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branch	1.1.1;
access;
symbols
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locks; strict;
comment	@# @;


1.1
date	2013.11.28.10.32.39;	author mrg;	state Exp;
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desc
@@


1.1
log
@Initial revision
@
text
@# Data file for mpc_inp_str.
#
# Copyright (C) 2009 INRIA
#
# This file is part of GNU MPC.
#
# GNU MPC is free software; you can redistribute it and/or modify it under
# the terms of the GNU Lesser General Public License as published by the
# Free Software Foundation; either version 3 of the License, or (at your
#o ption) any later version.
#
# GNU MPC is distributed in the hope that it will be useful, but WITHOUT ANY
# WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
# FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public License for
# more details.
#
# You should have received a copy of the GNU Lesser General Public License
# along with this program. If not, see http://www.gnu.org/licenses/ .
#
# The format respects the parameter order in function prototype as follow:
#
# INEX_RE INEX_IM PREC_ROP_RE  ROP_RE  PREC_ROP_IM  ROP_IM  SIZE  BASE  RND_RE  RND_IM  "STRING"
#
# The string STRING is considered as a complex number rop = rop1 + i*rop2
# written in base BASE as "rop1 " if rop is real or "(rop1 rop2)". Notice that
# a least one whitespace is required after real part
#
# ROP_RE is checked against rop1 rounded to the precision PREC_ROP_RE
#   in the direction RND_RE
# ROP_IM is checked against rop2 rounded to the precision PREC_ROP_IM
#   in the direction RND_IM
# INEX_RE is the ternary value for the real part with the following notation:
# "?" ternary value not checked
# "!" function should return error indicator -1
# "+" if ROP_RE is greater than the exact mathematical result
# "0" if ROP_RE is exactly the mathematical result
# "-" if ROP_RE is less than the exact mathematical result
# (m.m. INEX_IM)
# rounding modes notation:
# "N" is rounding to nearest
# "Z" is rounding towards zero
# "U" is rounding towards plus infinity
# "D" is rounding towards minus infinity
# Use prefixes "0b" for values in base two, "0x" for values in base sixteen,
#   no prefix for value in base ten.
# In all bases, "nan" is NaN, "inf" is infinity;
# The sign of the result is checked with "+inf", "-inf", "-0", or "+0".

# invalid strings
! ! 53  nan 53  nan      3 10 N N  "non "
! ! 53  nan 53  nan      4 10 N N  " NON "
! ! 53  nan 53  nan      5 10 N N  "nan(0 1) " #invalid space in brackets
! ! 53  nan 53  nan      5 10 N N  "nan(0-1) " #invalid char in brackets
! ! 53  nan 53  nan      4 10 N N  "NaN((keepout)) " #two levels of parenthesis
! ! 53  nan 53  nan      4 10 N N  "(1e1) " #one part missing
! ! 53  nan 53  nan      1 10 N N  ". "     #no digit
! ! 53  nan 53  nan      2  2 N N  "+3 "    #invalid binary digit
! ! 53  nan 53  nan      6 10 N N  "( +INF) " #one part missing
! ! 53  nan 53  nan      2 10 N N  "(1(1))" #too many levels of parentheses
! ! 53  nan 53  nan      3 10 N N  "(1 (1 (1 0)))"
! ! 53  nan 53  nan      1 10 N N  "((1 1)) "
! ! 53  nan 53  nan      6 10 N N  "(1 +1 " #closing parenthesis missing
! ! 53  nan 53  nan      4 10 N N  "(1+1) " #space needed
! ! 53  nan 53  nan      5 10 N N  "(1 + 1) " #space after sign
! ! 53  nan 53  nan     17 10 N N  "(@@nan@@(quiet)  0 " #closing parenthesis missing
! ! 53  nan 53  nan      4 10 N N  "zero "  #invalid digits
! ! 53  nan 53  nan      3 10 N N  "&^+ "   #invalid digits
! ! 53  nan 53  nan      1 18 N N  "i "     #invalid digit
! ! 53  nan 53  nan      1 18 N N  "I "     #invalid digit
! ! 53  nan 53  nan      1 35 N N  "z "     #invalid digit
! ! 53  nan 53  nan      1 35 N N  "Z "     #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(i 0) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(I 0) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(z 0) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(Z 0) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(0 i) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(0 I) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(0 z) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(0 Z) " #invalid digit
! ! 53  nan 53  nan      7 10 N N  "-25p+32 " #invalid exponent char in base 10
! ! 53  nan 53  nan      6 10 N N  "0xabcd  " #invalid prefix in base 10
! ! 53  nan 53  nan      6 10 N N  "+0b010 "  #invalid prefix in base 10

