PATH=C:\PlatSDK\Bin\Win64\x86\AMD64;C:\PlatSDK\Bin;C:\PlatSDK\Bin\WinNT;C:\Perl64\site\bin;C:\Perl64\bin;C:\cygwin\bin;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WindowsPowerShell\v1.0;C:\Program Files (x86)\Perforce;C:\mysql\bin Start 2011-08-03T05:29:45 ActivePerl-1003 CPAN-1.9402 LIB=C:\PlatSDK\Lib\AMD64;C:\PlatSDK\Lib\AMD64\atlmfc INCLUDE=C:\PlatSDK\Include;C:\PlatSDK\Include\crt;C:\PlatSDK\Include\crt\sys;C:\PlatSDK\Include\mfc;C:\PlatSDK\Include\atl PATH=C:/cpanfly/var/libs/bin;C:\PlatSDK\Bin\Win64\x86\AMD64;C:\PlatSDK\Bin;C:\PlatSDK\Bin\WinNT;C:\Perl64\site\bin;C:\Perl64\bin;C:\cygwin\bin;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WINDOW~1\v1.0;C:\PROGRA~2\Perforce;C:\mysql\bin Going to read 'C:\cpanfly\var\cpan\Metadata' Database was generated on Tue, 02 Aug 2011 18:27:22 GMT Running make for B/BI/BINGOS/AAAA-Crypt-DH-0.04.tar.gz Fetching with LWP: http://cpan.nas.activestate.com/authors/id/B/BI/BINGOS/AAAA-Crypt-DH-0.04.tar.gz Checksum for C:\cpanfly\var\cpan\sources\authors\id\B\BI\BINGOS\AAAA-Crypt-DH-0.04.tar.gz ok Will not use Archive::Tar, need 1.00 AAAA-Crypt-DH-0.04 AAAA-Crypt-DH-0.04/inc AAAA-Crypt-DH-0.04/inc/Module AAAA-Crypt-DH-0.04/inc/Module/Install.pm AAAA-Crypt-DH-0.04/inc/Module/Install AAAA-Crypt-DH-0.04/inc/Module/Install/GithubMeta.pm AAAA-Crypt-DH-0.04/inc/Module/Install/Fetch.pm AAAA-Crypt-DH-0.04/inc/Module/Install/ReadmeFromPod.pm AAAA-Crypt-DH-0.04/inc/Module/Install/Makefile.pm AAAA-Crypt-DH-0.04/inc/Module/Install/Base.pm AAAA-Crypt-DH-0.04/inc/Module/Install/Metadata.pm AAAA-Crypt-DH-0.04/inc/Module/Install/CheckLib.pm AAAA-Crypt-DH-0.04/inc/Module/Install/Can.pm AAAA-Crypt-DH-0.04/inc/Module/Install/WriteAll.pm AAAA-Crypt-DH-0.04/inc/Module/Install/Win32.pm AAAA-Crypt-DH-0.04/inc/Module/Install/AutoLicense.pm AAAA-Crypt-DH-0.04/inc/Devel AAAA-Crypt-DH-0.04/inc/Devel/CheckLib.pm AAAA-Crypt-DH-0.04/Changes AAAA-Crypt-DH-0.04/MANIFEST AAAA-Crypt-DH-0.04/t AAAA-Crypt-DH-0.04/t/99_pod.t AAAA-Crypt-DH-0.04/t/99_pod_coverage.t AAAA-Crypt-DH-0.04/t/00_compile.t AAAA-Crypt-DH-0.04/lib AAAA-Crypt-DH-0.04/lib/AAAA AAAA-Crypt-DH-0.04/lib/AAAA/Crypt AAAA-Crypt-DH-0.04/lib/AAAA/Crypt/DH.pm AAAA-Crypt-DH-0.04/META.yml AAAA-Crypt-DH-0.04/README AAAA-Crypt-DH-0.04/LICENSE AAAA-Crypt-DH-0.04/Makefile.PL CPAN.pm: Going to build B/BI/BINGOS/AAAA-Crypt-DH-0.04.tar.gz >>> C:\Perl64\bin\perl.exe Makefile.PL Warning: prerequisite Math::BigInt::Pari 1.13 not found. Checking if your kit is complete... Looks good Writing Makefile for AAAA::Crypt::DH ---- Unsatisfied dependencies detected during ---- ---- BINGOS/AAAA-Crypt-DH-0.04.tar.gz ---- Math::BigInt::Pari [requires] Running make test Delayed until after prerequisites Running test for module 'Math::BigInt::Pari' Running make for P/PJ/PJACKLAM/Math-BigInt-Pari-1.16.tar.gz Checksum for C:\cpanfly\var\cpan\sources\authors\id\P\PJ\PJACKLAM\Math-BigInt-Pari-1.16.tar.gz ok Will not use Archive::Tar, need 1.00 Math-BigInt-Pari-1.16/ Math-BigInt-Pari-1.16/CHANGES Math-BigInt-Pari-1.16/inc/ Math-BigInt-Pari-1.16/inc/Module/ Math-BigInt-Pari-1.16/inc/Module/Install/ Math-BigInt-Pari-1.16/inc/Module/Install/Base.pm Math-BigInt-Pari-1.16/inc/Module/Install/Can.pm Math-BigInt-Pari-1.16/inc/Module/Install/Fetch.pm Math-BigInt-Pari-1.16/inc/Module/Install/Makefile.pm Math-BigInt-Pari-1.16/inc/Module/Install/Metadata.pm Math-BigInt-Pari-1.16/inc/Module/Install/Win32.pm Math-BigInt-Pari-1.16/inc/Module/Install/WriteAll.pm Math-BigInt-Pari-1.16/inc/Module/Install.pm Math-BigInt-Pari-1.16/lib/ Math-BigInt-Pari-1.16/lib/Math/ Math-BigInt-Pari-1.16/lib/Math/BigInt/ Math-BigInt-Pari-1.16/lib/Math/BigInt/Pari.pm Math-BigInt-Pari-1.16/LICENSE Math-BigInt-Pari-1.16/Makefile.PL