####################################################################
# #
# Copyright (c) 2000-2002 Thomas Lord #
# #
# This is free software; you can redistribute it and/or #
# modify it under the terms of the GNU General Public License #
# as published by the Free Software Foundation; #
# either version 2, or (at your option) any later version. #
# #
# This software 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 General Public License for more details. #
# #
# You should have received a copy of the #
# GNU General Public License #
# along with this software (see the file COPYING.) #
# If not, a copy is available at #
# #
# Tom Lord <lord@regexps.com> #
# #
####################################################################
: generated from Tom Lord's rx posix-test-cases.h 2002-04-09
B a a (0,1) posix-2.8.3.1-0
B \. . (0,1) posix-2.8.3.1-1
B \[ [ (0,1) posix-2.8.3.1-2
B \\ \ (0,1) posix-2.8.3.1-3
B \* * (0,1) posix-2.8.3.1-4
B \^ ^ (0,1) posix-2.8.3.1-5
B \$ $ (0,1) posix-2.8.3.1-6
B \ NULL EESCAPE posix-2.8.3.1-7
B x\. x. (0,2) posix-2.8.3.1-8
B x\[ x[ (0,2) posix-2.8.3.1-9
B x\\ x\ (0,2) posix-2.8.3.1-10
B x\* x* (0,2) posix-2.8.3.1-11
B x\^ x^ (0,2) posix-2.8.3.1-12
B x\$ x$ (0,2) posix-2.8.3.1-13
B x\ NULL EESCAPE posix-2.8.3.1-14
B . a (0,1) posix-2.8.3.1.3-0
B$ . \n (0,1) posix-2.8.3.1.3-1
B []x] ] (0,1) posix-2.8.3.2-0
E []x] ] (0,1) posix-2.8.3.2-0
B []x] x (0,1) posix-2.8.3.2-1
E []x] x (0,1) posix-2.8.3.2-1
B [] NULL EBRACK posix-2.8.3.2-2
E [] NULL EBRACK posix-2.8.3.2-2
B [.] . (0,1) posix-2.8.3.2-3
E [.] . (0,1) posix-2.8.3.2-3
B [.] a NOMATCH posix-2.8.3.2-4
E [.] a NOMATCH posix-2.8.3.2-4
B [*] * (0,1) posix-2.8.3.2-5
E [*] * (0,1) posix-2.8.3.2-5
B [[] [ (0,1) posix-2.8.3.2-6
E [[] [ (0,1) posix-2.8.3.2-6
B [\] \ (0,1) posix-2.8.3.2-7
E [\] \ (0,1) posix-2.8.3.2-7
B [[.] NULL ECOLLATE posix-2.8.3.2-8
E [[.] NULL ECOLLATE posix-2.8.3.2-8
B [[=] NULL ECOLLATE posix-2.8.3.2-9
E [[=] NULL ECOLLATE posix-2.8.3.2-9
B [[:] NULL ECTYPE posix-2.8.3.2-10
E [[:] NULL ECTYPE posix-2.8.3.2-10
B [abc] a (0,1) posix-2.8.3.2-11
E [abc] a (0,1) posix-2.8.3.2-11
B [abc] b (0,1) posix-2.8.3.2-12
E [abc] b (0,1) posix-2.8.3.2-12
B [abc] c (0,1) posix-2.8.3.2-13
E [abc] c (0,1) posix-2.8.3.2-13
B [abc] d NOMATCH posix-2.8.3.2-14
E [abc] d NOMATCH posix-2.8.3.2-14
B x[abc] xa (0,2) posix-2.8.3.2-15
