On Thu, Feb 17, 2022 at 07:11:47PM +0800, Hao Chen wrote:
> The loongson_intrinsics.h file is updated from v1.0.3 version
> to v1.1.0. Some spelling mistakes are fixed and new functions are added.
>
> Signed-off-by: Hao Chen <chen...@loongson.cn>
> ---
> libavutil/loongarch/loongson_intrinsics.h | 1697 +++++++++++----------
> 1 file changed, 884 insertions(+), 813 deletions(-)
>
> diff --git a/libavutil/loongarch/loongson_intrinsics.h
> b/libavutil/loongarch/loongson_intrinsics.h
> index 6e0439f829..eb256863c8 100644
> --- a/libavutil/loongarch/loongson_intrinsics.h
> +++ b/libavutil/loongarch/loongson_intrinsics.h
> @@ -33,7 +33,7 @@
> * Xiwei Gu <guxiwei...@loongson.cn>
> * Lu Wang <wan...@loongson.cn>
> *
> - * This file is a header file for loongarch builtin extention.
> + * This file is a header file for loongarch builtin extension.
> *
> */
>
> @@ -42,50 +42,50 @@
>
> /**
> * MAJOR version: Macro usage changes.
> - * MINOR version: Add new functions, or bug fix.
> + * MINOR version: Add new functions, or bug fixes.
> * MICRO version: Comment changes or implementation changes.
> */
> #define LSOM_VERSION_MAJOR 1
> -#define LSOM_VERSION_MINOR 0
> -#define LSOM_VERSION_MICRO 3
> +#define LSOM_VERSION_MINOR 1
> +#define LSOM_VERSION_MICRO 0
>
> #define DUP2_ARG1(_INS, _IN0, _IN1, _OUT0, _OUT1) \
> -{ \
> - _OUT0 = _INS(_IN0); \
> - _OUT1 = _INS(_IN1); \
> -}
> + { \
> + _OUT0 = _INS(_IN0); \
> + _OUT1 = _INS(_IN1); \
> + }
>
> #define DUP2_ARG2(_INS, _IN0, _IN1, _IN2, _IN3, _OUT0, _OUT1) \
> -{ \
> - _OUT0 = _INS(_IN0, _IN1); \
> - _OUT1 = _INS(_IN2, _IN3); \
> -}
> + { \
> + _OUT0 = _INS(_IN0, _IN1); \
> + _OUT1 = _INS(_IN2, _IN3); \
> + }These style changes differ from the recommandition in doc/developer.texi is that intentional ? thx [...] -- Michael GnuPG fingerprint: 9FF2128B147EF6730BADF133611EC787040B0FAB Awnsering whenever a program halts or runs forever is On a turing machine, in general impossible (turings halting problem). On any real computer, always possible as a real computer has a finite number of states N, and will either halt in less than N cycles or never halt.
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