# special values
0 0 53  nan 53   +0      3 10 N N  "nan "
0 0 53  nan 53   +0      4 10 N N  "+NAN "
0 0 53  nan 53   +0      5 10 N N  "@@NAN@@ "
0 0 53  nan 53  nan     18 10 N N  "(@@nan@@(QUIET) nan) "
0 0 53  nan 53   +0      5 10 N N  "@@nan@@ "
0 0 53  nan 53   +0     12 10 N N  "NaN(keepout) "
0 0 53  nan 53   +0    122 10 N N  "Nan(very_long_suffix_oooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo) "
0 0 53  nan 53   +0      8 10 N N  "nan(0_1) "
0 0 53  nan 53   +0      3 10 N N  "nan "
0 0 53  inf 53   +0      3 10 N N  "inf "
0 0 53 -inf 53   +0      4 10 N N  "-inf "
0 0 53 +inf 53   +0      8 10 N N  "infinity "
0 0 53 +inf 53   +0      4 10 N N  "+INF "
0 0 53   +0 53 +inf      8 10 N N  "(0 +inf) "
0 0 53   +0 53 +inf     12 10 N N  "(+0     INF) "
0 0 53   +0 53 -inf     13 10 N N  "(0 -infinity) "
0 0 53   +0 53 -inf      9 10 N N  "(+0 -INF) "
0 0 53 -inf 53   -0     11 10 N N  "(-@@inf@@ -0) "
0 0 53 +inf 53  nan     17 10 N N  "(+inf nan(9u137)) "
0 0 53  nan 53 +inf     12 10 N N  "(NaN  +inf ) "

# pure real argument
0 0 53                     +0 53 +0       1 10 N N  "0 "
0 0 53                     +0 53 +0       5 10 N N  "00000 "
0 0 53                     +0 53 +0       2 10 N N  "+0 "
0 0 53                     -0 53 +0       2 10 N N  "-0 "
0 0 53                     +1 53 +0       1 10 N N  "1 "
0 0 53                     +1 53 +0       3 10 N N  "001 "
0 0 53                     +1 53 +0       6 10 N N  "1.0000 "
0 0 53                     +1 53 +0       2 10 N N  "+1) "
- 0 53   +0x9D70A3D70A3D7p-51 53 +0      11 10 N N  "(+1.23 0.0) "
0 0 53                    -10 53 +0      11 10 N N  "(-10. 0000) "
0 0 53                +0x5p-3 53 -0      12 10 N N  "( .625  -0 )"
- 0 53 +0x14E718D7D7625Ap+612 53 +0      10 10 N N  "(1e200  0) "
+ 0 53 +0x14E718D7D7625Bp+612 53 +0      10 10 U N  "(1e200  0) "
- 0 53 +0x14E718D7D7625Ap+612 53 +0      10 10 D N  "(1e200  0) "
0 0 53                +0x7530 53 +0       8 10 N N  "(3e+4 0) "
- 0 53  +0x10C6F7A0B5ED8Dp-73 53 +0       5 10 N N  ".5e-6 "
- 0 53  +0x1B1C1E0D914133p-83 53 +0      12 10 N N  "(7.89E-10 0) "
+ 0 53  -0x7B426FAB61F00Cp+56 53 +0       7 10 N N  "-25@@+32 "
0 0 53                 +43981 53 +0       6 16 N N  "0xabcd "
0 0 53                     +2 53 +0       6  2 N N  "+0b010 "
0 0 53                    +18 53 +0       1 20 N N  "i "
0 0 53                    +18 53 +0       1 19 N N  "i "
0 0 53                    +35 53 +0       1 36 N N  "z "
0 0 53                    +35 53 +0       1 36 N N  "Z "

