+++ /dev/null
- program intrinsic77
-c
-c Test Fortran 77 intrinsic functions (ANSI X3.9-1978 Section 15.10)
-c
-c Test:
-c * specific functions
-c * generic functions with each argument type
-c * specific functions by passing as subroutine argument
-c where permiited by Section 13.12 of Fortran 90 standard
-c
- logical fail
- common /flags/ fail
-
- fail = .false.
- call type_conversion
- call truncation
- call nearest_whole_number
- call nearest_integer
- call absolute_value
- call remaindering
- call transfer_of_sign
- call positive_difference
- call double_precision_product
- call choosing_largest_value
- call choosing_smallest_value
- call length_of_character_array
- call index_of_substring
- call imaginary_part
- call complex_conjugate
- call square_root
- call exponential
- call natural_logarithm
- call common_logarithm
- call sine
- call cosine
- call tangent
- call arcsine
- call arccosine
- call arctangent
- call hyperbolic_sine
- call hyperbolic_cosine
- call hyperbolic_tangent
- call lexically_greater_than_or_equal
- call lexically_greater_than
- call lexically_less_than_or_equal
- call lexically_less_than
-
- if ( fail ) call abort()
- end
-
- subroutine failure(label)
-c Report failure and set flag
- character*(*) label
- logical fail
- common /flags/ fail
- write(6,'(a,a,a)') 'Test ',label,' FAILED'
- fail = .true.
- end
-
- subroutine c_i(i,j,label)
-c Check if INTEGER i equals j, and fail otherwise
- integer i,j
- character*(*) label
- if ( i .ne. j ) then
- call failure(label)
- write(6,*) 'Got ',i,' expected ', j
- end if
- end
-
- subroutine c_r(a,b,label)
-c Check if REAL a equals b, and fail otherwise
- real a, b
- character*(*) label
- if ( abs(a-b) .gt. 1.0e-5 ) then
- call failure(label)
- write(6,*) 'Got ',a,' expected ', b
- end if
- end
-
- subroutine c_d(a,b,label)
-c Check if DOUBLE PRECISION a equals b, and fail otherwise
- double precision a, b
- character*(*) label
- if ( abs(a-b) .gt. 1.0d-5 ) then
- call failure(label)
- write(6,*) 'Got ',a,' expected ', b
- end if
- end
-
- subroutine c_c(a,b,label)
-c Check if COMPLEX a equals b, and fail otherwise
- complex a, b
- character*(*) label
- if ( abs(a-b) .gt. 1.0e-5 ) then
- call failure(label)
- write(6,*) 'Got ',a,' expected ', b
- end if
- end
-
- subroutine c_l(a,b,label)
-c Check if LOGICAL a equals b, and fail otherwise
- logical a, b
- character*(*) label
- if ( a .neqv. b ) then
- call failure(label)
- write(6,*) 'Got ',a,' expected ', b
- end if
- end
-
- subroutine c_ch(a,b,label)
-c Check if CHARACTER a equals b, and fail otherwise
- character*(*) a, b
- character*(*) label
- if ( a .ne. b ) then
- call failure(label)
- write(6,*) 'Got ',a,' expected ', b
- end if
- end
-
- subroutine p_i_i(f,x,i,label)