E x[abc] xa (0,2) posix-2.8.3.2-15
B x[abc] xb (0,2) posix-2.8.3.2-16
E x[abc] xb (0,2) posix-2.8.3.2-16
B x[abc] xc (0,2) posix-2.8.3.2-17
E x[abc] xc (0,2) posix-2.8.3.2-17
B x[abc] xd NOMATCH posix-2.8.3.2-18
E x[abc] xd NOMATCH posix-2.8.3.2-18
B [^abc] a NOMATCH posix-2.8.3.2-19
E [^abc] a NOMATCH posix-2.8.3.2-19
B [^abc] b NOMATCH posix-2.8.3.2-20
E [^abc] b NOMATCH posix-2.8.3.2-20
B [^abc] c NOMATCH posix-2.8.3.2-21
E [^abc] c NOMATCH posix-2.8.3.2-21
B [^abc] d (0,1) posix-2.8.3.2-22
E [^abc] d (0,1) posix-2.8.3.2-22
B x[^abc] xa NOMATCH posix-2.8.3.2-23
E x[^abc] xa NOMATCH posix-2.8.3.2-23
B x[^abc] xb NOMATCH posix-2.8.3.2-24
E x[^abc] xb NOMATCH posix-2.8.3.2-24
B x[^abc] xc NOMATCH posix-2.8.3.2-25
E x[^abc] xc NOMATCH posix-2.8.3.2-25
B x[^abc] xd (0,2) posix-2.8.3.2-26
E x[^abc] xd (0,2) posix-2.8.3.2-26
B [[:alnum:]][[:alnum:]]* %abc123890XYZ= (1,13) posix-2.8.3.2-27
E [[:alnum:]][[:alnum:]]* %abc123890XYZ= (1,13) posix-2.8.3.2-27
B$ [[:cntrl:]][[:cntrl:]]* %\n\t\r\f (1,5) posix-2.8.3.2-28
E$ [[:cntrl:]][[:cntrl:]]* %\n\t\r\f (1,5) posix-2.8.3.2-28
B [[:lower:]][[:lower:]]* AbcdE (1,4) posix-2.8.3.2-29
E [[:lower:]][[:lower:]]* AbcdE (1,4) posix-2.8.3.2-29
Bi [[:lower:]][[:lower:]]* AbcdE (0,5) posix-2.8.3.2-30
Ei [[:lower:]][[:lower:]]* AbcdE (0,5) posix-2.8.3.2-30
Bi$ [[:space:]][[:space:]]* x \t\f\nx (1,5) posix-2.8.3.2-31
Ei$ [[:space:]][[:space:]]* x \t\f\nx (1,5) posix-2.8.3.2-31
B [[:alpha:]][[:alpha:]]* %abC123890xyz= (1,4) posix-2.8.3.2-32
E [[:alpha:]][[:alpha:]]* %abC123890xyz= (1,4) posix-2.8.3.2-32
B [[:digit:]][[:digit:]]* %abC123890xyz= (4,10) posix-2.8.3.2-33
E [[:digit:]][[:digit:]]* %abC123890xyz= (4,10) posix-2.8.3.2-33
B$ [[:print:]][[:print:]]* \n %abC12\f (1,8) posix-2.8.3.2-34
E$ [[:print:]][[:print:]]* \n %abC12\f (1,8) posix-2.8.3.2-34
B$ [[:upper:]][[:upper:]]* \n aBCDEFGHIJKLMNOPQRSTUVWXYz (3,27) posix-2.8.3.2-35
E$ [[:upper:]][[:upper:]]* \n aBCDEFGHIJKLMNOPQRSTUVWXYz (3,27) posix-2.8.3.2-35
Bi$ [[:upper:]][[:upper:]]* \n aBCDEFGHIJKLMNOPQRSTUVWXYz (2,28) posix-2.8.3.2-36
Ei$ [[:upper:]][[:upper:]]* \n aBCDEFGHIJKLMNOPQRSTUVWXYz (2,28) posix-2.8.3.2-36
Bi$ [[:blank:]][[:blank:]]* \na \t b (2,5) posix-2.8.3.2-37
Ei$ [[:blank:]][[:blank:]]* \na \t b (2,5) posix-2.8.3.2-37
B$ [[:graph:]][[:graph:]]* \n %abC12\f (2,8) posix-2.8.3.2-38