# pure imaginary argument
0 0 53 +0 53                     +1       5 10 N N  "(0 1) "
0 0 53 +0 53                     +1       6 20 N N  "(0 +1) "
0 0 53 -0 53                     -1       7 10 N N  "(-0 -1) "
0 0 53 -0 53                     -2       7 10 N N  "(-0 -2) "
0 0 53 +0 53                     +2       6 10 N N  "(+0 2) "
0 0 53 +0 53                    +17       5 20 N N  "(0 h) "
0 0 53 +0 53                    +18       5 20 N N  "(0 i) "
0 + 53 +0 53  -0x14F800008637BDp-44      19 10 N Z  "(0 -33.55000005e+1) "
0 + 53 +0 53  -0xA1765976008AFp-401      18 10 N U  "(+0 -.550000E-105) "
0 0 53 +0 53                    +18       5 19 N N  "(0 i) "
0 0 53 +0 53                    +18       5 19 N N  "(0 I) "
0 0 53 +0 53                    +35       5 36 N N  "(0 z) "
0 0 53 +0 53                    +35       5 36 N N  "(0 Z) "

# complex argument
0 0 53            +1 53          +1      10 10 N N  "(  1   +1) "
0 0 53            +1 53          +1       8 10 N N  "(1   +1) "
0 0 53            +7 53         +14       7 10 N N  "(7  14) "
0 0 53           +17 53          +1       7 10 N N  "(+17 1) "
0 0 53           +27 53          +1       8 20 N N  "(+17 +1) "
0 0 53           -18 53          -1       7 20 N N  "(-i -1) "
0 0 53           +18 53          -1       6 20 N N  "(i -1) "
0 0 53           -18 53          +1       7 20 N N  "(-i +1) "
0 0 53           +18 53         +18       6 20 N N  "(i +i) "
0 0 53        -14643 53      +20328      10 36 N N  "(-bar foo) "
0 0 53      -1647190 53     -512315      13 36 N N  "(-zaza -azaz) "
0 0 53       +0b1010 53     +0xabcd      16  0 N N  "(0b1010 +0xabcd) "
0 0 53       +0xabcd 53     +0b1010      22  0 N N  "(+0xa.bcd@@+3 0b.101p4) "

# white space before the closing ')'
0 0 53            +1 53          +1      13 10 N N  "(  1   +1   ) "
@


1.1.1.1
log
@initial import of MPC 1.0.1 package.  changes since 0.9:

Changes in version 1.0.1:
  - Switched to automake 1.11.6, see
    https://lists.gnu.org/archive/html/automake/2012-07/msg00023.html
  - #14669: Fixed extraction of CC from gmp.h
  - Fixed case of intermediate zero real or imaginary part in mpc_fma,
    found by hydra with GMP_CHECK_RANDOMIZE=1346362345

Changes in version 1.0:
  - First release as a GNU package
  - License change: LGPLv3+ for code, GFDLv1.3+ (with no invariant sections)
    for documentation
  - 100% of all lines are covered by tests
  - Functions renamed:
    mpc_mul_2exp to mpc_mul_2ui, mpc_div_2exp to mpc_div_2ui
  - 0^0, which returned (NaN,NaN) previously, now returns (1,+0)
  - Removed compatibility with K&R compilers, untestable due to lack of
    such compilers
  - New functions: mpc_log10, mpc_mul_2si, mpc_div_2si
  - Speed-ups:
    - mpc_fma
  - Bug fixes:
    - mpc_div and mpc_norm now return a value indicating the effective
      rounding direction, as the other functions
    - mpc_mul, mpc_sqr and mpc_norm now return correct results even if there
      are over- or underflows during the computation
    - mpc_asin, mpc_proj, mpc_sqr: Wrong result when input variable has
      infinite part and equals output variable is corrected
    - mpc_fr_sub: Wrong return value for imaginary part is corrected
@
text
@@


1.1.1.1.8.1
log
@file inp_str.dat was added on branch tls-maxphys on 2014-08-20 00:00:02 +0000
@
text
@d1 163
@