-c Check if INTEGER f(x) equals i for INTEGER x
- integer f,x,i
- character*(*) label
- call c_i(f(x),i,label)
- end
-
- subroutine p_i_ii(f,x1,x2,i,label)
-c Check if INTEGER f(x1,x2) equals i for INTEGER x
- integer f,x1,x2,i
- character*(*) label
- call c_i(f(x1,x2),i,label)
- end
-
- subroutine p_i_r(f,x,i,label)
-c Check if INTEGER f(x) equals i for REAL x
- real x
- integer f,i
- character*(*) label
- call c_i(f(x),i,label)
- end
-
- subroutine p_i_d(f,x,i,label)
-c Check if INTEGER f(x) equals i for DOUBLE PRECISION x
- double precision x
- integer f,i
- character*(*) label
- call c_i(f(x),i,label)
- end
-
- subroutine p_i_ch(f,x,a,label)
-c Check if INTEGER f(x) equals a for CHARACTER x
- character*(*) x
- integer f, a
- character*(*) label
- call c_i(f(x),a,label)
- end
-
- subroutine p_i_chch(f,x1,x2,a,label)
-c Check if INTEGER f(x1,x2) equals a for CHARACTER x1 and x2
- character*(*) x1,x2
- integer f, a
- character*(*) label
- call c_i(f(x1,x2),a,label)
- end
-
- subroutine p_r_r(f,x,a,label)
-c Check if REAL f(x) equals a for REAL x
- real f,x,a
- character*(*) label
- call c_r(f(x),a,label)
- end
-
- subroutine p_r_rr(f,x1,x2,a,label)
-c Check if REAL f(x1,x2) equals a for REAL x1, x2
- real f,x1,x2,a
- character*(*) label
- call c_r(f(x1,x2),a,label)
- end
-
- subroutine p_d_d(f,x,a,label)
-c Check if DOUBLE PRECISION f(x) equals a for DOUBLE PRECISION x
- double precision f,x,a
- character*(*) label
- call c_d(f(x),a,label)
- end
-
- subroutine p_d_rr(f,x1,x2,a,label)
-c Check if DOUBLE PRECISION f(x1,x2) equals a for real x1,x2
- double precision f,a
- real x1,x2
- character*(*) label
- call c_d(f(x1,x2),a,label)
- end
-
- subroutine p_d_dd(f,x1,x2,a,label)
-c Check if DOUBLE PRECISION f(x1,x2) equals a for DOUBLE PRECISION x1,x2
- double precision f,x1,x2,a
- character*(*) label
- call c_d(f(x1,x2),a,label)
- end
-
- subroutine p_c_c(f,x,a,label)
-c Check if COMPLEX f(x) equals a for COMPLEX x
- complex f,x,a
- character*(*) label
- call c_c(f(x),a,label)
- end
-
- subroutine p_r_c(f,x,a,label)
-c Check if REAL f(x) equals a for COMPLEX x
- complex x
- real f, a
- character*(*) label
- call c_r(f(x),a,label)
- end
-
- subroutine type_conversion
- integer i
- character*1 c
-c conversion to integer
- call c_i(INT(5),5,'INT(integer)')
- call c_i(INT(5.01),5,'INT(real)')
- call c_i(INT(5.01d0),5,'INT(double)')
- call c_i(INT((5.01,-3.0)),5,'INT(complex)')
- call c_i(IFIX(5.01),5,'IFIX(real)')
- call c_i(IDINT(5.01d0),5,'IDINT(double)')
-c conversion to real
- call c_r(REAL(-2),-2.0,'REAL(integer)')
- call c_r(REAL(-2.0),-2.0,'REAL(real)')
- call c_r(REAL(-2.0d0),-2.0,'REAL(double)')
- call c_r(REAL((-2.,9.)),-2.0,'REAL(complex)')
- call c_r(FLOAT(-2),-2.0,'FLOAT(int)')
- call c_r(SNGL(-2.0d0),-2.0,'SNGL(double)')