Math-BigInt-Pari-1.16/MANIFEST Math-BigInt-Pari-1.16/MANIFEST.SKIP Math-BigInt-Pari-1.16/META.yml Math-BigInt-Pari-1.16/README Math-BigInt-Pari-1.16/SIGNATURE Math-BigInt-Pari-1.16/t/ Math-BigInt-Pari-1.16/t/00sig.t Math-BigInt-Pari-1.16/t/01load.t Math-BigInt-Pari-1.16/t/02pod.t Math-BigInt-Pari-1.16/t/03podcov.t Math-BigInt-Pari-1.16/t/bigfltpm.inc Math-BigInt-Pari-1.16/t/bigfltpm.t Math-BigInt-Pari-1.16/t/bigintpari.t Math-BigInt-Pari-1.16/t/bigintpm.inc Math-BigInt-Pari-1.16/t/bigintpm.t Math-BigInt-Pari-1.16/t/biglog.t Math-BigInt-Pari-1.16/t/bigroot.t Math-BigInt-Pari-1.16/t/pod.t Math-BigInt-Pari-1.16/t/pod_cov.t CPAN.pm: Going to build P/PJ/PJACKLAM/Math-BigInt-Pari-1.16.tar.gz >>> C:\Perl64\bin\perl.exe Makefile.PL Cannot determine perl version info from lib/Math/BigInt/Pari.pm Warning: prerequisite Math::BigInt 1.993 not found. We have 1.89. Warning: prerequisite Math::Pari 2.010709 not found. Checking if your kit is complete... Looks good Writing Makefile for Math::BigInt::Pari ---- Unsatisfied dependencies detected during ---- ---- PJACKLAM/Math-BigInt-Pari-1.16.tar.gz ---- Math::Pari [requires] Math::BigInt [requires] Running make test Delayed until after prerequisites Running test for module 'Math::Pari' ______________________ D i s t r o P r e f s ______________________ Math-Pari.yml[0] Running make for I/IL/ILYAZ/modules/Math-Pari-2.01080605.tar.gz Checksum for C:\cpanfly\var\cpan\sources\authors\id\I\IL\ILYAZ\modules\Math-Pari-2.01080605.tar.gz ok Will not use Archive::Tar, need 1.00 Math-Pari-2.01080605/ Math-Pari-2.01080605/Changes Math-Pari-2.01080605/func_codes.h Math-Pari-2.01080605/INSTALL Math-Pari-2.01080605/libPARI/ Math-Pari-2.01080605/libPARI/codes_2014 Math-Pari-2.01080605/libPARI/expected_codes Math-Pari-2.01080605/libPARI/extract_codes.pl Math-Pari-2.01080605/libPARI/gphelp Math-Pari-2.01080605/libPARI/Makefile.PL Math-Pari-2.01080605/Makefile.PL Math-Pari-2.01080605/MANIFEST Math-Pari-2.01080605/META.yml Math-Pari-2.01080605/Pari.pm Math-Pari-2.01080605/Pari.xs Math-Pari-2.01080605/PariInit.pm Math-Pari-2.01080605/patches/ Math-Pari-2.01080605/patches/diff_2.1.2_gccism Math-Pari-2.01080605/patches/diff_2.1.3_interface Math-Pari-2.01080605/patches/diff_2.1.4_interface Math-Pari-2.01080605/patches/diff_2.1.6_align_power_of_2 Math-Pari-2.01080605/patches/diff_2.1.6_no-common Math-Pari-2.01080605/patches/diff_2.1.6_ploth64 Math-Pari-2.01080605/patches/diff_2.1.7_-O Math-Pari-2.01080605/patches/diff_2.1.7_div Math-Pari-2.01080605/patches/diff_2.1.7_mingw-w64 Math-Pari-2.01080605/patches/diff_2.1.7_restart Math-Pari-2.01080605/patches/diff_2.2.2_interface Math-Pari-2.01080605/patches/diff_2.3.5_mingw-w64 Math-Pari-2.01080605/patches/diff_pari-2.1.3-ix86-divl Math-Pari-2.01080605/patches/patch-pari-unnormalized-float Math-Pari-2.01080605/README Math-Pari-2.01080605/t/ Math-Pari-2.01080605/t/000_load-problem.t Math-Pari-2.01080605/t/00_Pari.t Math-Pari-2.01080605/t/PlotRect.t Math-Pari-2.01080605/t/zz_leak.t Math-Pari-2.01080605/test_eng/ Math-Pari-2.01080605/test_eng/ex.t Math-Pari-2.01080605/test_eng/Testout.pm Math-Pari-2.01080605/TODO Math-Pari-2.01080605/typemap Math-Pari-2.01080605/utils/ Math-Pari-2.01080605/utils/chap3_to_pod Math-Pari-2.01080605/utils/comp_funcs.pl Math-Pari-2.01080605/utils/foncpari.pl Math-Pari-2.01080605/utils/inc.h Math-Pari-2.01080605/utils/inc_h.diff Math-Pari-2.01080605/utils/Math/ Math-Pari-2.01080605/utils/Math/PariBuild.pm Math-Pari-2.01080605/utils/notes Math-Pari-2.01080605/utils/paridoc_to_pod Math-Pari-2.01080605/utils/README Going to apply 2 patches: C:\cpanfly\etc\distroprefs\Math-Pari.patch1 C:\cygwin\bin\patch.exe -N --fuzz=3 -p1 < [ ($^O =~ /darwin/i ? 