1.1.1.1.8.2
log
@Rebase to HEAD as of a few days ago.
@
text
@a0 163
# Data file for mpc_inp_str.
#
# Copyright (C) 2009 INRIA
#
# This file is part of GNU MPC.
#
# GNU MPC is free software; you can redistribute it and/or modify it under
# the terms of the GNU Lesser General Public License as published by the
# Free Software Foundation; either version 3 of the License, or (at your
#o ption) any later version.
#
# GNU MPC is distributed in the hope that it will be useful, but WITHOUT ANY
# WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
# FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public License for
# more details.
#
# You should have received a copy of the GNU Lesser General Public License
# along with this program. If not, see http://www.gnu.org/licenses/ .
#
# The format respects the parameter order in function prototype as follow:
#
# INEX_RE INEX_IM PREC_ROP_RE  ROP_RE  PREC_ROP_IM  ROP_IM  SIZE  BASE  RND_RE  RND_IM  "STRING"
#
# The string STRING is considered as a complex number rop = rop1 + i*rop2
# written in base BASE as "rop1 " if rop is real or "(rop1 rop2)". Notice that
# a least one whitespace is required after real part
#
# ROP_RE is checked against rop1 rounded to the precision PREC_ROP_RE
#   in the direction RND_RE
# ROP_IM is checked against rop2 rounded to the precision PREC_ROP_IM
#   in the direction RND_IM
# INEX_RE is the ternary value for the real part with the following notation:
# "?" ternary value not checked
# "!" function should return error indicator -1
# "+" if ROP_RE is greater than the exact mathematical result
# "0" if ROP_RE is exactly the mathematical result
# "-" if ROP_RE is less than the exact mathematical result
# (m.m. INEX_IM)
# rounding modes notation:
# "N" is rounding to nearest
# "Z" is rounding towards zero
# "U" is rounding towards plus infinity
# "D" is rounding towards minus infinity
# Use prefixes "0b" for values in base two, "0x" for values in base sixteen,
#   no prefix for value in base ten.
# In all bases, "nan" is NaN, "inf" is infinity;
# The sign of the result is checked with "+inf", "-inf", "-0", or "+0".

# invalid strings
! ! 53  nan 53  nan      3 10 N N  "non "
! ! 53  nan 53  nan      4 10 N N  " NON "
! ! 53  nan 53  nan      5 10 N N  "nan(0 1) " #invalid space in brackets
! ! 53  nan 53  nan      5 10 N N  "nan(0-1) " #invalid char in brackets
! ! 53  nan 53  nan      4 10 N N  "NaN((keepout)) " #two levels of parenthesis
! ! 53  nan 53  nan      4 10 N N  "(1e1) " #one part missing
! ! 53  nan 53  nan      1 10 N N  ". "     #no digit
! ! 53  nan 53  nan      2  2 N N  "+3 "    #invalid binary digit
! ! 53  nan 53  nan      6 10 N N  "( +INF) " #one part missing
! ! 53  nan 53  nan      2 10 N N  "(1(1))" #too many levels of parentheses
! ! 53  nan 53  nan      3 10 N N  "(1 (1 (1 0)))"
! ! 53  nan 53  nan      1 10 N N  "((1 1)) "
! ! 53  nan 53  nan      6 10 N N  "(1 +1 " #closing parenthesis missing
! ! 53  nan 53  nan      4 10 N N  "(1+1) " #space needed
! ! 53  nan 53  nan      5 10 N N  "(1 + 1) " #space after sign
! ! 53  nan 53  nan     17 10 N N  "(@@nan@@(quiet)  0 " #closing parenthesis missing
! ! 53  nan 53  nan      4 10 N N  "zero "  #invalid digits
! ! 53  nan 53  nan      3 10 N N  "&^+ "   #invalid digits
! ! 53  nan 53  nan      1 18 N N  "i "     #invalid digit
! ! 53  nan 53  nan      1 18 N N  "I "     #invalid digit
! ! 53  nan 53  nan      1 35 N N  "z "     #invalid digit
! ! 53  nan 53  nan      1 35 N N  "Z "     #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(i 0) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(I 0) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(z 0) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(Z 0) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(0 i) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(0 I) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(0 z) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(0 Z) " #invalid digit
! ! 53  nan 53  nan      7 10 N N  "-25p+32 " #invalid exponent char in base 10
! ! 53  nan 53  nan      6 10 N N  "0xabcd  " #invalid prefix in base 10
! ! 53  nan 53  nan      6 10 N N  "+0b010 "  #invalid prefix in base 10

