P99_0 P99_0U P99_1 P99_1U P99_2 P99_2COMPLEMENT P99_2U P99_3 P99_3U P99_ABS p99_add p99_addc p99_addh p99_addhh p99_addl p99_addll P99_AVAL P99_C P99_CHOOSE5 P99_E_2COMPLEMENT P99_E_REPRESENTATION P99_EMAX P99_EMIN P99_EPADDING P99_EPREC P99_EWIDTH P99_EWIDTH P99_HIGH2_1 P99_HMASK P99_INIT P99_ISSIGNED P99_LVAL P99_M1 P99_M1U P99_PRI P99_PROMOTE_0 P99_PROMOTE_0U P99_PROMOTE_1 P99_PROMOTE_1U P99_PROMOTE_2 P99_PROMOTE_2U P99_PROMOTE_3 P99_PROMOTE_M1 P99_PROMOTE_M1U P99_RVAL P99_SE_MAX P99_SIGN_PROMOTE P99_SIGNED p99_signed_representation P99_SIGNED_REPRESENTATION P99_TMAX P99_TMAX P99_TMIN P99_TMIN P99_TO_UNSIGNED P99_TPADDING P99_TPREC P99_TWIDTH p99_twos p99_twosc p99_twosh p99_twoshh p99_twosl p99_twosll P99_UE_MAX P99_UE_MAX1 P99_UT_MAX P99_UT_MAX1 p99x_int128 p99x_intmax p99x_uint128 p99x_uintmax

#define P99_SIGNED_REPRESENTATION (   T )    P99_C(p99_signed_representation, (P99_M1(T) & P99_3(T))) C99 allows exactly three different possibilities for the encoding of negative values of integer types. The representation can be found by looking at the two least significant bits of -1 represented in T. See also: p99_signed_representation Remarks: argument 0 should correspond to a type that is not a VLA. Definition at line 675 of file p99_int.h.