'patches/diff_2.1.6_no-common' : ()), 'patches/patch-pari-unnormalized-float', + 'patches/diff_2.1.7_windows-sdk', 'patches/diff_2.1.7_-O', 'patches/diff_2.1.7_restart'], ); --- nul 1969-12-31 16:00:00.000000000 -0800 +++ Math-Pari-2.010801/patches/diff_2.1.7_windows-sdk 2009-07-24 14:11:51.215625000 -0700 @@ -0,0 +1,11 @@ +--- pari-2.1.7/src/headers/paricast.h.orig 2000-11-03 14:00:24.000000000 -0700 ++++ pari-2.1.7/src/headers/paricast.h 2009-07-24 14:10:35.012500000 -0700 +@@ -189,7 +189,7 @@ + #define lpowgs (long)gpowgs + #define lprec (long)gprec + #define lprimpart (long)primpart +-#define lpsi (long)gpsi ++/* #define lpsi (long)gpsi */ + #define lpui (long)gpui + #define lpuigs (long)gpuigs + #define lpuissmodulo (long)puissmodulo EOT (Stripping trailing CRs from patch.) patching file utils/Math/PariBuild.pm Hunk #1 succeeded at 487 with fuzz 2 (offset 89 lines). missing header for unified diff at line 13 of patch (Stripping trailing CRs from patch.) patching file patches/diff_2.1.7_windows-sdk CPAN.pm: Going to build I/IL/ILYAZ/modules/Math-Pari-2.01080605.tar.gz >>> C:\Perl64\bin\perl.exe Makefile.PL Global symbol "$cmd" requires explicit package name at utils/Math/PariBuild.pm line 428. Global symbol "$cmd" requires explicit package name at utils/Math/PariBuild.pm line 429. Compilation failed in require at Makefile.PL line 6. BEGIN failed--compilation aborted at Makefile.PL line 6. Warning: No success on command[C:\Perl64\bin\perl.exe Makefile.PL] ILYAZ/modules/Math-Pari-2.01080605.tar.gz C:\Perl64\bin\perl.exe Makefile.PL -- NOT OK Running make test Make had some problems, won't test Running test for module 'Math::BigInt' Running make for P/PJ/PJACKLAM/Math-BigInt-1.993.tar.gz Checksum for C:\cpanfly\var\cpan\sources\authors\id\P\PJ\PJACKLAM\Math-BigInt-1.993.tar.gz ok Will not use Archive::Tar, need 1.00 Math-BigInt-1.993/ Math-BigInt-1.993/BENCHMARK Math-BigInt-1.993/BUGS Math-BigInt-1.993/CHANGES Math-BigInt-1.993/CREDITS Math-BigInt-1.993/examples/ Math-BigInt-1.993/examples/1000.txt Math-BigInt-1.993/examples/bigprimes.pl Math-BigInt-1.993/examples/hailstone.pl Math-BigInt-1.993/examples/prime.pl Math-BigInt-1.993/GOALS Math-BigInt-1.993/HISTORY Math-BigInt-1.993/inc/ Math-BigInt-1.993/inc/Module/ Math-BigInt-1.993/inc/Module/Install/ Math-BigInt-1.993/inc/Module/Install/Base.pm Math-BigInt-1.993/inc/Module/Install/Can.pm Math-BigInt-1.993/inc/Module/Install/Fetch.pm Math-BigInt-1.993/inc/Module/Install/Makefile.pm Math-BigInt-1.993/inc/Module/Install/Metadata.pm Math-BigInt-1.993/inc/Module/Install/Win32.pm Math-BigInt-1.993/inc/Module/Install/WriteAll.pm Math-BigInt-1.993/inc/Module/Install.pm Math-BigInt-1.993/INSTALL Math-BigInt-1.993/lib/ Math-BigInt-1.993/lib/Math/ Math-BigInt-1.993/lib/Math/BigFloat.pm Math-BigInt-1.993/lib/Math/BigInt/ Math-BigInt-1.993/lib/Math/BigInt/Calc.pm Math-BigInt-1.993/lib/Math/BigInt/CalcEmu.pm Math-BigInt-1.993/lib/Math/BigInt.pm Math-BigInt-1.993/LICENSE Math-BigInt-1.993/Makefile.PL Math-BigInt-1.993/MANIFEST Math-BigInt-1.993/MANIFEST.SKIP Math-BigInt-1.993/META.yml Math-BigInt-1.993/NEW Math-BigInt-1.993/README Math-BigInt-1.993/SIGNATURE Math-BigInt-1.993/t/ Math-BigInt-1.993/t/00sig.t Math-BigInt-1.993/t/01load.t Math-BigInt-1.993/t/02pod.t Math-BigInt-1.993/t/03podcov.t Math-BigInt-1.993/t/alias.inc Math-BigInt-1.993/t/bare_mbf.t Math-BigInt-1.993/t/bare_mbi.t Math-BigInt-1.993/t/bare_mif.t Math-BigInt-1.993/t/bigfltpm.inc Math-BigInt-1.993/t/bigfltpm.t Math-BigInt-1.993/t/bigintc.t Math-BigInt-1.993/t/bigintpm.inc Math-BigInt-1.993/t/bigintpm.t Math-BigInt-1.993/t/bigints.t Math-BigInt-1.993/t/biglog.t Math-BigInt-1.993/t/bigroot.t Math-BigInt-1.993/t/big_pi_e.t Math-BigInt-1.993/t/calling.t Math-BigInt-1.993/t/config.t