E$ [[:graph:]][[:graph:]]* \n %abC12\f (2,8) posix-2.8.3.2-38
B [[:punct:]][[:punct:]]* a~!@#$%^&*()_+=-`[]{};':"|\,./?>< (1,33) posix-2.8.3.2-39
E [[:punct:]][[:punct:]]* a~!@#$%^&*()_+=-`[]{};':"|\,./?>< (1,33) posix-2.8.3.2-39
B [[:xdigit:]][[:xdigit:]]* -0123456789ABCDEFabcdef (1,23) posix-2.8.3.2-40
E [[:xdigit:]][[:xdigit:]]* -0123456789ABCDEFabcdef (1,23) posix-2.8.3.2-40
B [a-z][a-z]* ABCabcxyzABC (3,9) posix-2.8.3.2-41
E [a-z][a-z]* ABCabcxyzABC (3,9) posix-2.8.3.2-41
B [a-z][z-a]* NULL ERANGE posix-2.8.3.2-42
E [a-z][z-a]* NULL ERANGE posix-2.8.3.2-42
B [a-a][a-a]* zaaaaab (1,6) posix-2.8.3.2-43
E [a-a][a-a]* zaaaaab (1,6) posix-2.8.3.2-43
Bi [a-a][a-a]* ZAAAAAB (1,6) posix-2.8.3.2-44
Ei [a-a][a-a]* ZAAAAAB (1,6) posix-2.8.3.2-44
B [--Z][--Z]* !ABC-./XYZ~ (1,10) posix-2.8.3.2-45
E [--Z][--Z]* !ABC-./XYZ~ (1,10) posix-2.8.3.2-45
B [*--Z][*--Z]* !+*,---ABC (1,7) posix-2.8.3.2-46
E [*--Z][*--Z]* !+*,---ABC (1,7) posix-2.8.3.2-46
B [a-][a-]* xa-a--a-ay (1,9) posix-2.8.3.2-47
E [a-][a-]* xa-a--a-ay (1,9) posix-2.8.3.2-47
B [a[.-.]z][a[.-.]z]* ba-a-a-zw (1,8) posix-2.8.3.2-48
E [a[.-.]z][a[.-.]z]* ba-a-a-zw (1,8) posix-2.8.3.2-48
B [[.a.]-[.z.]][[.a.]-z]* ABCabcxyzABC (3,9) posix-2.8.3.2-49
E [[.a.]-[.z.]][[.a.]-z]* ABCabcxyzABC (3,9) posix-2.8.3.2-49
B [[.a.]-[.a.]][[.a.]-[.a.]]* zaaaaab (1,6) posix-2.8.3.2-50
E [[.a.]-[.a.]][[.a.]-[.a.]]* zaaaaab (1,6) posix-2.8.3.2-50
Bi [a-[.a.]][[.a.]-a]* ZAAAAAB (1,6) posix-2.8.3.2-51
Ei [a-[.a.]][[.a.]-a]* ZAAAAAB (1,6) posix-2.8.3.2-51
B [[.-.]-[.Z.]][[.-.]-[.Z.]]* !ABC-./XYZ~ (1,10) posix-2.8.3.2-52
E [[.-.]-[.Z.]][[.-.]-[.Z.]]* !ABC-./XYZ~ (1,10) posix-2.8.3.2-52
B [*--Z][*-[.-.]Z]* !+*,---ZABC (1,8) posix-2.8.3.2-53
E [*--Z][*-[.-.]Z]* !+*,---ZABC (1,8) posix-2.8.3.2-53
B [[:digit:]a-z#$%][[:digit:]a-z#$%]* __abc#lmn012$x%yz789* (2,20) posix-2.8.3.2-54
E [[:digit:]a-z#$%][[:digit:]a-z#$%]* __abc#lmn012$x%yz789* (2,20) posix-2.8.3.2-54
Bi [[:digit:]a-z#$%][[:digit:]a-z#$%]* __abcLMN012x%#$yz789* (2,20) posix-2.8.3.2-55
Ei [[:digit:]a-z#$%][[:digit:]a-z#$%]* __abcLMN012x%#$yz789* (2,20) posix-2.8.3.2-55
B [^[:digit:]a-z#$%][^[:digit:]a-z#$%]* abc#lmn012$x%yz789--@*,abc (18,23) posix-2.8.3.2-56
E [^[:digit:]a-z#$%][^[:digit:]a-z#$%]* abc#lmn012$x%yz789--@*,abc (18,23) posix-2.8.3.2-56
Bi [^[:digit:]a-z#$%][^[:digit:]a-z#$%]* abC#LMn012$x%yz789--@*,abc (18,23) posix-2.8.3.2-57