# special values
0 0 53  nan 53   +0      3 10 N N  "nan "
0 0 53  nan 53   +0      4 10 N N  "+NAN "
0 0 53  nan 53   +0      5 10 N N  "@@NAN@@ "
0 0 53  nan 53  nan     18 10 N N  "(@@nan@@(QUIET) nan) "
0 0 53  nan 53   +0      5 10 N N  "@@nan@@ "
0 0 53  nan 53   +0     12 10 N N  "NaN(keepout) "
0 0 53  nan 53   +0    122 10 N N  "Nan(very_long_suffix_oooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo) "
0 0 53  nan 53   +0      8 10 N N  "nan(0_1) "
0 0 53  nan 53   +0      3 10 N N  "nan "
0 0 53  inf 53   +0      3 10 N N  "inf "
0 0 53 -inf 53   +0      4 10 N N  "-inf "
0 0 53 +inf 53   +0      8 10 N N  "infinity "
0 0 53 +inf 53   +0      4 10 N N  "+INF "
0 0 53   +0 53 +inf      8 10 N N  "(0 +inf) "
0 0 53   +0 53 +inf     12 10 N N  "(+0     INF) "
0 0 53   +0 53 -inf     13 10 N N  "(0 -infinity) "
0 0 53   +0 53 -inf      9 10 N N  "(+0 -INF) "
0 0 53 -inf 53   -0     11 10 N N  "(-@@inf@@ -0) "
0 0 53 +inf 53  nan     17 10 N N  "(+inf nan(9u137)) "
0 0 53  nan 53 +inf     12 10 N N  "(NaN  +inf ) "

# pure real argument
0 0 53                     +0 53 +0       1 10 N N  "0 "
0 0 53                     +0 53 +0       5 10 N N  "00000 "
0 0 53                     +0 53 +0       2 10 N N  "+0 "
0 0 53                     -0 53 +0       2 10 N N  "-0 "
0 0 53                     +1 53 +0       1 10 N N  "1 "
0 0 53                     +1 53 +0       3 10 N N  "001 "
0 0 53                     +1 53 +0       6 10 N N  "1.0000 "
0 0 53                     +1 53 +0       2 10 N N  "+1) "
- 0 53   +0x9D70A3D70A3D7p-51 53 +0      11 10 N N  "(+1.23 0.0) "
0 0 53                    -10 53 +0      11 10 N N  "(-10. 0000) "
0 0 53                +0x5p-3 53 -0      12 10 N N  "( .625  -0 )"
- 0 53 +0x14E718D7D7625Ap+612 53 +0      10 10 N N  "(1e200  0) "
+ 0 53 +0x14E718D7D7625Bp+612 53 +0      10 10 U N  "(1e200  0) "
- 0 53 +0x14E718D7D7625Ap+612 53 +0      10 10 D N  "(1e200  0) "
0 0 53                +0x7530 53 +0       8 10 N N  "(3e+4 0) "
- 0 53  +0x10C6F7A0B5ED8Dp-73 53 +0       5 10 N N  ".5e-6 "
- 0 53  +0x1B1C1E0D914133p-83 53 +0      12 10 N N  "(7.89E-10 0) "
+ 0 53  -0x7B426FAB61F00Cp+56 53 +0       7 10 N N  "-25@@+32 "
0 0 53                 +43981 53 +0       6 16 N N  "0xabcd "
0 0 53                     +2 53 +0       6  2 N N  "+0b010 "
0 0 53                    +18 53 +0       1 20 N N  "i "
0 0 53                    +18 53 +0       1 19 N N  "i "
0 0 53                    +35 53 +0       1 36 N N  "z "
0 0 53                    +35 53 +0       1 36 N N  "Z "

# pure imaginary argument
0 0 53 +0 53                     +1       5 10 N N  "(0 1) "
0 0 53 +0 53                     +1       6 20 N N  "(0 +1) "
0 0 53 -0 53                     -1       7 10 N N  "(-0 -1) "
0 0 53 -0 53                     -2       7 10 N N  "(-0 -2) "
0 0 53 +0 53                     +2       6 10 N N  "(+0 2) "
0 0 53 +0 53                    +17       5 20 N N  "(0 h) "
0 0 53 +0 53                    +18       5 20 N N  "(0 i) "
0 + 53 +0 53  -0x14F800008637BDp-44      19 10 N Z  "(0 -33.55000005e+1) "
0 + 53 +0 53  -0xA1765976008AFp-401      18 10 N U  "(+0 -.550000E-105) "
0 0 53 +0 53                    +18       5 19 N N  "(0 i) "
0 0 53 +0 53                    +18       5 19 N N  "(0 I) "
0 0 53 +0 53                    +35       5 36 N N  "(0 z) "
0 0 53 +0 53                    +35       5 36 N N  "(0 Z) "

