diff --git a/libm/fake_long_double.c b/libm/fake_long_double.c
index 756e35b..13adf2f 100644
--- a/libm/fake_long_double.c
+++ b/libm/fake_long_double.c
@@ -22,6 +22,18 @@
 
 int (isnanf)(float a1) { return __isnanf(a1); }
 
+// FreeBSD falls back to the double variants of these functions as well.
+long double coshl(long double a1) { return cosh(a1); }
+long double erfcl(long double a1) { return erfc(a1); }
+long double erfl(long double a1) { return erf(a1); }
+long double lgammal(long double a1) { return lgamma(a1); }
+long double powl(long double a1, long double a2) { return pow(a1, a2); }
+long double sinhl(long double a1) { return sinh(a1); }
+long double tanhl(long double a1) { return tanh(a1); }
+long double tgammal(long double a1) { return tgamma(a1); }
+long double significandl(long double a1) { return significand(a1); }
+
+#ifndef __LP64__
 /*
  * The BSD "long double" functions are broken when sizeof(long double) == sizeof(double).
  * Android works around those cases by replacing the broken functions with our own trivial stubs
@@ -45,10 +57,9 @@
 long double cbrtl(long double a1) { return cbrt(a1); }
 long double ceill(long double a1) { return ceil(a1); }
 long double copysignl(long double a1, long double a2) { return copysign(a1, a2); }
-long double coshl(long double a1) { return cosh(a1); }
+
 long double cosl(long double a1) { return cos(a1); }
-long double erfcl(long double a1) { return erfc(a1); }
-long double erfl(long double a1) { return erf(a1); }
+
 long double exp2l(long double a1) { return exp2(a1); }
 long double expl(long double a1) { return exp(a1); }
 long double expm1l(long double a1) { return expm1(a1); }
@@ -62,7 +73,6 @@
 long double hypotl(long double a1, long double a2) { return hypot(a1, a2); }
 int ilogbl(long double a1) { return ilogb(a1); }
 long double ldexpl(long double a1, int a2) { return ldexp(a1, a2); }
-long double lgammal(long double a1) { return lgamma(a1); }
 long long llrintl(long double a1) { return llrint(a1); }
 long double log10l(long double a1) { return log10(a1); }
 long double log1pl(long double a1) { return log1p(a1); }
@@ -72,19 +82,17 @@
 long lrintl(long double a1) { return lrint(a1); }
 long long llroundl(long double a1) { return llround(a1); }
 long lroundl(long double a1) { return lround(a1); }
+long double modfl(long double a1, long double* a2) { double i; double f = modf(a1, &i); *a2 = i; return f; }
 long double nanl(const char* a1) { return nan(a1); }
 long double nextafterl(long double a1, long double a2) { return nextafter(a1, a2); }
-long double powl(long double a1, long double a2) { return pow(a1, a2); }
 long double remainderl(long double a1, long double a2) { return remainder(a1, a2); }
 long double remquol(long double a1, long double a2, int* a3) { return remquo(a1, a2, a3); }
 long double rintl(long double a1) { return rint(a1); }
 long double roundl(long double a1) { return round(a1); }
 long double scalbnl(long double a1, int a2) { return scalbn(a1, a2); }
-long double significandl(long double a1) { return significand(a1); }
-long double sinhl(long double a1) { return sinh(a1); }
 long double sinl(long double a1) { return sin(a1); }
 long double sqrtl(long double a1) { return sqrt(a1); }
-long double tanhl(long double a1) { return tanh(a1); }
 long double tanl(long double a1) { return tan(a1); }
-long double tgammal(long double a1) { return tgamma(a1); }
 long double truncl(long double a1) { return trunc(a1); }
+
+#endif // __LP64__