Rational Developer for System z
Enterprise PL/I for z/OS, Version 4.2, Messages and Codes

Condition codes 1500 through 2000

1500
Computational error; short floating-point argument of SQRT built-in function is less than zero.
1501
Computational error; long floating-point argument of SQRT built-in function is less than zero.
1502
Computational error; extended floating-point argument of SQRT built-in function is less than zero.
1503
Computational error in LOG, LOG2, or LOG10 built-in function; extended floating-point argument is less than zero.
1504
Computational error in LOG, LOG2, or LOG10 built-in function; short floating-point argument is less than zero.
1505
Computational error in LOG, LOG2 or LOG10 built-in function; long floating-point argument is less than zero.
1506
Computational error in SIN, COS, SIND, or COSD built-in function; absolute value of short floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1507
Computational error in SIN, COS, SIND, or COSD built-in function; absolute value of long floating-point argument is too large The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee decimal
1d15
i ieee binary
2**63
1508
Computational error; absolute value of short floating-point argument of TAN or TAND built-in function is too large The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1509
Computational error; absolute value of long floating-point argument of TAN or TAND built-in function is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee decimal
1d15
i ieee binary
2**63
1514
Computational error; absolute value of short floating-point argument of ATANH built-in function >1.
1515
Computational error; absolute value of long floating-point argument of ATANH built-in function >1.
1516
Computational error; absolute value of extended floating-point argument of ATANH built-in function >1.
1517
Computational error in SIN, COS, SIND, or COSD built-in function; argument of extended floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1q33
i ieee binary
2**64
1518
Computational error; absolute value of short floating-point argument of ASIN or ACOS built-in function exceeds 1.
1519
Computational error; absolute value of long floating-point argument of ASIN or ACOS built-in function exceeds 1.
1520
Computational error; absolute value of extended floating-point argument of ASIN, ACOS built-in function exceeds 1.
1522
Computational error; absolute value of extended floating-point argument of TAN or TAND built-in function is too large The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1q33
i ieee binary
2**64
1523
Computational error; absolute value of real short floating-point argument of SINH or COSH built-in function is too large The limit depends on the representation as follows:
Representation
Limit
hexadecimal
175.366
z ieee decimal
2.233507s02
1524
Absolute value of real long floating-point argument of SINH or COSH argument is too large The limit depends on the representation as follows:
Representation
Limit
hexadecimal
175.366
z ieee binary
709.7827
z ieee decimal
8.864952608027075d02
i ieee binary
710.47
1525
Absolute value of real extended floating-point argument of SINH or COSH is too large, The limit depends on the representation as follows:
Representation
Limit
hexadecimal
175.366
z ieee binary
11354
z ieee decimal
1.41493853964484107282905574890354q4
i ieee binary
11357.56
1529
Computational error in SIN, COS, SIND, or COSD built-in function; absolute value of the real part of complex short floating-point argument greater is too large The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1530
Computational error in SIN, COS, SIND, or COSD built-in function; absolute value of the real part of complex long floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee decimal
1d15
i ieee binary
2**63
1531
Computational error in SIN, COS, SIND, or COSD built-in function; absolute value of the real part of complex extended floating-point is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1q33
i ieee binary
2**64
1550
Computational error; during exponentiation, real short floating-point base is zero and integer exponent is not positive.
1551
Computational error; during exponentiation, real long floating-point base is zero and integer exponent is not positive.
1552
Computational error; during exponentiation, real short floating-point base is zero and the floating-point or noninteger exponent is not positive.
1553
Computational error; during exponentiation, real long floating-point base is zero and the floating-point or noninteger exponent is not positive.
1554
Computational error; during exponentiation, complex short floating-point base is zero and integer exponent is not positive.
1555
Computational error; during exponentiation, complex long floating-point base is zero and integer exponent is not positive.
1556
Computational error; during exponentiation, complex short floating-point base is zero and floating-point or noninteger exponent is not positive and real.
1557
Computational error; during exponentiation, complex long floating-point base is zero and floating-point or noninteger exponent is not positive and real.
1558
Computational error; complex short floating-point argument of ATAN or ATAND built-in function has value, respectively, of ±1I or ±1.
1559
Computational error; complex long floating-point argument of ATAN or ATAND built-in function has value, respectively, of ±1I or ±1.
1560
Computational error; during exponentiation, real extended floating-point base is zero and integer exponent not positive.
1561
Computational error; during exponentiation, real extended floating-point base is zero and floating-point or noninteger exponent is not positive.
1562
Computational error; during exponentiation, complex extended floating-point base is zero and integer exponent is not positive.
1563
Computational error; complex extended floating-point base is zero and floating-point or nonintegral exponent is not positive.
1564
Computational error; complex extended floating-point argument of ATAN or ATAND built-in function has value, respectively, of ±1I or ±1.