# complex argument
0 0 53            +1 53          +1      10 10 N N  "(  1   +1) "
0 0 53            +1 53          +1       8 10 N N  "(1   +1) "
0 0 53            +7 53         +14       7 10 N N  "(7  14) "
0 0 53           +17 53          +1       7 10 N N  "(+17 1) "
0 0 53           +27 53          +1       8 20 N N  "(+17 +1) "
0 0 53           -18 53          -1       7 20 N N  "(-i -1) "
0 0 53           +18 53          -1       6 20 N N  "(i -1) "
0 0 53           -18 53          +1       7 20 N N  "(-i +1) "
0 0 53           +18 53         +18       6 20 N N  "(i +i) "
0 0 53        -14643 53      +20328      10 36 N N  "(-bar foo) "
0 0 53      -1647190 53     -512315      13 36 N N  "(-zaza -azaz) "
0 0 53       +0b1010 53     +0xabcd      16  0 N N  "(0b1010 +0xabcd) "
0 0 53       +0xabcd 53     +0b1010      22  0 N N  "(+0xa.bcd@@+3 0b.101p4) "

# white space before the closing ')'
0 0 53            +1 53          +1      13 10 N N  "(  1   +1   ) "
@


1.1.1.1.4.1
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@file inp_str.dat was added on branch yamt-pagecache on 2014-05-22 14:09:14 +0000
@
text
@d1 163
@


1.1.1.1.4.2
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@sync with head.

for a reference, the tree before this commit was tagged
as yamt-pagecache-tag8.

this commit was splitted into small chunks to avoid
a limitation of cvs.  ("Protocol error: too many arguments")
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text
@a0 163
# Data file for mpc_inp_str.
#
# Copyright (C) 2009 INRIA
#
# This file is part of GNU MPC.
#
# GNU MPC is free software; you can redistribute it and/or modify it under
# the terms of the GNU Lesser General Public License as published by the
# Free Software Foundation; either version 3 of the License, or (at your
#o ption) any later version.
#
# GNU MPC is distributed in the hope that it will be useful, but WITHOUT ANY
# WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
# FOR A PARTICULAR PURPOSE. See the GNU Lesser General Public License for
# more details.
#
# You should have received a copy of the GNU Lesser General Public License
# along with this program. If not, see http://www.gnu.org/licenses/ .
#
# The format respects the parameter order in function prototype as follow:
#
# INEX_RE INEX_IM PREC_ROP_RE  ROP_RE  PREC_ROP_IM  ROP_IM  SIZE  BASE  RND_RE  RND_IM  "STRING"
#
# The string STRING is considered as a complex number rop = rop1 + i*rop2
# written in base BASE as "rop1 " if rop is real or "(rop1 rop2)". Notice that
# a least one whitespace is required after real part
#
# ROP_RE is checked against rop1 rounded to the precision PREC_ROP_RE
#   in the direction RND_RE
# ROP_IM is checked against rop2 rounded to the precision PREC_ROP_IM
#   in the direction RND_IM
# INEX_RE is the ternary value for the real part with the following notation:
# "?" ternary value not checked
# "!" function should return error indicator -1
# "+" if ROP_RE is greater than the exact mathematical result
# "0" if ROP_RE is exactly the mathematical result
# "-" if ROP_RE is less than the exact mathematical result
# (m.m. INEX_IM)
# rounding modes notation:
# "N" is rounding to nearest
# "Z" is rounding towards zero
# "U" is rounding towards plus infinity
# "D" is rounding towards minus infinity
# Use prefixes "0b" for values in base two, "0x" for values in base sixteen,
#   no prefix for value in base ten.
# In all bases, "nan" is NaN, "inf" is infinity;
# The sign of the result is checked with "+inf", "-inf", "-0", or "+0".

