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authorIain Buclaw <ibuclaw@gdcproject.org>2020-04-27 01:43:34 +0200
committerIain Buclaw <ibuclaw@gdcproject.org>2020-04-27 02:47:27 +0200
commit873b5de87c3186d85bb497b0f9c13b8c5e425712 (patch)
tree4300977805be65898942d64914b121533ef97001 /libphobos
parent2370bdbb0b29b14401d8508d846c0e01c64d82fc (diff)
d: Merge upstream dmd f8a1a5153, druntime 2b5c0b27
Adds a new test directive COMPILABLE_MATH_TEST, and support has been added for it in gdc-convert-test so that they are skipped if phobos is not present on the target. Only change in D runtime is a small documentation fix. Reviewed-on: https://github.com/dlang/druntime/pull/3067 https://github.com/dlang/dmd/pull/11060 gcc/testsuite/ChangeLog: PR d/89418 * lib/gdc-utils.exp (gdc-convert-test): Add dg-skip-if for compilable tests that depend on the phobos standard library.
Diffstat (limited to 'libphobos')
-rw-r--r--libphobos/libdruntime/MERGE2
-rw-r--r--libphobos/libdruntime/core/internal/convert.d4
2 files changed, 3 insertions, 3 deletions
diff --git a/libphobos/libdruntime/MERGE b/libphobos/libdruntime/MERGE
index 8b461f76ad0..e3763485adf 100644
--- a/libphobos/libdruntime/MERGE
+++ b/libphobos/libdruntime/MERGE
@@ -1,4 +1,4 @@
-e68a5ae36790fa9dc5bab6155bc450eb6bf8c12c
+2b5c0b2766949e788e4929c5fb0e2ba698ff79a3
The first line of this file holds the git revision number of the last
merge done from the dlang/druntime repository.
diff --git a/libphobos/libdruntime/core/internal/convert.d b/libphobos/libdruntime/core/internal/convert.d
index 3d2cb59a64a..0f540f83d42 100644
--- a/libphobos/libdruntime/core/internal/convert.d
+++ b/libphobos/libdruntime/core/internal/convert.d
@@ -73,8 +73,8 @@ const(ubyte)[] toUbyte(T)(const ref T val) if (is(Unqual!T == float) || is(Unqua
// Parse DoubleDoubles as a pair of doubles.
// The layout of the type is:
//
- // [1| 7 | 56 ][ 8 | 56 ]
- // [S| Exp | Fraction (hi) ][ Unused | Fraction (low) ]
+ // [1| 11 | 52 ][1| 11 | 52 ]
+ // [S| Exponent | Fraction (hi) ][S| Exponent | Fraction (low) ]
//
// We can get the least significant bits by subtracting the IEEE
// double precision portion from the real value.