Math-BigInt-1.993/t/constant.t Math-BigInt-1.993/t/const_mbf.t Math-BigInt-1.993/t/downgrade.t Math-BigInt-1.993/t/inf_nan.t Math-BigInt-1.993/t/isa.t Math-BigInt-1.993/t/lib_load.t Math-BigInt-1.993/t/Math/ Math-BigInt-1.993/t/Math/BigFloat/ Math-BigInt-1.993/t/Math/BigFloat/Subclass.pm Math-BigInt-1.993/t/Math/BigInt/ Math-BigInt-1.993/t/Math/BigInt/BareCalc.pm Math-BigInt-1.993/t/Math/BigInt/Scalar.pm Math-BigInt-1.993/t/Math/BigInt/Subclass.pm Math-BigInt-1.993/t/mbf_ali.t Math-BigInt-1.993/t/mbimbf.inc Math-BigInt-1.993/t/mbimbf.t Math-BigInt-1.993/t/mbi_ali.t Math-BigInt-1.993/t/mbi_rand.t Math-BigInt-1.993/t/nan_cmp.t Math-BigInt-1.993/t/new_overloaded.t Math-BigInt-1.993/t/require.t Math-BigInt-1.993/t/req_mbf0.t Math-BigInt-1.993/t/req_mbf1.t Math-BigInt-1.993/t/req_mbfa.t Math-BigInt-1.993/t/req_mbfi.t Math-BigInt-1.993/t/req_mbfn.t Math-BigInt-1.993/t/req_mbfw.t Math-BigInt-1.993/t/round.t Math-BigInt-1.993/t/sub_ali.t Math-BigInt-1.993/t/sub_mbf.t Math-BigInt-1.993/t/sub_mbi.t Math-BigInt-1.993/t/sub_mif.t Math-BigInt-1.993/t/trap.t Math-BigInt-1.993/t/upgrade.inc Math-BigInt-1.993/t/upgrade.t Math-BigInt-1.993/t/upgrade2.t Math-BigInt-1.993/t/upgradef.t Math-BigInt-1.993/t/use.t Math-BigInt-1.993/t/use_lib1.t Math-BigInt-1.993/t/use_lib2.t Math-BigInt-1.993/t/use_lib3.t Math-BigInt-1.993/t/use_lib4.t Math-BigInt-1.993/t/use_mbfw.t Math-BigInt-1.993/t/with_sub.t Math-BigInt-1.993/t/_e_math.t Math-BigInt-1.993/TODO CPAN.pm: Going to build P/PJ/PJACKLAM/Math-BigInt-1.993.tar.gz >>> C:\Perl64\bin\perl.exe Makefile.PL ********************************************************************** Attention: After installing this package, you should also update: Math::BigInt::FastCalc to at least v0.25 (you have v0.19) Math::BigRat to at least v0.2602 (you have v0.24) Checking if your kit is complete... Looks good Writing Makefile for Math::BigInt >>> nmake Microsoft (R) Program Maintenance Utility Version 7.00.8882 Copyright (C) Microsoft Corp 1988-2000. All rights reserved. cp lib/Math/BigInt.pm blib\lib\Math\BigInt.pm cp lib/Math/BigInt/CalcEmu.pm blib\lib\Math\BigInt\CalcEmu.pm cp lib/Math/BigFloat.pm blib\lib\Math\BigFloat.pm cp lib/Math/BigInt/Calc.pm blib\lib\Math\BigInt\Calc.pm PJACKLAM/Math-BigInt-1.993.tar.gz nmake -- OK Running make test >>> nmake test TEST_VERBOSE=1 Microsoft (R) Program Maintenance Utility Version 7.00.8882 Copyright (C) Microsoft Corp 1988-2000. All rights reserved. C:\Perl64\bin\perl.exe "-MExtUtils::Command::MM" "-e" "test_harness(1, 'inc', 'blib\lib', 'blib\arch')" t/*.t t/00sig.t ........... skipped: Set the environment variable TEST_SIGNATURE to enable this test. # Testing Math::BigInt 1.993 # ==> Perl 5.010000, C:\Perl64\bin\perl.exe t/01load.t .......... 1..2 ok 1 - use Math::BigInt; ok 2 - use Math::BigFloat; ok t/02pod.t ........... 1..4 ok 1 - POD test for blib\lib\Math\BigFloat.pm ok 2 - POD test for blib\lib\Math\BigInt.pm ok 3 - POD test for blib\lib\Math\BigInt\Calc.pm ok 4 - POD test for blib\lib\Math\BigInt\CalcEmu.pm ok t/03podcov.t ........ 1..2 ok 1 - All our Math::BigInts are covered ok 2 - All our Math::BigFloats are covered ok t/_e_math.t ......... 1..26 ok 1 - add two positive numbers ok 2 - a modified ok 3 - param0 modified ok 4 - add two positive numbers ok 5 - param0 modified ok 6 - add +x + -y ok 7 - param0 modified ok 8 - add -x + +y ok 9 - param0 modified ok 10 - add -x + +y ok 11 - param0 modified ok 12 - add +x + -y ok 13 - param0 modified ok 14 - add 10 + -1 ok 15 - param0 modified ok 16 - add -10 + +1 ok 17 - param0 modified ok 18 - add -1 + 10 ok 19 - param0 modified ok 20 - add 1 + -10 ok 21 - sub two positive numbers ok 22 - a modified ok 23 - param0 modified ok 24 - sub +x + -y ok 25 - param0 modified ok 26 - sub -x + +y ok t/bare_mbf.t ........ 