# invalid strings
! ! 53  nan 53  nan      3 10 N N  "non "
! ! 53  nan 53  nan      4 10 N N  " NON "
! ! 53  nan 53  nan      5 10 N N  "nan(0 1) " #invalid space in brackets
! ! 53  nan 53  nan      5 10 N N  "nan(0-1) " #invalid char in brackets
! ! 53  nan 53  nan      4 10 N N  "NaN((keepout)) " #two levels of parenthesis
! ! 53  nan 53  nan      4 10 N N  "(1e1) " #one part missing
! ! 53  nan 53  nan      1 10 N N  ". "     #no digit
! ! 53  nan 53  nan      2  2 N N  "+3 "    #invalid binary digit
! ! 53  nan 53  nan      6 10 N N  "( +INF) " #one part missing
! ! 53  nan 53  nan      2 10 N N  "(1(1))" #too many levels of parentheses
! ! 53  nan 53  nan      3 10 N N  "(1 (1 (1 0)))"
! ! 53  nan 53  nan      1 10 N N  "((1 1)) "
! ! 53  nan 53  nan      6 10 N N  "(1 +1 " #closing parenthesis missing
! ! 53  nan 53  nan      4 10 N N  "(1+1) " #space needed
! ! 53  nan 53  nan      5 10 N N  "(1 + 1) " #space after sign
! ! 53  nan 53  nan     17 10 N N  "(@@nan@@(quiet)  0 " #closing parenthesis missing
! ! 53  nan 53  nan      4 10 N N  "zero "  #invalid digits
! ! 53  nan 53  nan      3 10 N N  "&^+ "   #invalid digits
! ! 53  nan 53  nan      1 18 N N  "i "     #invalid digit
! ! 53  nan 53  nan      1 18 N N  "I "     #invalid digit
! ! 53  nan 53  nan      1 35 N N  "z "     #invalid digit
! ! 53  nan 53  nan      1 35 N N  "Z "     #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(i 0) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(I 0) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(z 0) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(Z 0) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(0 i) " #invalid digit
! ! 53  nan 53  nan      5 18 N N  "(0 I) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(0 z) " #invalid digit
! ! 53  nan 53  nan      5 35 N N  "(0 Z) " #invalid digit
! ! 53  nan 53  nan      7 10 N N  "-25p+32 " #invalid exponent char in base 10
! ! 53  nan 53  nan      6 10 N N  "0xabcd  " #invalid prefix in base 10
! ! 53  nan 53  nan      6 10 N N  "+0b010 "  #invalid prefix in base 10

# special values
0 0 53  nan 53   +0      3 10 N N  "nan "
0 0 53  nan 53   +0      4 10 N N  "+NAN "
0 0 53  nan 53   +0      5 10 N N  "@@NAN@@ "
0 0 53  nan 53  nan     18 10 N N  "(@@nan@@(QUIET) nan) "
0 0 53  nan 53   +0      5 10 N N  "@@nan@@ "
0 0 53  nan 53   +0     12 10 N N  "NaN(keepout) "
0 0 53  nan 53   +0    122 10 N N  "Nan(very_long_suffix_oooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooooo) "
0 0 53  nan 53   +0      8 10 N N  "nan(0_1) "
0 0 53  nan 53   +0      3 10 N N  "nan "
0 0 53  inf 53   +0      3 10 N N  "inf "
0 0 53 -inf 53   +0      4 10 N N  "-inf "
0 0 53 +inf 53   +0      8 10 N N  "infinity "
0 0 53 +inf 53   +0      4 10 N N  "+INF "
0 0 53   +0 53 +inf      8 10 N N  "(0 +inf) "
0 0 53   +0 53 +inf     12 10 N N  "(+0     INF) "
0 0 53   +0 53 -inf     13 10 N N  "(0 -infinity) "
0 0 53   +0 53 -inf      9 10 N N  "(+0 -INF) "
0 0 53 -inf 53   -0     11 10 N N  "(-@@inf@@ -0) "
0 0 53 +inf 53  nan     17 10 N N  "(+inf nan(9u137)) "
0 0 53  nan 53 +inf     12 10 N N  "(NaN  +inf ) "