Ei [^[:digit:]a-z#$%][^[:digit:]a-z#$%]* abC#LMn012$x%yz789--@*,abc (18,23) posix-2.8.3.2-57
B [^-][^-]* ---afd*(&,ml--- (3,12) posix-2.8.3.2-58
E [^-][^-]* ---afd*(&,ml--- (3,12) posix-2.8.3.2-58
B [^--Z][^--Z]* ---AFD*(&,ml--- (6,12) posix-2.8.3.2-59
E [^--Z][^--Z]* ---AFD*(&,ml--- (6,12) posix-2.8.3.2-59
Bi [^--Z][^--Z]* ---AFD*(&,ml--- (6,10) posix-2.8.3.2-60
Ei [^--Z][^--Z]* ---AFD*(&,ml--- (6,10) posix-2.8.3.2-60
B abc[def]ghi xabcdghiy (1,8) posix-2.8.3.3-0
B abc\(\(de\)\(fg\)\)hi xabcdefghiy (1,10)(4,8)(4,6)(6,8) posix-2.8.3.3-1
B abc*def xabdefy (1,6) posix-2.8.3.3-2
B abc*def xabcdefy (1,7) posix-2.8.3.3-3
B abc*def xabcccccccdefy (1,13) posix-2.8.3.3-4
B abc\(def\)*ghi xabcghiy (1,7) posix-2.8.3.3-5
B abc\(def\)*ghi xabcdefghi (1,10)(4,7) posix-2.8.3.3-6
B abc\(def\)*ghi xabcdefdefdefghi (1,16)(10,13) posix-2.8.3.3-7
B abc\{0,1\}def xabdefy (1,6) posix-2.8.3.3-8
B abc\{0,1\}def xabcdefy (1,7) posix-2.8.3.3-9
B abc\{0,1\}def xabccdefy NOMATCH posix-2.8.3.3-10
B abc\{1,3\}def xabdefy NOMATCH posix-2.8.3.3-11
B abc\{1,3\}def xabcdefy (1,7) posix-2.8.3.3-12
B abc\{1,3\}def xabccdefy (1,8) posix-2.8.3.3-13
B abc\{1,3\}def xabcccdefy (1,9) posix-2.8.3.3-14
B abc\{1,3\}def xabccccdefy NOMATCH posix-2.8.3.3-15
B abc\{1,\}def xabdefy NOMATCH posix-2.8.3.3-16
B abc\{1,\}def xabcdefy (1,7) posix-2.8.3.3-17
B abc\{1,\}def xabccdefy (1,8) posix-2.8.3.3-18
B abc\{1,\}def xabcccdefy (1,9) posix-2.8.3.3-19
B abc\{1,\}def xabccccdefy (1,10) posix-2.8.3.3-20
B abc\{3\}def xabdefy NOMATCH posix-2.8.3.3-21
B abc\{3\}def xabcdefy NOMATCH posix-2.8.3.3-22
B abc\{3\}def xabccdefy NOMATCH posix-2.8.3.3-23
B abc\{3\}def xabcccdefy (1,9) posix-2.8.3.3-24
B abc\{3\}def xabccccdefy NOMATCH posix-2.8.3.3-25
B abc\{ 1,3\}def NULL BADBR posix-2.8.3.3-26
B abc\{1 ,3\}def NULL BADBR posix-2.8.3.3-27
B abc\{1, 3\}def NULL BADBR posix-2.8.3.3-28
B abc\{1,3 \}def NULL BADBR posix-2.8.3.3-29
B \(\(a*\)\)*x\2 ax (1,2)(1,1)(1,1) posix-2.8.3.3-30
B \(\(a*\)\)*x\2 axa (0,3)(0,1)(0,1) posix-2.8.3.3-31
B \(\(abc\)*\(abc\)*\)\3 abcabc (0,6)(0,3)(-1,-1)(0,3) posix-2.8.3.3-32
B \(\(abc\)\{0,1\}\(abc\)\{0,1\}\)\3 abcabc (0,6)(0,3)(-1,-1)(0,3) posix-2.8.3.3-33
B \(\(abc\)\{0,2\}\(abc\)\{0,2\}\)\3 abcabc (0,6)(0,3)(-1,-1)(0,3) posix-2.8.3.3-34
B a\(b\)c\2 NULL ESUBREG posix-2.8.3.3-35
