    } else if (floatx80_is_infinity(ST1)) {
+        FloatRelation cmp = floatx80_compare(ST0, floatx80_one,
+                                             &env->fp_status);
+        switch (cmp) {
+        case float_relation_less:
+            ST1 = floatx80_chs(ST1);
+            break;
+        case float_relation_greater:
+            /* Result is infinity of the same sign as ST1.  */
+            break;
+        default:
+            float_raise(float_flag_invalid, &env->fp_status);
+            ST1 = floatx80_default_nan(&env->fp_status);
+            break;
+        }
+    } else if (floatx80_is_infinity(ST0)) {
+        if (floatx80_is_zero(ST1)) {
+            float_raise(float_flag_invalid, &env->fp_status);
+            ST1 = floatx80_default_nan(&env->fp_status);
+        } else if (arg1_sign) {
+            ST1 = floatx80_chs(ST0);
+        } else {
+            ST1 = ST0;
+        }
+    } else if (floatx80_is_zero(ST0)) {
+        if (floatx80_is_zero(ST1)) {
+            float_raise(float_flag_invalid, &env->fp_status);
+            ST1 = floatx80_default_nan(&env->fp_status);
+        } else {
+            /* Result is infinity with opposite sign to ST1.  */
+            float_raise(float_flag_divbyzero, &env->fp_status);
+            ST1 = make_floatx80(arg1_sign ? 0x7fff : 0xffff,
+                                0x8000000000000000ULL);
+        }
+    } else if (floatx80_is_zero(ST1)) {
+        if (floatx80_lt(ST0, floatx80_one, &env->fp_status)) {
+            ST1 = floatx80_chs(ST1);
+        }
+        /* Otherwise, ST1 is already the correct result.  */
+    } else if (floatx80_eq(ST0, floatx80_one, &env->fp_status)) {
+        if (arg1_sign) {
+            ST1 = floatx80_chs(floatx80_zero);
+        } else {
+            ST1 = floatx80_zero;
+        }
+    } else {
+        int32_t int_exp;
+        floatx80 arg0_m1;
+        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);
+        }
+        int_exp = arg0_exp - 0x3fff;
+        if (arg0_sig > 0xb504f333f9de6484ULL) {
+            ++int_exp;
+        }
+        arg0_m1 = floatx80_sub(floatx80_scalbn(ST0, -int_exp,
+                                               &env->fp_status),
+                               floatx80_one, &env->fp_status);
+        if (floatx80_is_zero(arg0_m1)) {
+            /* Exact power of 2; multiply by ST1.  */
+            env->fp_status.float_rounding_mode = save_mode;
+            ST1 = floatx80_mul(int32_to_floatx80(int_exp, &env->fp_status),
+                               ST1, &env->fp_status);
+        } else {
+            bool asign = extractFloatx80Sign(arg0_m1);
+            int32_t aexp;
+            uint64_t asig0, asig1, asig2;
+            helper_fyl2x_common(env, arg0_m1, &aexp, &asig0, &asig1);
+            if (int_exp != 0) {
+                bool isign = (int_exp < 0);
+                int32_t iexp;
+                uint64_t isig;
+                int shift;
+                int_exp = isign ? -int_exp : int_exp;
+                shift = clz32(int_exp) + 32;
+                isig = int_exp;
+                isig <<= shift;
+                iexp = 0x403e - shift;
+                shift128RightJamming(asig0, asig1, iexp - aexp,
+                                     &asig0, &asig1);
+                if (asign == isign) {
+                    add128(isig, 0, asig0, asig1, &asig0, &asig1);
+                } else {
+                    sub128(isig, 0, asig0, asig1, &asig0, &asig1);
+                }
+                aexp = iexp;
+                asign = isign;
+            }
+            /*
+             * Multiply by the second argument to compute the required
+             * result.