-c conversion to double
- call c_d(DBLE(5),5.0d0,'DBLE(integer)')
- call c_d(DBLE(5.),5.0d0,'DBLE(real)')
- call c_d(DBLE(5.0d0),5.0d0,'DBLE(double)')
- call c_d(DBLE((5.0,0.5)),5.0d0,'DBLE(complex)')
-c conversion to complex
- call c_c(CMPLX(1),(1.,0.),'CMPLX(integer)')
- call c_c(CMPLX(1,2),(1.,2.),'CMPLX(integer, integer)')
- call c_c(CMPLX(1.),(1.,0.),'CMPLX(real)')
- call c_c(CMPLX(1.,2.),(1.,2.),'CMPLX(real,real)')
- call c_c(CMPLX(1.d0),(1.,0.),'CMPLX(double)')
- call c_c(CMPLX(1.d0,2.d0),(1.,2.),'CMPLX(double,double)')
- call c_c(CMPLX(1.,2.),(1.,2.),'CMPLX(complex)')
-c character conversion
- c = 'C'
- i = ichar(c)
- call c_i(ICHAR(c),i,'ICHAR')
- call c_ch(CHAR(i),c,'CHAR')
- end
-
- subroutine truncation
- intrinsic aint, dint
- call c_r(AINT(9.2),9.0,'AINT(real)')
- call c_d(AINT(9.2d0),9.0d0,'AINT(double)')
- call c_d(DINT(9.2d0),9.0d0,'DINT(double)')
- call p_r_r(AINT,9.2,9.0,'AINT')
- call p_d_d(DINT,9.2d0,9.0d0,'DINT')
- end
-
- subroutine nearest_whole_number
- intrinsic anint, dnint
- call c_r(ANINT(9.2),9.0,'ANINT(real)')
- call c_d(ANINT(9.2d0),9.0d0,'ANINT(double)')
- call c_d(DNINT(9.2d0),9.0d0,'DNINT(double)')
- call p_r_r(ANINT,9.2,9.0,'ANINT')
- call p_d_d(DNINT,9.2d0,9.0d0,'DNINT')
- end
-
- subroutine nearest_integer
- intrinsic nint, idnint
- call c_i(NINT(9.2),9,'NINT(real)')
- call c_i(NINT(9.2d0),9,'NINT(double)')
- call c_i(IDNINT(9.2d0),9,'IDNINT(double)')
- call p_i_r(NINT,9.2,9,'NINT')
- call p_i_d(IDNINT,9.2d0,9,'IDNINT')
- end
-
- subroutine absolute_value
- intrinsic iabs, abs, dabs, cabs
- call c_i(ABS(-7),7,'ABS(integer)')
- call c_r(ABS(-7.),7.,'ABS(real)')
- call c_d(ABS(-7.d0),7.d0,'ABS(double)')
- call c_r(ABS((3.,-4.)),5.0,'ABS(complex)')
- call c_i(IABS(-7),7,'IABS(integer)')
- call c_d( DABS(-7.d0),7.d0,'DABS(double)')
- call c_r( CABS((3.,-4.)),5.0,'CABS(complex)')
- call p_i_i(IABS,-7,7,'IABS')
- call p_r_r(ABS,-7.,7.,'ABS')
- call p_d_d(DABS,-7.0d0,7.0d0,'DABS')
- call p_r_c(CABS,(3.,-4.), 5.0,'CABS')
- end
-
- subroutine remaindering
- intrinsic mod, amod, dmod
- call c_i( MOD(8,3),2,'MOD(integer,integer)')
- call c_r( MOD(8.,3.),2.,'MOD(real,real)')
- call c_d( MOD(8.d0,3.d0),2.d0,'MOD(double,double)')
- call c_r( AMOD(8.,3.),2.,'AMOD(real,real)')
- call c_d( DMOD(8.d0,3.d0),2.d0,'DMOD(double,double)')
- call p_i_ii(MOD,8,3,2,'MOD')
- call p_r_rr(AMOD,8.,3.,2.,'AMOD')
- call p_d_dd(DMOD,8.d0,3.d0,2.d0,'DMOD')
- end
-
- subroutine transfer_of_sign
- intrinsic isign,sign,dsign
- call c_i(SIGN(8,-3),-8,'SIGN(integer)')
- call c_r(SIGN(8.,-3.),-8.,'SIGN(real,real)')
- call c_d(SIGN(8.d0,-3.d0),-8.d0,'SIGN(double,double)')
- call c_i(ISIGN(8,-3),-8,'ISIGN(integer)')
- call c_d(DSIGN(8.d0,-3.d0),-8.d0,'DSIGN(double,double)')
- call p_i_ii(ISIGN,8,-3,-8,'ISIGN')