Bi \(abc\)\1 abcabc (0,6)(0,3) posix-2.8.3.3-36
Bi \(abc\)\1 aBcAbC (0,6)(0,3) posix-2.8.3.3-37
B ^abc abcdef (0,3) posix-2.8.3.5-0
B ^abc xyzabcdef NOMATCH posix-2.8.3.5-1
B$ ^abc \nabcdef NOMATCH posix-2.8.3.5-2
B abc$ defabc (3,6) posix-2.8.3.5-3
B$ abc$ defabc\n NOMATCH posix-2.8.3.5-4
B ^abc$ abc (0,3) posix-2.8.3.5-5
B$ ^abc$ \nabc\n NOMATCH posix-2.8.3.5-6
B a\{0,1\}^bc bc NOMATCH posix-2.8.3.5-7
B a\{0,1\}^bc ^bc (0,3) posix-2.8.3.5-8
B a\{0,1\}^bc a^bc (0,4) posix-2.8.3.5-9
B a^bc abc NOMATCH posix-2.8.3.5-10
B a^bc a^bc (0,4) posix-2.8.3.5-11
B ab$c\{0,1\} ab NOMATCH posix-2.8.3.5-12
B ab$c\{0,1\} ab$ (0,3) posix-2.8.3.5-13
B ab$c\{0,1\} ab$c (0,4) posix-2.8.3.5-14
B ab$c abc NOMATCH posix-2.8.3.5-15
B$ ab$c ab\nc NOMATCH posix-2.8.3.5-16
B ab$c ab$ NOMATCH posix-2.8.3.5-17
B ab$c ab$c (0,4) posix-2.8.3.5-18
E a a (0,1) posix-2.8.4.1.1-0
E \. a.b (1,2) posix-2.8.4.1.2-0
E \[ a[b (1,2) posix-2.8.4.1.2-1
E \\ a\b (1,2) posix-2.8.4.1.2-2
E \( a(b (1,2) posix-2.8.4.1.2-3
E \* a*b (1,2) posix-2.8.4.1.2-4
E \+ a+b (1,2) posix-2.8.4.1.2-5
E \? a?b (1,2) posix-2.8.4.1.2-6
E \| a|b (1,2) posix-2.8.4.1.2-7
E \^ a^b (1,2) posix-2.8.4.1.2-8
E \$ a$b (1,2) posix-2.8.4.1.2-9
E . a (0,1) posix-2.8.4.1.3-0
E$ . \n (0,1) posix-2.8.4.1.3-1
E abc[def]ghi xabcdghiy (1,8) posix-2.8.4.3-0
E abc((de)(fg))hi xabcdefghiy (1,10)(4,8)(4,6)(6,8) posix-2.8.4.3-1
E abc*def xabdefy (1,6) posix-2.8.4.3-2
E abc*def xabcdefy (1,7) posix-2.8.4.3-3
E abc*def xabcccccccdefy (1,13) posix-2.8.4.3-4
E abc(def)*ghi xabcghiy (1,7) posix-2.8.4.3-5
E abc(def)*ghi xabcdefghi (1,10)(4,7) posix-2.8.4.3-6
E abc(def)*ghi xabcdefdefdefghi (1,16)(10,13) posix-2.8.4.3-7
E abc+def xabdefy NOMATCH posix-2.8.4.3-8
E abc+def xabcdefy (1,7) posix-2.8.4.3-9
E abc+def xabcccccccdefy (1,13) posix-2.8.4.3-10
E abc(def)+ghi xabcghiy NOMATCH posix-2.8.4.3-11
E abc(def)+ghi xabcdefghi (1,10)(4,7) posix-2.8.4.3-12
E abc(def)+ghi xabcdefdefdefghi (1,16)(10,13) posix-2.8.4.3-13
E abc?def xabdefy (1,6) posix-2.8.4.3-14
E abc?def xabcdefy (1,7) posix-2.8.4.3-15
E abc?def xabcccccccdefy NOMATCH posix-2.8.4.3-16
E abc(def)?ghi xabcghiy (1,7) posix-2.8.4.3-17
E abc(def)?ghi xabcdefghi (1,10)(4,7) posix-2.8.4.3-18
E abc(def)?ghi xabcdefdefdefghi NOMATCH posix-2.8.4.3-19
E abc{0,1}def xabdefy (1,6) posix-2.8.4.3-20
E abc{0,1}def xabcdefy (1,7) posix-2.8.4.3-21