+             */
+            if (arg1_exp == 0) {
+                normalizeFloatx80Subnormal(arg1_sig, &arg1_exp, &arg1_sig);
+            }
+            mul128By64To192(asig0, asig1, arg1_sig, &asig0, &asig1, &asig2);
+            aexp += arg1_exp - 0x3ffe;
+            /* This result is inexact.  */
+            asig1 |= 1;
+            env->fp_status.float_rounding_mode = save_mode;
+            ST1 = normalizeRoundAndPackFloatx80(80, asign ^ arg1_sign, aexp,
+                                                asig0, asig1, &env->fp_status);
+        }
+
+        env->fp_status.floatx80_rounding_precision = save_prec;
+    }
+    fpop(env);
+    merge_exception_flags(env, old_flags);
+}
+
 void helper_fsqrt(CPUX86State *env)
 {
     uint8_t old_flags = save_exception_flags(env);
diff --git a/tests/tcg/i386/test-i386-fyl2x.c b/tests/tcg/i386/test-i386-fyl2x.c
new file mode 100644
index 0000000000..71d7a8fc99
--- /dev/null
+++ b/tests/tcg/i386/test-i386-fyl2x.c
@@ -0,0 +1,1161 @@
+/* Test fyl2x instruction.  */
+
+#include <stdio.h>
+
+struct test {
+    long double arg0, arg1, down, up;
+};
+
+const struct test tests[] = {
+    { 1.0L, 12345.0L, 0.0L, 0.0L },
+    { 1.0L, -12345.0L, -0.0L, -0.0L },
+    { 1.0L, 0.0L, 0.0L, 0.0L },
+    { 1.0L, -0.0L, -0.0L, -0.0L },
+    { 0.1L, 0.0L, -0.0L, -0.0L },
+    { 0.1L, -0.0L, 0.0L, 0.0L },
+    { 1.1L, 0.0L, 0.0L, 0.0L },
+    { 1.1L, -0.0L, -0.0L, -0.0L },
+    { 0.0L, __builtin_infl(), -__builtin_infl(), -__builtin_infl() },
+    { 0.0L, -__builtin_infl(), __builtin_infl(), __builtin_infl() },
+    { -0.0L, __builtin_infl(), -__builtin_infl(), -__builtin_infl() },
+    { -0.0L, -__builtin_infl(), __builtin_infl(), __builtin_infl() },
+    { 0.0L, 12345.0L, -__builtin_infl(), -__builtin_infl() },
+    { 0.0L, -12345.0L, __builtin_infl(), __builtin_infl() },
+    { -0.0L, 12345.0L, -__builtin_infl(), -__builtin_infl() },
+    { -0.0L, -12345.0L, __builtin_infl(), __builtin_infl() },
+    { 0.1L, __builtin_infl(), -__builtin_infl(), -__builtin_infl() },
+    { 0.1L, -__builtin_infl(), __builtin_infl(), __builtin_infl() },
+    { 1.1L, __builtin_infl(), __builtin_infl(), __builtin_infl() },
+    { 1.1L, -__builtin_infl(), -__builtin_infl(), -__builtin_infl() },
+    { 4.0L, 1.5L, 3.0L, 3.0L },
+    { 0x1p-16400L, 1.5L, -24600.0L, -24600.0L },
+    /* Randomly generated tests.  */
+    { 0x2.0a40b4bd6349d53p+14380L, -0x3.612a1cec52e70388p-14116L, -0xb.dd9637a24570d1ap-14104L, -0xb.dd9637a24570d19p-14104L },
+    { 0xa.a3dc18b1eff7e8ap-4L, 0x7.423575b7ac0ba6a8p-7212L, -0x4.45ac6ae2f9cc1a7p-7212L, -0x4.45ac6ae2f9cc1a68p-7212L },
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+    { 0x1.92f53c269af15d42p-2928L, -0xa.9b2b2aefde35ef1p-10024L, 0x7.947ccb13fbbf40fp-10012L, 0x7.947ccb13fbbf40f8p-10012L },
+    { 0x6.5d56109347b4ece8p-5268L, -0xa.9333fe0a2e921e5p+732L, 0xd.980ed7ca91c85f8p+744L, 0xd.980ed7ca91c85f9p+744L },
+    { 0x3.7331573dbbfe41p-9136L, 0xd.1d5fbf9a047f6e6p-6984L, -0x1.d3f0daca4b8e608cp-6968L, -0x1.d3f0daca4b8e608ap-6968L },
+    { 0x1.22091bc1d5e9fd24p+3872L, -0x4.9486f9b8459c0e5p-1392L, -0x4.5474ca8e81c1c0c8p-1380L, -0x4.5474ca8e81c1c0cp-1380L },
+    { 0x2.386cb89f395c99d8p+5940L, -0x2.96e4faa003243a54p+9812L, -0x3.c1833e77be9321d8p+9824L, -0x3.c1833e77be9321d4p+9824L },