- call p_r_rr(SIGN,8.,-3.,-8.,'SIGN')
- call p_d_dd(DSIGN,8.d0,-3.d0,-8.d0,'DSIGN')
- end
-
- subroutine positive_difference
- intrinsic idim, dim, ddim
- call c_i(DIM(-8,-3),0,'DIM(integer)')
- call c_r(DIM(-8.,-3.),0.,'DIM(real,real)')
- call c_d(DIM(-8.d0,-3.d0),0.d0,'DIM(double,double)')
- call c_i(IDIM(-8,-3),0,'IDIM(integer)')
- call c_d(DDIM(-8.d0,-3.d0),0.d0,'DDIM(double,double)')
- call p_i_ii(IDIM,-8,-3,0,'IDIM')
- call p_r_rr(DIM,-8.,-3.,0.,'DIM')
- call p_d_dd(DDIM,-8.d0,-3.d0,0.d0,'DDIM')
- end
-
- subroutine double_precision_product
- intrinsic dprod
- call c_d(DPROD(-8.,-3.),24.d0,'DPROD(real,real)')
- call p_d_rr(DPROD,-8.,-3.,24.d0,'DPROD')
- end
-
- subroutine choosing_largest_value
- call c_i(MAX(1,2,3),3,'MAX(integer,integer,integer)')
- call c_r(MAX(1.,2.,3.),3.,'MAX(real,real,real)')
- call c_d(MAX(1.d0,2.d0,3.d0),3.d0,'MAX(double,double,double)')
- call c_i(MAX0(1,2,3),3,'MAX0(integer,integer,integer)')
- call c_r(AMAX1(1.,2.,3.),3.,'MAX(real,real,real)')
- call c_d(DMAX1(1.d0,2.d0,3.d0),3.d0,'DMAX1(double,double,double)')
- call c_r(AMAX0(1,2,3),3.,'AMAX0(integer,integer,integer)')
- call c_i(MAX1(1.,2.,3.),3,'MAX1(real,real,real)')
- end
-
- subroutine choosing_smallest_value
- call c_i(MIN(1,2,3),1,'MIN(integer,integer,integer)')
- call c_r(MIN(1.,2.,3.),1.,'MIN(real,real,real)')
- call c_d(MIN(1.d0,2.d0,3.d0),1.d0,'MIN(double,double,double)')
- call c_i(MIN0(1,2,3),1,'MIN0(integer,integer,integer)')
- call c_r(AMIN1(1.,2.,3.),1.,'MIN(real,real,real)')
- call c_d(DMIN1(1.d0,2.d0,3.d0),1.d0,'DMIN1(double,double,double)')
- call c_r(AMIN0(1,2,3),1.,'AMIN0(integer,integer,integer)')
- call c_i(MIN1(1.,2.,3.),1,'MIN1(real,real,real)')
- end
-
- subroutine length_of_character_array
- intrinsic len
- call c_i(LEN('ABCDEF'),6,'LEN 1')
- call p_i_ch(LEN,'ABCDEF',6,'LEN 2')
- end
-
- subroutine index_of_substring
- intrinsic index
- call c_i(INDEX('ABCDEF','C'),3,'INDEX 1')
- call p_i_chch(INDEX,'ABCDEF','C',3,'INDEX 2')
- end
-
- subroutine imaginary_part
- intrinsic aimag
- call c_r(AIMAG((2.,-7.)),-7.,'AIMAG(complex)')
- call p_r_c(AIMAG,(2.,-7.),-7.,'AIMAG(complex)')
- end
-
- subroutine complex_conjugate
- intrinsic conjg
- call c_c(CONJG((2.,-7.)),(2.,7.),'CONJG(complex)')
- call p_c_c(CONJG,(2.,-7.),(2.,7.),'CONJG')
- end
-
- subroutine square_root
- intrinsic sqrt, dsqrt, csqrt
- real x, a
- x = 4.0
- a = 2.0
- call c_r(SQRT(x),a,'SQRT(real)')
- call c_d(SQRT(1.d0*x),1.d0*a,'SQRT(double)')
- call c_c(SQRT((1.,0.)*x),(1.,0.)*a,'SQRT(complex)')
- call c_d(DSQRT(1.d0*x),1.d0*a,'DSQRT(double)')
- call c_c(CSQRT((1.,0.)*x),(1.,0.)*a,'CSQRT(complex)')
- call p_r_r(SQRT,x,a,'SQRT')
- call p_d_d(DSQRT,1.d0*x,1.d0*a,'DSQRT')
- call p_c_c(CSQRT,(1.,0.)*x,(1.,0.)*a ,'CSQRT')
- end
-