E abc{0,1}def xabccdefy NOMATCH posix-2.8.4.3-22
E abc{1,3}def xabdefy NOMATCH posix-2.8.4.3-23
E abc{1,3}def xabcdefy (1,7) posix-2.8.4.3-24
E abc{1,3}def xabccdefy (1,8) posix-2.8.4.3-25
E abc{1,3}def xabcccdefy (1,9) posix-2.8.4.3-26
E abc{1,3}def xabccccdefy NOMATCH posix-2.8.4.3-27
E abc{1,}def xabdefy NOMATCH posix-2.8.4.3-28
E abc{1,}def xabcdefy (1,7) posix-2.8.4.3-29
E abc{1,}def xabccdefy (1,8) posix-2.8.4.3-30
E abc{1,}def xabcccdefy (1,9) posix-2.8.4.3-31
E abc{1,}def xabccccdefy (1,10) posix-2.8.4.3-32
E abc{3}def xabdefy NOMATCH posix-2.8.4.3-33
E abc{3}def xabcdefy NOMATCH posix-2.8.4.3-34
E abc{3}def xabccdefy NOMATCH posix-2.8.4.3-35
E abc{3}def xabcccdefy (1,9) posix-2.8.4.3-36
E abc{3}def xabccccdefy NOMATCH posix-2.8.4.3-37
E abc{ 1,3}def NULL BADBR posix-2.8.4.3-38
E abc{1 ,3}def NULL BADBR posix-2.8.4.3-39
E abc{1, 3}def NULL BADBR posix-2.8.4.3-40
E abc{1,3 }def NULL BADBR posix-2.8.4.3-41
E (wee|week)(night|knights)s* weeknights (0,10)(0,4)(4,9) posix-2.8.4.3-42
E (a|aaa)* aaaa (0,4)(3,4) posix-2.8.4.3-43
E (a|aaa){0,100} aaaa (0,4)(3,4) posix-2.8.4.3-44
E (wee|week)(night|knights)(s*) weeknights (0,10)(0,4)(4,9)(9,10) posix-2.8.4.3-45
E (week|wee)(knights|night) weeknights (0,10)(0,3)(3,10) posix-2.8.4.3-46
E (aaa|a)+ aaaa (0,4)(3,4) posix-2.8.4.3-47
E (a*)*x\1 aaaax (0,5)(4,4) posix-2.8.4.3-48
E (a*)*x\1(a*) aaaaxaa (0,7)(4,4)(5,7) posix-2.8.4.3-49
E (a*)*x(\1a*) aaaaxaa (0,7)(4,4)(5,7) posix-2.8.4.3-50
E (a*)*x(\1x)*(.*) aaaaxxyy (0,8)(4,4)(5,6)(6,8) posix-2.8.4.3-51
E (a{0,}){0,}x\1 aaaax (0,5)(4,4) posix-2.8.4.3-52
E (a{0,}){0,}x\1(a{0,}) aaaaxaa (0,7)(4,4)(5,7) posix-2.8.4.3-53
E (a{0,}){0,}x(\1x){0,}(.{0,}) aaaaxxyy (0,8)(4,4)(5,6)(6,8) posix-2.8.4.3-54
E a{0,1}^bc bc (0,2) posix-2.8.4.6-0
E a{0,1}^bc ^bc NOMATCH posix-2.8.4.6-1
E a{0,1}^bc a^bc NOMATCH posix-2.8.4.6-2
E a^bc abc NOMATCH posix-2.8.4.6-3
E a^bc a^bc NOMATCH posix-2.8.4.6-4
E ab$c{0,1} ab (0,2) posix-2.8.4.6-5
E ab$c{0,1} ab$ NOMATCH posix-2.8.4.6-6
E ab$c{0,1} ab$c NOMATCH posix-2.8.4.6-7
E ab$c abc NOMATCH posix-2.8.4.6-8
E$ ab$c ab\nc NOMATCH posix-2.8.4.6-9
E ab$c ab$ NOMATCH posix-2.8.4.6-10
E ab$c ab$c NOMATCH posix-2.8.4.6-11
Bi xx xX OK posix-case-0
Ei xx xX OK posix-case-0
Bi xX xx OK posix-case-1
Ei xX xx OK posix-case-1
Bi x x x X OK posix-case-2