1568
Computational error EXP built-in function; absolute value of the imaginary part of the complex short floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1569
Computational error EXP built-in function; absolute value of the imaginary part of the complex long floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee decimal
1d15
i ieee binary
2**63
1570
Computational error EXP built-in function; absolute value of the imaginary part of the complex extended floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1qd33
i ieee binary
2**64
1571
Computational error GAMMA or LOGGAMMA built-in function; real short floating point argument is too large. The limit for GAMMA depends on the representation as follows:
Representation
Limit
hexadecimal
57.5744
z ieee decimal
6.932968s01
The limit for LOGGAMMA depends on the representation as follows:
Representation
Limit
hexadecimal
4.2937*(10**73)
z ieee decimal
4.608910s94
1572
Computational error GAMMA or LOGGAMMA built-in function; real long floating point argument is too large. The limit for GAMMA depends on the representation as follows:
Representation
Limit
hexadecimal
57.5744
z ieee binary
171.624
z ieee decimal
2.053796629328708d02
i ieee binary
171.6243
The limit for LOGGAMMA depends on the representation as follows:
Representation
Limit
hexadecimal
4.2937*(10**73)
z ieee binary
2.559d305
z ieee decimal
1.138023083333461d382
i ieee binary
2.0d0**1014
1573
Computational error GAMMA or LOGGAMMA built-in function; real extended floating point argument is too large. The limit for GAMMA depends on the representation as follows:
Representation
Limit
hexadecimal
57.5744
z ieee binary
1755
z ieee decimal
2.12454995666246323632807135355444q3
i ieee binary
171.6243
The limit for LOGGAMMA depends on the representation as follows:
Representation
Limit
hexadecimal
4.2937*(10**73)
z ieee binary
1q4928
z ieee decimal
7.07272165228093306168809969252963q6140
i ieee binary
2.0q0**1014
1574
Computational error TANH built-in function; absolute value of the imaginary part of the complex short floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1575
Computational error TANH built-in function; absolute value of the imaginary part of the complex long floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee dccimal
1d15
i ieee binary
2**63
1576
Computational error TANH built-in function; absolute value of the imaginary part of the complex extended floating-point argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1q33
i ieee binary
2**64
1577
Computational error in LOG, LOG2, or LOG10 built-in function; real short floating-point argument equal to zero.
1578
Computational error in LOG, LOG2, or LOG10 built-in function; real long floating-point argument equal to zero.
1579
Computational error in LOG, LOG2, or LOG10 built-in function; real extended floating-point argument equal to zero.
1611
Computational error; real short floating-point argument for EXP built-in function is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
174.673
z ieee decimal
2.233507s02
1612
Computational error; real long floating-point argument for EXP built-in function is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
174.673
z ieee binary
709.7827
z ieee decimal
8.864952608027075d02
i ieee binary
710.47
1613
Computational error; real extended floating-point argument for EXP built-in function is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
174.673
z ieee binary
11354
z ieee decimal
1.41493853964484107282905574890354q4
i ieee binary
11357.56
1729
Computational error; during exponentiation, real short floating-point base is zero and real short floating-point exponent is not positive or zero.
1730
Computational error; during exponentiation, real long floating-point base is zero and real long floating-point exponent is not positive or zero.
1754
Computational error; during exponentiation for a complex short floating-point base with a complex short floating-point exponent, an argument exceeded the limit.
1755
Computational error; during exponentiation for a complex long floating-point base with a complex long floating-point exponent, an argument exceeded the limit.
1756
Computational error; during exponentiation for a complex extended floating-point base with a complex extended floating-point exponent, an argument exceeded the limit.
1853
Computational error in TAN or TAND; for complex short floating-point argument, absolute value of the real part of argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1854
Computational error in TAN or TAND; for complex long floating-point argument, absolute value of the real part of argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee decimal
1d15
i ieee binary
2**63
1855
Computational error in TAN or TAND; for complex extended floating-point argument, absolute value of the real part of argument is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1q33
i ieee binary
2**64
1914
Computational error; absolute value of imaginary part of complex short floating-point argument of SINH or COSH built-in function is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**18)
z ieee decimal
1s6
1915
Computational error; absolute value of the imaginary part of complex long floating-point argument of SINH or COSH built-in is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**50)
z ieee binary
3.53711d15
z ieee decimal
1d15
i ieee binary
2**63
1916
Computational error; absolute value of the imaginary part of complex extended floating-point argument of SINH or COSH built-in is too large. The limit depends on the representation as follows:
Representation
Limit
hexadecimal
pi*(2**100)
z ieee binary
4.07802q33
z ieee decimal
1q33
i ieee binary
2**64
1960
Computational error in SQRT; real short floating-point argument is equal to zero.
1961
Computational error in SQRT; real long floating-point argument is equal to zero.
1962
Computational error in SQRT; real extended floating-point argument is equal to zero.

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