- subroutine exponential
- intrinsic exp, dexp, cexp
- real x, a
- x = 0.0
- a = 1.0
- call c_r(EXP(x),a,'EXP(real)')
- call c_d(EXP(1.d0*x),1.d0*a,'EXP(double)')
- call c_c(EXP((1.,0.)*x),(1.,0.)*a,'EXP(complex)')
- call c_d(DEXP(1.d0*x),1.d0*a,'DEXP(double)')
- call c_c(CEXP((1.,0.)*x),(1.,0.)*a,'CEXP(complex)')
- call p_r_r(EXP,x,a,'EXP')
- call p_d_d(DEXP,1.d0*x,1.d0*a,'DEXP')
- call p_c_c(CEXP,(1.,0.)*x,(1.,0.)*a ,'CEXP')
- end
-
- subroutine natural_logarithm
- intrinsic alog, dlog, clog
- real x, a
- a = 1.234
- x = exp(a)
- call c_r(LOG(x),a,'LOG(real)')
- call c_d(LOG(1.d0*x),1.d0*a,'LOG(double)')
- call c_c(LOG((1.,0.)*x),(1.,0.)*a,'LOG(complex)')
- call c_r(ALOG(x),a,'ALOG(real)')
- call c_d(DLOG(1.d0*x),1.d0*a,'DLOG(double)')
- call c_c(CLOG((1.,0.)*x),(1.,0.)*a,'CLOG(complex)')
- call p_r_r(ALOG,x,a,'LOG')
- call p_d_d(DLOG,1.d0*x,1.d0*a,'DLOG')
- call p_c_c(CLOG,(1.,0.)*x,(1.,0.)*a,'CLOG')
- end
-
- subroutine common_logarithm
- intrinsic alog10, dlog10
- real x, a
- x = 100.0
- a = 2.0
- call c_r(LOG10(x),a,'LOG10(real)')
- call c_d(LOG10(1.d0*x),1.d0*a,'LOG10(double)')
- call c_r(ALOG10(x),a,'ALOG10(real)')
- call c_d(DLOG10(1.d0*x),1.d0*a,'DLOG10(double)')
- call p_r_r(ALOG10,x,a,'ALOG10')
- call p_d_d(DLOG10,1.d0*x,1.d0*a ,'DLOG10')
- end
-
- subroutine sine
- intrinsic sin, dsin, csin
- real x, a
- a = 1.0
- x = asin(a)
- call c_r(SIN(x),a,'SIN(real)')
- call c_d(SIN(1.d0*x),1.d0*a,'SIN(double)')
- call c_c(SIN((1.,0.)*x),(1.,0.)*a,'SIN(complex)')
- call c_d(DSIN(1.d0*x),1.d0*a,'DSIN(double)')
- call c_c(CSIN((1.,0.)*x),(1.,0.)*a,'CSIN(complex)')
- call p_r_r(SIN,x,a,'SIN')
- call p_d_d(DSIN,1.d0*x,1.d0*a,'DSIN')
- call p_c_c(CSIN,(1.,0.)*x,(1.,0.)*a ,'CSIN')
- end
-
- subroutine cosine
- intrinsic cos, dcos, ccos
- real x, a
- a = 0.123456
- x = acos(a)
- call c_r(COS(x),a,'COS(real)')
- call c_d(COS(1.d0*x),1.d0*a,'COS(double)')
- call c_c(COS((1.,0.)*x),(1.,0.)*a,'COS(complex)')
- call c_r(COS(x),a,'COS(real)')
- call c_d(DCOS(1.d0*x),1.d0*a,'DCOS(double)')
- call c_c(CCOS((1.,0.)*x),(1.,0.)*a,'CCOS(complex)')
- call p_r_r(COS,x,a,'COS')
- call p_d_d(DCOS,1.d0*x,1.d0*a ,'DCOS')
- call p_c_c(CCOS,(1.,0.)*x, (1.,0.)*a ,'CCOS')
- end
-
- subroutine tangent
- intrinsic tan, dtan
- real x, a
- a = 0.5
- x = atan(a)
- call c_r(TAN(x),a,'TAN(real)')
- call c_d(TAN(1.d0*x),1.d0*a,'TAN(double)')
- call c_d(DTAN(1.d0*x),1.d0*a,'DTAN(double)')
- call p_r_r(TAN,x,a,'TAN')
- call p_d_d(DTAN,1.d0*x,1.d0*a ,'DTAN')
- end
-
- subroutine arcsine
- intrinsic asin, dasin
- real x, a
- a = 0.5
- x = sin(a)
- call c_r(ASIN(x),a,'ASIN(real)')
- call c_d(ASIN(1.d0*x),1.d0*a,'ASIN(double)')
- call c_d(DASIN(1.d0*x),1.d0*a,'DASIN(double)')
- call p_r_r(ASIN,x,a,'ASIN')
- call p_d_d(DASIN,1.d0*x,1.d0*a ,'DASIN')
- end
-