1..2322 # BareCalc using Calc v1.993 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 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ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 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ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 672 ok 673 ok 674 ok 675 ok 676 ok 677 ok 678 ok 679 ok 680 ok 681 ok 682 ok 683 ok 684 ok 685 ok 686 ok 687 ok 688 ok 689 ok 690 ok 691 ok 692 ok 693 ok 694 ok 695 ok 696 ok 697 ok 698 ok 699 ok 700 ok 701 ok 702 ok 703 ok 704 ok 705 ok 706 ok 707 ok 708 ok 709 ok 710 ok 711 ok 712 ok 713 ok 714 ok 715 ok 716 ok 717 ok 718 ok 719 ok 720 ok 721 ok 722 ok 723 ok 724 ok 725 ok 726 ok 727 ok 728 ok 729 ok 730 ok 731 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ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 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ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 672 ok 673 ok 674 ok 675 ok 676 ok 677 ok 678 ok 679 ok 680 ok 681 ok 682 ok 683 ok 684 ok 685 ok t/big_pi_e.t ........ 1..8 ok 1 - A not set ok 2 - P not set ok 3 - A not set ok 4 - P not set ok 5 - A set ok 6 - P not set ok 7 - A not set ok 8 - P not set ok t/bigfltpm.t ........ 1..2327 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 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1908 ok 1909 ok 1910 ok 1911 ok 1912 ok 1913 ok 1914 ok 1915 ok 1916 ok 1917 ok 1918 ok 1919 ok 1920 ok 1921 ok 1922 ok 1923 ok 1924 ok 1925 ok 1926 ok 1927 ok 1928 ok 1929 ok 1930 ok 1931 ok 1932 ok 1933 ok 1934 ok 1935 ok 1936 ok 1937 ok 1938 ok 1939 ok 1940 ok 1941 ok 1942 ok 1943 ok 1944 ok 1945 ok 1946 ok 1947 ok 1948 ok 1949 ok 1950 ok 1951 ok 1952 ok 1953 ok 1954 ok 1955 ok 1956 ok 1957 ok 1958 ok 1959 ok 1960 ok 1961 ok 1962 ok 1963 ok 1964 ok 1965 ok 1966 ok 1967 ok 1968 ok 1969 ok 1970 ok 1971 ok 1972 ok 1973 ok 1974 ok 1975 ok 1976 ok 1977 ok 1978 ok 1979 ok 1980 ok 1981 ok 1982 ok 1983 ok 1984 ok 1985 ok 1986 ok 1987 ok 1988 ok 1989 ok 1990 ok 1991 ok 1992 ok 1993 ok 1994 ok 1995 ok 1996 ok 1997 ok 1998 ok 1999 ok 2000 ok 2001 ok 2002 ok 2003 ok 2004 ok 2005 ok 2006 ok 2007 ok 2008 ok 2009 ok 2010 ok 2011 ok 2012 ok 2013 ok 2014 ok 2015 ok 2016 ok 2017 ok 2018 ok 2019 ok 2020 ok 2021 ok 2022 ok 2023 ok 2024 ok 2025 ok 2026 ok 2027 ok 2028 ok 2029 ok 2030 ok 2031 ok 2032 ok 2033 ok 2034 ok 2035 ok 2036 ok 2037 ok 2038 ok 2039 ok 2040 ok 2041 ok 2042 ok 2043 ok 2044 ok 2045 ok 2046 ok 2047 ok 2048 ok 2049 ok 2050 ok 2051 ok 2052 ok 2053 ok 2054 ok 2055 ok 2056 ok 2057 ok 2058 ok 2059 ok 2060 ok 2061 ok 2062 ok 2063 ok 2064 ok 2065 ok 2066 ok 2067 ok 2068 ok 2069 ok 2070 ok 2071 ok 2072 ok 2073 ok 2074 ok 2075 ok 2076 ok 2077 ok 2078 ok 2079 ok 2080 ok 2081 ok 2082 ok 2083 ok 2084 ok 2085 ok 2086 ok 2087 ok 2088 ok 2089 ok 2090 ok 2091 ok 2092 ok 2093 ok 2094 ok 2095 ok 2096 ok 2097 ok 2098 ok 2099 ok 2100 ok 2101 ok 2102 ok 2103 ok 2104 ok 2105 ok 2106 ok 2107 ok 2108 ok 2109 ok 2110 ok 2111 ok 2112 ok 2113 ok 2114 ok 2115 ok 2116 ok 2117 ok 2118 ok 2119 ok 2120 ok 2121 ok 2122 ok 2123 ok 2124 ok 2125 ok 2126 ok 2127 ok 2128 ok 2129 ok 2130 ok 2131 ok 2132 ok 2133 ok 2134 ok 2135 ok 2136 ok 2137 ok 2138 ok 2139 ok 2140 ok 2141 ok 2142 ok 2143 ok 2144 ok 2145 ok 2146 ok 2147 ok 2148 ok 2149 ok 2150 ok 2151 ok 2152 ok 2153 ok 2154 ok 2155 ok 2156 ok 2157 ok 2158 ok 2159 ok 2160 ok 2161 ok 2162 ok 2163 ok 2164 ok 2165 ok 2166 ok 2167 ok 2168 ok 2169 ok 2170 ok 2171 ok 2172 ok 2173 ok 2174 ok 2175 ok 2176 ok 2177 ok 2178 ok 2179 ok 2180 ok 2181 ok 2182 ok 2183 ok 2184 ok 2185 ok 2186 ok 2187 ok 2188 ok 2189 ok 2190 ok 2191 ok 2192 ok 2193 ok 2194 ok 2195 ok 2196 ok 2197 ok 2198 ok 