+    { 0xd.a5f4daee140e571p+14840L, -0x1.4c05492fe894fe3cp-13360L, -0x4.b33b6593c762fa18p-13348L, -0x4.b33b6593c762fa1p-13348L },
+    { 0x2.fdd1ccf5dd08fa6cp+7320L, 0xc.71f7b0b27cb30f2p-8224L, 0x1.63ee6ef689e23e96p-8208L, 0x1.63ee6ef689e23e98p-8208L },
+    { 0x1.18572e37370fa8eap-5800L, -0x5.6bd9b71f1fad727p-10896L, 0x7.ad2c6c0e239a106p-10884L, 0x7.ad2c6c0e239a1068p-10884L },
+    { 0x4.338ea3e8p-16416L, 0x7.6d96c7989caed318p+6588L, -0x1.dc4402ce4443924cp+6604L, -0x1.dc4402ce4443924ap+6604L },
+    { 0x5.b84f9fac30c5708p+7284L, 0x2.75e933325654ae8cp-9812L, 0x4.6092020d634cd7e8p-9800L, 0x4.6092020d634cd7fp-9800L },
+    { 0x3.3e8858dcbe489fccp-14240L, 0x7.1714d40b275a0028p+2264L, -0x1.8a57dcc28e880ca2p+2280L, -0x1.8a57dcc28e880cap+2280L },
+    { 0x9.afa19306462ec46p-4888L, -0x3.32b794a45c3dca3p-11648L, 0x3.d05e73304663623cp-11636L, 0x3.d05e73304663624p-11636L },
+    { 0xd.6eaf9e68e259a17p+1236L, 0x1.cae4c43fd3dd00fcp+568L, 0x8.ae504857a6a66dap+576L, 0x8.ae504857a6a66dbp+576L },
+    { 0x1.5385af8dce743fa2p+4740L, 0xc.6bc92b4c49f5ed6p-10560L, 0xe.600c818b9dbc8e6p-10548L, 0xe.600c818b9dbc8e7p-10548L },
+    { 0x2.6955eff09a469d1p-5464L, 0x1.bf618641435e7edep-13260L, -0x2.54a916727d0b84p-13248L, -0x2.54a916727d0b83fcp-13248L },
+    { 0xb.b90392d51073b9p+2700L, -0xb.85d9396b5e43565p-13416L, -0x7.9b09aa40c40f5878p-13404L, -0x7.9b09aa40c40f587p-13404L },
+    { 0x1.4e74d9c2a57143e4p+3248L, 0x1.3eb38c672955f3f6p-14744L, 0xf.cc00ef9a86640aap-14736L, 0xf.cc00ef9a86640abp-14736L },
+    { 0x2.ffdfeb1e2d7afdcp-4136L, -0x4.d00269c32889b9bp-5536L, 0x4.db90696a8a4897cp-5524L, 0x4.db90696a8a4897c8p-5524L },
+    { 0x4.31404d22df9d95fp-7388L, 0x1.0fe8d9c29ebdb07ep+764L, -0x1.ea4f1ad3071fc356p+776L, -0x1.ea4f1ad3071fc354p+776L },
+    { 0x5.0dda6b7p-16416L, 0x2.4106f760ba40ae1p-596L, -0x9.08499f030f1555dp-584L, -0x9.08499f030f1555cp-584L },
+    { 0x7.8bae544d63ec3028p-7564L, -0xc.a0b5e26f909cb8bp+6516L, 0x1.74f7acb203909964p+6532L, 0x1.74f7acb203909966p+6532L },
+    { 0x5.4c3c08113f951888p-2412L, -0x9.c30a7694e19585ep-7016L, 0x5.be22b69ad1450abp-7004L, 0x5.be22b69ad1450ab8p-7004L },
+    { 0x5.afb9c4521af8ad88p-5172L, -0x5.37c3c13b646fb49p+9220L, 0x6.95d89660c2da22f8p+9232L, 0x6.95d89660c2da23p+9232L },
+    { 0x1.cd7081ce9dc8e7b6p+88L, -0x1.867a488422075acp-1032L, -0x8.785f0a1c2ad14f6p-1028L, -0x8.785f0a1c2ad14f5p-1028L },
+    { 0xc.eab3815fae9cc61p-4692L, 0x8.ffb864f70ff47bcp+14852L, -0xa.4cda82a0bacc544p+14864L, -0xa.4cda82a0bacc543p+14864L },
+    { 0x9.034b59783532405p-14652L, 0x1.068f1b119399b4fep+8912L, -0x3.ab025bbdc4919f7p+8924L, -0x3.ab025bbdc4919f6cp+8924L },
+    { 0x2.7ea6fa3a41a2ed88p+13384L, -0x1.cb41210310ca777cp-2836L, -0x5.dccc2ba4750423a8p-2824L, -0x5.dccc2ba4750423ap-2824L },
+    { 0x7.07a46917c6845538p-11804L, 0xe.2919c752d6e306p+14380L, -0x2.8cc7496f5889be98p+14396L, -0x2.8cc7496f5889be94p+14396L },
+    { 0x1.e93b47f4fe49cc4p+3472L, -0xc.48da1160ad2d58bp-8004L, -0xa.6a788032e89083ap-7992L, -0xa.6a788032e890839p-7992L },
+};
+
+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 ("fyl2x" : "=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: fyl2x %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;
+}