- subroutine arccosine
- intrinsic acos, dacos
- real x, a
- x = 0.70710678
- a = 0.785398
- call c_r(ACOS(x),a,'ACOS(real)')
- call c_d(ACOS(1.d0*x),1.d0*a,'ACOS(double)')
- call c_d(DACOS(1.d0*x),1.d0*a,'DACOS(double)')
- call p_r_r(ACOS,x,a,'ACOS')
- call p_d_d(DACOS,1.d0*x,1.d0*a ,'DACOS')
- end
-
- subroutine arctangent
- intrinsic atan, atan2, datan, datan2
- real x1, x2, a
- a = 0.75
- x1 = tan(a)
- x2 = 1.0
- call c_r(ATAN(x1),a,'ATAN(real)')
- call c_d(ATAN(1.d0*x1),1.d0*a,'ATAN(double)')
- call c_d(DATAN(1.d0*x1),1.d0*a,'DATAN(double)')
- call c_r(ATAN2(x1,x2),a,'ATAN2(real)')
- call c_d(ATAN2(1.d0*x1,1.d0*x2),1.d0*a,'ATAN2(double)')
- call c_d(DATAN2(1.d0*x1,1.d0*x2),1.0d0*a,'DATAN2(double)')
- call p_r_r(ATAN,x1,a,'ATAN')
- call p_d_d(DATAN,1.d0*x1,1.d0*a,'DATAN')
- call p_r_rr(ATAN2,x1,x2,a,'ATAN2')
- call p_d_dd(DATAN2,1.d0*x1,1.d0*x2,1.d0*a,'DATAN2')
- end
-
- subroutine hyperbolic_sine
- intrinsic sinh, dsinh
- real x, a
- x = 1.0
- a = 1.1752012
- call c_r(SINH(x),a,'SINH(real)')
- call c_d(SINH(1.d0*x),1.d0*a,'SINH(double)')
- call c_d(DSINH(1.d0*x),1.d0*a,'DSINH(double)')
- call p_r_r(SINH,x,a,'SINH')
- call p_d_d(DSINH,1.d0*x,1.d0*a ,'DSINH')
- end
-
- subroutine hyperbolic_cosine
- intrinsic cosh, dcosh
- real x, a
- x = 1.0
- a = 1.5430806
- call c_r(COSH(x),a,'COSH(real)')
- call c_d(COSH(1.d0*x),1.d0*a,'COSH(double)')
- call c_d(DCOSH(1.d0*x),1.d0*a,'DCOSH(double)')
- call p_r_r(COSH,x,a,'COSH')
- call p_d_d(DCOSH,1.d0*x,1.d0*a ,'DCOSH')
- end
-
- subroutine hyperbolic_tangent
- intrinsic tanh, dtanh
- real x, a
- x = 1.0
- a = 0.76159416
- call c_r(TANH(x),a,'TANH(real)')
- call c_d(TANH(1.d0*x),1.d0*a,'TANH(double)')
- call c_d(DTANH(1.d0*x),1.d0*a,'DTANH(double)')
- call p_r_r(TANH,x,a,'TANH')
- call p_d_d(DTANH,1.d0*x,1.d0*a ,'DTANH')
- end
-
- subroutine lexically_greater_than_or_equal
- call c_l(LGE('A','B'),.FALSE.,'LGE(character,character) 1')
- call c_l(LGE('B','A'),.TRUE.,'LGE(character,character) 2')
- call c_l(LGE('A','A'),.TRUE.,'LGE(character,character) 3')
- end
-
- subroutine lexically_greater_than
- call c_l(LGT('A','B'),.FALSE.,'LGT(character,character) 1')
- call c_l(LGT('B','A'),.TRUE.,'LGT(character,character) 2')
- call c_l(LGT('A','A'),.FALSE.,'LGT(character,character) 3')
- end
-
- subroutine lexically_less_than_or_equal
- call c_l(LLE('A','B'),.TRUE.,'LLE(character,character) 1')
- call c_l(LLE('B','A'),.FALSE.,'LLE(character,character) 2')
- call c_l(LLE('A','A'),.TRUE.,'LLE(character,character) 3')
- end
-
- subroutine lexically_less_than
- call c_l(LLT('A','B'),.TRUE.,'LLT(character,character) 1')
- call c_l(LLT('B','A'),.FALSE.,'LLT(character,character) 2')
- call c_l(LLT('A','A'),.FALSE.,'LLT(character,character) 3')
- end
projects / msp430-gcc.git / blobdiff