2199 ok 2200 ok 2201 ok 2202 ok 2203 ok 2204 ok 2205 ok 2206 ok 2207 ok 2208 ok 2209 ok 2210 ok 2211 ok 2212 ok 2213 ok 2214 ok 2215 ok 2216 ok 2217 ok 2218 ok 2219 ok 2220 ok 2221 ok 2222 ok 2223 ok 2224 ok 2225 ok 2226 ok 2227 ok 2228 ok 2229 ok 2230 ok 2231 ok 2232 ok 2233 ok 2234 ok 2235 ok 2236 ok 2237 ok 2238 ok 2239 ok 2240 ok 2241 ok 2242 ok 2243 ok 2244 ok 2245 ok 2246 ok 2247 ok 2248 ok 2249 ok 2250 ok 2251 ok 2252 ok 2253 ok 2254 ok 2255 ok 2256 ok 2257 ok 2258 ok 2259 ok 2260 ok 2261 ok 2262 ok 2263 ok 2264 ok 2265 ok 2266 ok 2267 ok 2268 ok 2269 ok 2270 ok 2271 ok 2272 ok 2273 ok 2274 ok 2275 ok 2276 ok 2277 ok 2278 ok 2279 ok 2280 ok 2281 ok 2282 ok 2283 ok 2284 ok 2285 ok 2286 ok 2287 ok 2288 ok 2289 ok 2290 ok 2291 ok 2292 ok 2293 ok 2294 ok 2295 ok 2296 ok 2297 ok 2298 ok 2299 ok 2300 ok 2301 ok 2302 ok 2303 ok 2304 ok 2305 ok 2306 ok 2307 ok 2308 ok 2309 ok 2310 ok 2311 ok 2312 ok 2313 ok 2314 ok 2315 ok 2316 ok 2317 - no warnings and zero result ok 2318 - no warnings and one as result ok 2319 ok 2320 ok 2321 ok 2322 ok 2323 ok 2324 ok 2325 ok 2326 ok 2327 ok t/bigintc.t ......... 1..379 # BASE_LEN = 9 # MAX_VAL = 999999999 # AND_BITS = 29 # XOR_BITS = 29 # IOR_BITS = 29 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 ok 225 ok 226 ok 227 # _root( 99, 99) ok 228 ok 229 ok 230 # _root( 999, 999) ok 231 ok 232 ok 233 # _root( 9999, 9999) ok 234 ok 235 ok 236 # _root( 99999, 99999) ok 237 ok 238 ok 239 # _root( 999999, 999999) ok 240 ok 241 ok 242 # _root( 9999999, 9999999) ok 243 ok 244 ok 245 # _root( 99999999, 99999999) ok 246 ok 247 ok 248 # _root( 999999999, 999999999) ok 249 ok 250 ok 251 ok 252 ok 253 ok 254 ok 255 ok 256 ok 257 ok 258 ok 259 ok 260 ok 261 ok 262 ok 263 ok 264 ok 265 ok 266 ok 267 ok 268 ok 269 ok 270 ok 271 ok 272 ok 273 ok 274 ok 275 ok 276 ok 277 ok 278 ok 279 ok 280 ok 281 ok 282 ok 283 ok 284 ok 285 ok 286 ok 287 ok 288 ok 289 ok 290 ok 291 ok 292 ok 293 ok 294 ok 295 ok 296 ok 297 ok 298 ok 299 ok 300 ok 301 ok 302 ok 303 ok 304 ok 305 ok 306 ok 307 ok 308 ok 309 ok 310 ok 311 ok 312 ok 313 ok 314 ok 315 ok 316 ok 317 ok 318 ok 319 ok 320 ok 321 ok 322 ok 323 ok 324 ok 325 ok 326 ok 327 ok 328 ok 329 ok 330 ok 331 ok 332 ok 333 ok 334 ok 335 ok 336 ok 337 ok 338 ok 339 ok 340 ok 341 ok 342 ok 343 ok 344 ok 345 ok 346 ok 347 ok 348 ok 349 ok 350 ok 351 ok 352 ok 353 ok 354 ok 355 ok 356 ok 357 ok 358 ok 359 ok 360 ok 361 ok 362 ok 363 ok 364 ok 365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok t/bigintpm.t ........ 1..3625 ok 1 - from_hex() works ok 2 - from_hex() works with long numbers ok 3 - from_bin() works ok 4 - from_bin() works with big numbers ok 5 - from_oct() works ok 6 - from_oct() works with big numbers ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 ok 225 ok 226 ok 227 ok 228 ok 229 ok 230 ok 231 ok 232 ok 233 ok 234 ok 235 ok 236 ok 237 ok 238 ok 239 ok 240 ok 241 ok 242 ok 243 ok 244 ok 245 ok 246 ok 247 ok 248 ok 249 ok 250 ok 251 ok 252 ok 253 ok 254 ok 255 ok 256 ok 257 ok 258 ok 259 ok 260 ok 261 ok 262 ok 263 ok 264 ok 265 ok 266 ok 267 ok 268 ok 269 ok 270 ok 271 ok 272 ok 273 ok 274 ok 275 ok 276 ok 277 ok 278 ok 279 ok 280 ok 281 ok 282 ok 283 ok 284 ok 285 ok 286 ok 287 ok 288 ok 289 ok 290 ok 291 ok 292 ok 293 ok 294 ok 295 ok 296 ok 297 ok 298 ok 299 ok 300 ok 301 ok 302 ok 303 ok 304 ok 305 ok 306 ok 307 ok 308 ok 309 ok 310 ok 311 ok 312 ok 313 ok 314 ok 315 ok 316 ok 317 ok 318 ok 319 ok 320 ok 321 ok 322 ok 323 ok 324 ok 325 ok 326 ok 327 ok 328 ok 329 ok 330 ok 331 ok 332 ok 333 ok 334 ok 335 ok 336 ok 337 ok 338 ok 339 ok 340 ok 341 ok 342 ok 343 ok 344 ok 345 ok 346 ok 347 ok 348 ok 349 ok 350 ok 351 ok 352 ok 353 ok 354 ok 355 ok 356 ok 357 ok 358 ok 359 