Ei x x x X OK posix-case-2
Bi x X x x OK posix-case-3
Ei x X x x OK posix-case-3
Bi x X x y x NOMATCH posix-case-4
Ei x X x y x NOMATCH posix-case-4
B ^*x *x OK posix-nosub-0
B \(*x\) *x OK posix-nosub-1
B *x *x OK posix-nosub-3
B a\{2,5\} a NOMATCH posix-nosub-4
E a{2,5} a NOMATCH posix-nosub-5
B a\{2,5\} aa OK posix-nosub-6
E a{2,5} aa OK posix-nosub-7
B a\{2,5\} aaa OK posix-nosub-8
E a{2,5} aaa OK posix-nosub-9
B a\{2,5\} aaaa OK posix-nosub-10
E a{2,5} aaaa OK posix-nosub-11
B a\{2,5\} aaaaa OK posix-nosub-12
E a{2,5} aaaaa OK posix-nosub-13
B a\{2,5\} aaaaaa OK posix-nosub-14
E a{2,5} aaaaaa OK posix-nosub-15
E (abcd){10,11} abcd NOMATCH posix-nosub-16
E back-tracking oriented stream-of-solution functions in the spec, and the back-tracking oriented stream-of-solution functions OK posix-nosub-17
Bb ^abc abcdef NOMATCH posix-not_ol-0
Eb ^abc abcdef NOMATCH posix-not_ol-0
Bb$ ^abc xyz\nabcdef NOMATCH posix-not_ol-1
Eb$ ^abc xyz\nabcdef NOMATCH posix-not_ol-1
Bb ^abc xyzabcdef NOMATCH posix-not_ol-2
Eb ^abc xyzabcdef NOMATCH posix-not_ol-2
Bb$ ^abc \nabcdef NOMATCH posix-not_ol-3
Eb$ ^abc \nabcdef NOMATCH posix-not_ol-3
Be abc$ defabc NOMATCH posix-not_ol-4
Ee abc$ defabc NOMATCH posix-not_ol-4
Be$ abc$ defabc\nghi NOMATCH posix-not_ol-5
Ee$ abc$ defabc\nghi NOMATCH posix-not_ol-5
Be$ abc$ defabc\n NOMATCH posix-not_ol-6
Ee$ abc$ defabc\n NOMATCH posix-not_ol-6
Be ^abc$ abc NOMATCH posix-not_ol-7
Ee ^abc$ abc NOMATCH posix-not_ol-7
Bb ^abc$ abc NOMATCH posix-not_ol-8
Eb ^abc$ abc NOMATCH posix-not_ol-8
Bbe ^abc$ abc NOMATCH posix-not_ol-9
Ebe ^abc$ abc NOMATCH posix-not_ol-9
Bb$ ^abc$ \nabc\n NOMATCH posix-not_ol-10
Eb$ ^abc$ \nabc\n NOMATCH posix-not_ol-10
Be$ ^abc$ \nabc\n NOMATCH posix-not_ol-11
Ee$ ^abc$ \nabc\n NOMATCH posix-not_ol-11
Bbe$ ^abc$ \nabc\n NOMATCH posix-not_ol-12
Ebe$ ^abc$ \nabc\n NOMATCH posix-not_ol-12
Eb ^a(b)*c abcdef NOMATCH posix-complex-not_ol-0
Eb$ ^a(b)*c xyz\nabcdef NOMATCH posix-complex-not_ol-1
Eb ^a(b)*c xyzabcdef NOMATCH posix-complex-not_ol-2
Eb$ ^a(b)*c \nabcdef NOMATCH posix-complex-not_ol-3
Ee a(b)*c$ defabc NOMATCH posix-complex-not_ol-4
Ee$ a(b)*c$ defabc\nghi NOMATCH posix-complex-not_ol-5
Ee$ a(b)*c$ defabc\n NOMATCH posix-complex-not_ol-6
Ee ^a(b)*c$ abc NOMATCH posix-complex-not_ol-7
Eb ^a(b)*c$ abc NOMATCH posix-complex-not_ol-8