# pure real argument
0 0 53                     +0 53 +0       1 10 N N  "0 "
0 0 53                     +0 53 +0       5 10 N N  "00000 "
0 0 53                     +0 53 +0       2 10 N N  "+0 "
0 0 53                     -0 53 +0       2 10 N N  "-0 "
0 0 53                     +1 53 +0       1 10 N N  "1 "
0 0 53                     +1 53 +0       3 10 N N  "001 "
0 0 53                     +1 53 +0       6 10 N N  "1.0000 "
0 0 53                     +1 53 +0       2 10 N N  "+1) "
- 0 53   +0x9D70A3D70A3D7p-51 53 +0      11 10 N N  "(+1.23 0.0) "
0 0 53                    -10 53 +0      11 10 N N  "(-10. 0000) "
0 0 53                +0x5p-3 53 -0      12 10 N N  "( .625  -0 )"
- 0 53 +0x14E718D7D7625Ap+612 53 +0      10 10 N N  "(1e200  0) "
+ 0 53 +0x14E718D7D7625Bp+612 53 +0      10 10 U N  "(1e200  0) "
- 0 53 +0x14E718D7D7625Ap+612 53 +0      10 10 D N  "(1e200  0) "
0 0 53                +0x7530 53 +0       8 10 N N  "(3e+4 0) "
- 0 53  +0x10C6F7A0B5ED8Dp-73 53 +0       5 10 N N  ".5e-6 "
- 0 53  +0x1B1C1E0D914133p-83 53 +0      12 10 N N  "(7.89E-10 0) "
+ 0 53  -0x7B426FAB61F00Cp+56 53 +0       7 10 N N  "-25@@+32 "
0 0 53                 +43981 53 +0       6 16 N N  "0xabcd "
0 0 53                     +2 53 +0       6  2 N N  "+0b010 "
0 0 53                    +18 53 +0       1 20 N N  "i "
0 0 53                    +18 53 +0       1 19 N N  "i "
0 0 53                    +35 53 +0       1 36 N N  "z "
0 0 53                    +35 53 +0       1 36 N N  "Z "

# pure imaginary argument
0 0 53 +0 53                     +1       5 10 N N  "(0 1) "
0 0 53 +0 53                     +1       6 20 N N  "(0 +1) "
0 0 53 -0 53                     -1       7 10 N N  "(-0 -1) "
0 0 53 -0 53                     -2       7 10 N N  "(-0 -2) "
0 0 53 +0 53                     +2       6 10 N N  "(+0 2) "
0 0 53 +0 53                    +17       5 20 N N  "(0 h) "
0 0 53 +0 53                    +18       5 20 N N  "(0 i) "
0 + 53 +0 53  -0x14F800008637BDp-44      19 10 N Z  "(0 -33.55000005e+1) "
0 + 53 +0 53  -0xA1765976008AFp-401      18 10 N U  "(+0 -.550000E-105) "
0 0 53 +0 53                    +18       5 19 N N  "(0 i) "
0 0 53 +0 53                    +18       5 19 N N  "(0 I) "
0 0 53 +0 53                    +35       5 36 N N  "(0 z) "
0 0 53 +0 53                    +35       5 36 N N  "(0 Z) "

# complex argument
0 0 53            +1 53          +1      10 10 N N  "(  1   +1) "
0 0 53            +1 53          +1       8 10 N N  "(1   +1) "
0 0 53            +7 53         +14       7 10 N N  "(7  14) "
0 0 53           +17 53          +1       7 10 N N  "(+17 1) "
0 0 53           +27 53          +1       8 20 N N  "(+17 +1) "
0 0 53           -18 53          -1       7 20 N N  "(-i -1) "
0 0 53           +18 53          -1       6 20 N N  "(i -1) "
0 0 53           -18 53          +1       7 20 N N  "(-i +1) "
0 0 53           +18 53         +18       6 20 N N  "(i +i) "
0 0 53        -14643 53      +20328      10 36 N N  "(-bar foo) "
0 0 53      -1647190 53     -512315      13 36 N N  "(-zaza -azaz) "
0 0 53       +0b1010 53     +0xabcd      16  0 N N  "(0b1010 +0xabcd) "
0 0 53       +0xabcd 53     +0b1010      22  0 N N  "(+0xa.bcd@@+3 0b.101p4) "

# white space before the closing ')'
0 0 53            +1 53          +1      13 10 N N  "(  1   +1   ) "
@