ok 360 ok 361 ok 362 ok 363 ok 364 ok 365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok 380 ok 381 ok 382 ok 383 ok 384 ok 385 ok 386 ok 387 ok 388 ok 389 ok 390 ok 391 ok 392 ok 393 ok 394 ok 395 ok 396 ok 397 ok 398 ok 399 ok 400 ok 401 ok 402 ok 403 ok 404 ok 405 ok 406 ok 407 ok 408 ok 409 ok 410 ok 411 ok 412 ok 413 ok 414 ok 415 ok 416 ok 417 ok 418 ok 419 ok 420 ok 421 ok 422 ok 423 ok 424 ok 425 ok 426 ok 427 ok 428 ok 429 ok 430 ok 431 ok 432 ok 433 ok 434 ok 435 ok 436 ok 437 ok 438 ok 439 ok 440 ok 441 ok 442 ok 443 ok 444 ok 445 ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 672 ok 673 ok 674 ok 675 ok 676 ok 677 ok 678 ok 679 ok 680 ok 681 ok 682 ok 683 ok 684 ok 685 ok 686 ok 687 ok 688 ok 689 ok 690 ok 691 ok 692 ok 693 ok 694 ok 695 ok 696 ok 697 ok 698 ok 699 ok 700 ok 701 ok 702 ok 703 ok 704 ok 705 ok 706 ok 707 ok 708 ok 709 ok 710 ok 711 ok 712 ok 713 ok 714 ok 715 ok 716 ok 717 ok 718 ok 719 ok 720 ok 721 ok 722 ok 723 ok 724 ok 725 ok 726 ok 727 ok 728 ok 729 ok 730 ok 731 ok 732 ok 733 ok 734 ok 735 ok 736 ok 737 ok 738 ok 739 ok 740 ok 741 ok 742 ok 743 ok 744 ok 745 ok 746 ok 747 ok 748 ok 749 ok 750 ok 751 ok 752 ok 753 ok 754 ok 755 ok 756 ok 757 ok 758 ok 759 ok 760 ok 761 ok 762 ok 763 ok 764 ok 765 ok 766 ok 767 ok 768 ok 769 ok 770 ok 771 ok 772 ok 773 ok 774 ok 775 ok 776 ok 777 ok 778 ok 779 ok 780 ok 781 ok 782 ok 783 ok 784 ok 785 ok 786 ok 787 ok 788 ok 789 ok 790 ok 791 ok 792 ok 793 ok 794 ok 795 ok 796 ok 797 ok 798 ok 799 ok 800 ok 801 ok 802 ok 803 ok 804 ok 805 ok 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ok 3574 ok 3575 ok 3576 ok 3577 ok 3578 ok 3579 ok 3580 ok 3581 ok 3582 ok 3583 ok 3584 ok 3585 ok 3586 ok 3587 ok 3588 ok 3589 ok 3590 ok 3591 ok 3592 ok 3593 ok 3594 ok 3595 ok 3596 ok 3597 ok 3598 ok 3599 ok 3600 ok 3601 ok 3602 ok 3603 ok 3604 ok 3605 ok 3606 ok 3607 ok 3608 ok 3609 ok 3610 ok 3611 ok 3612 ok 3613 ok 3614 ok 3615 ok 3616 ok 3617 ok 3618 ok 3619 ok 3620 ok 3621 ok 3622 ok 3623 ok 3624 ok 3625 ok t/bigints.t ......... 1..51 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok t/biglog.t .......... 1..70 ok 1 - blog(2) ok 2 - blog(288) ok 3 - blog(2000) ok 4 - bexp(1) ok 5 - bexp(2) ok 6 - bexp(3) ok 7 - 1.6094379124341003746007593332261876395256013542685177219126478914741790 ok 8 - 0.69314718055994530941723212145817656807550013436025525412068000949339362 ok 9 - 2.3025850929940456840179914546843642076011014886287729760333279009675726 ok 10 - 3.0445224377234229965005979803657054342845752874046106401940844835750742 ok 11 - NaN ok 12 - NaN ok 13 - NaN ok 14 - NaN ok 15 - 2.302585092994045684017991454684364207601 ok 16 - -2.302585092994045684017991454684364207601 ok 17 - -4.605170185988091368035982909368728415202 ok 18 - -6.907755278982137052053974364053092622803 ok 19 - -9.210340371976182736071965818737456830404 ok 20 - 0.6931471805599453094172321214581765680755 ok 21 - 1.386294361119890618834464242916353136151 ok 22 - -1.609437912 ok 23 - -1.203972804 ok 24 - -0.9162907319 ok 25 - -0.6931471806 ok 26 - -0.5108256238 ok 27 - -0.3566749439 ok 28 - -0.2231435513 ok 29 - -0.1053605157 ok 30 - 2.197224577 ok 31 - 1.000000000 ok 32 - 1.000000000 ok 33 - 1.000000000 ok 34 - 2.000000000 ok 35 - 2.000000000 ok 36 - 2.000000000 ok 37 - 4.000000000 ok 38 - 1.056219968 ok 39 - 3.981071706 ok 40 - blog(100) ok 41 - 2 ** 32 ok 42 - 3 ** 32 ok 43 - 2 ** 65 ok 44 - blog(777**256, 12345678901234) ok 45 - blog(777**777, 777) ok 46 - 14.14213562 ok 47 - 4.472135955 ok 48 - 1.414213562 ok 49 - 0.4472135955 ok 50 - 0.1414213562 ok 51 - 0.7 ok 52 - 0.7000000000 ok 53 - 0.04472135955 ok 54 - 0.01414213562 ok 55 - 0.07 ok 56 - 0.07000000000 ok 57 - 0.001414213562 ok 58 - 0.1449137675 ok 59 - 1.095445115 ok 60 - 1.109053651 ok 61 - 3.507135583 ok 62 - 3.146426545 ok 63 - 3.141500000 ok 64 - 3.1415 ok 65 - 0.5169187652 ok 66 - bexp(1) ok 67 - bexp(2) ok 68 - bexp(12.5) ok 69 - bexp(100) ok 70 - bexp(12.5) to 91 digits ok t/bigroot.t ......... 