Ebe ^a(b)*c$ abc NOMATCH posix-complex-not_ol-9
Eb$ ^a(b)*c$ \nabc\n NOMATCH posix-complex-not_ol-10
Ee$ ^a(b)*c$ \na(b)*c\n NOMATCH posix-complex-not_ol-11
Ebe$ ^a(b)*c$ \nabc\n NOMATCH posix-complex-not_ol-12
B$ . \n OK posix-newline-0
E$ . \n OK posix-newline-0
Bn$ . \n NOMATCH posix-newline-1
En$ . \n NOMATCH posix-newline-1
Bn$ ^abc xyz\nabcdef\nxyz (4,7) posix-newline-2
En$ ^abc xyz\nabcdef\nxyz (4,7) posix-newline-2
Bn$ ^abc xyz\nxabcdef\nxyz NOMATCH posix-newline-3
En$ ^abc xyz\nxabcdef\nxyz NOMATCH posix-newline-3
Bn$ z$\nabc xyz\nabcdef\nxyz NOMATCH posix-newline-4
En$ z$\nabc xyz\nabcdef\nxyz (2,7) posix-newline-5
Bnb$ ^abc abc\nabcdef\nxyz (4,7) posix-newline-6
Enb$ ^abc abc\nabcdef\nxyz (4,7) posix-newline-6
Bn$ def$ xyz\nabcdef\nxyz (7,10) posix-newline-7
En$ def$ xyz\nabcdef\nxyz (7,10) posix-newline-7
Bn$ def$ xyz\nxabcdefx\nxyz NOMATCH posix-newline-8
En$ def$ xyz\nxabcdefx\nxyz NOMATCH posix-newline-8
Bn$ def$\nx xyz\nabcdef\nxyz NOMATCH posix-newline-9
En$ def$\nx xyz\nabcdef\nxyz (7,12) posix-newline-10
En$ ^a(b)*c xyz\nabcdef\nxyz (4,7)(5,6) posix-complex-newline-2
En$ ^a(b)*c xyz\nxabcdef\nxyz NOMATCH posix-complex-newline-3
Bn$ z$\na(b)*c xyz\nabcdef\nxyz NOMATCH posix-complex-newline-4
En$ z$\na(b)*c xyz\nabcdef\nxyz (2,7)(5,6) posix-complex-newline-5
Enb$ ^a(b)*c abc\nabcdef\nxyz (4,7)(5,6) posix-complex-newline-6
En$ d(e)f$ xyz\nabcdef\nxyz (7,10)(8,9) posix-complex-newline-7
En$ d(e)f$ xyz\nxabcdefx\nxyz NOMATCH posix-complex-newline-8
Bn$ d(e)f$\nx xyz\nabcdef\nxyz NOMATCH posix-complex-newline-9
En$ d(e)f$\nx xyz\nabcdef\nxyz (7,12)(8,9) posix-complex-newline-10
B ^*x *x (0,2) posix-check-0
B \(*x\) *x (0,2)(0,2) posix-check-1
B *x *x (0,2) posix-check-2
B a\{2,5\} a NOMATCH posix-check-3
B a\{2,5\} aa OK posix-check-4
B a\{2,5\} aaa OK posix-check-5
B a\{2,5\} aaaa OK posix-check-6
B a\{2,5\} aaaaa OK posix-check-7
B a\{2,5\} aaaaaa (0,5) posix-check-8
E (abcd){10,11} abcd NOMATCH posix-check-9
E (abcd){9223372036854775808} NULL BADBR posix-check-10
E back-tracking oriented stream-of-solution functions in the spec, and the back-tracking oriented stream-of-solution functions OK posix-check-11
B \(\([-[:alnum:]]*\)\([-[:alnum:]][-[:alnum:]][-[:alnum:]]*\)\)--.*--\(\3\) abcq--xyz--cq--abcq--xyz--foo--aqbc--xyz--sdlfj--abcq--sdlfq (0,53)(0,19)(0,15)(15,19)(49,53) posix-check-13