1..8 ok 1 - Try: Math::BigFloat 2->bpow(120)->broot(8,undef) == 32768 ok 2 - Try: Math::BigInt 2->bpow(120)->broot(8,undef) == 32768 ok 3 - Try: Math::BigFloat 2->bpow(60)->broot(8,undef) == 181.0193359837561662466161566988413540569 ok 4 - Try: Math::BigInt 2->bpow(60)->broot(8,undef) == 181 ok 5 - Try: Math::BigFloat 2->bpow(60)->broot(9,undef) == 101.5936673259647663841091609134277286651 ok 6 - Try: Math::BigInt 2->bpow(60)->broot(9,undef) == 101 ok 7 - Try: Math::BigFloat 2->bpow(60)->broot(17,undef) == 11.54672461623965153271017217302844672562 ok 8 - Try: Math::BigInt 2->bpow(60)->broot(17,undef) == 11 ok t/calling.t ......... 1..160 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok t/config.t .......... 1..55 ok 1 ok 2 - HASH ok 3 - lib ok 4 - lib_version ok 5 - class ok 6 - upgrade ok 7 - div_Scale ok 8 - precision ok 9 - accuracy ok 10 - round_mode ok 11 - trap_nan ok 12 - trap_inf ok 13 - config("lib") ok 14 - can set via hash ref ok 15 ok 16 - HASH ok 17 - lib ok 18 - with ok 19 - lib_version ok 20 - class ok 21 - upgrade ok 22 - div_Scale ok 23 - precision ok 24 - accuracy ok 25 - round_mode ok 26 - trap_nan ok 27 - trap_inf ok 28 - config("lib") ok 29 - can set via hash ref ok 30 - trap_inf = 1 ok 31 ok 32 - trap_inf = 1 ok 33 - downgrade = Math::BigInt::SomeClass ok 34 ok 35 - downgrade = Math::BigInt::SomeClass ok 36 - div_scale = 100 ok 37 ok 38 - div_scale = 100 ok 39 - trap_nan = 1 ok 40 ok 41 - trap_nan = 1 ok 42 - round_mode = zero ok 43 ok 44 - round_mode = zero ok 45 - upgrade = Math::BigInt::SomeClass ok 46 ok 47 - upgrade = Math::BigInt::SomeClass ok 48 - precision = 3 ok 49 ok 50 - precision = 3 ok 51 - accuracy = 2 ok 52 ok 53 - accuracy = 2 ok 54 ok 55 ok t/const_mbf.t ....... 1..2 ok 1 ok 2 ok t/constant.t ........ 1..7 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok t/downgrade.t ....... 1..15 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok t/inf_nan.t ......... 1..2016 ok 1 - x Math::BigInt -inf + -inf ok 2 - r Math::BigInt -inf + -inf ok 3 - x Math::BigFloat -inf + -inf ok 4 - r Math::BigFloat -inf + -inf ok 5 - x Math::BigInt::Subclass -inf + -inf ok 6 - r Math::BigInt::Subclass -inf + -inf ok 7 - x Math::BigFloat::Subclass -inf + -inf ok 8 - r Math::BigFloat::Subclass -inf + -inf ok 9 - x Math::BigInt -1 + -inf ok 10 - r Math::BigInt -1 + -inf ok 11 - x Math::BigFloat -1 + -inf ok 12 - r Math::BigFloat -1 + -inf ok 13 - x Math::BigInt::Subclass -1 + -inf ok 14 - r Math::BigInt::Subclass -1 + -inf ok 15 - x Math::BigFloat::Subclass -1 + -inf ok 16 - r Math::BigFloat::Subclass -1 + -inf ok 17 - x Math::BigInt -0 + -inf ok 18 - r Math::BigInt -0 + -inf ok 19 - x Math::BigFloat -0 + -inf ok 20 - r Math::BigFloat -0 + -inf ok 21 - x Math::BigInt::Subclass -0 + -inf ok 22 - r Math::BigInt::Subclass -0 + -inf ok 23 - x Math::BigFloat::Subclass -0 + -inf ok 24 - r Math::BigFloat::Subclass -0 + -inf ok 25 - x Math::BigInt 0 + -inf ok 26 - r Math::BigInt 0 + -inf ok 27 - x Math::BigFloat 0 + -inf ok 28 - r Math::BigFloat 0 + -inf ok 29 - x Math::BigInt::Subclass 0 + -inf ok 30 - r Math::BigInt::Subclass 0 + -inf ok 31 - x Math::BigFloat::Subclass 0 + -inf ok 32 - r Math::BigFloat::Subclass 0 + -inf ok 33 - x Math::BigInt 1 + -inf ok 34 - r Math::BigInt 1 + -inf ok 35 - x Math::BigFloat 1 + -inf ok 36 - r Math::BigFloat 1 + -inf ok 37 - x Math::BigInt::Subclass 1 + -inf ok 38 - r Math::BigInt::Subclass 1 + -inf ok 39 - x Math::BigFloat::Subclass 1 + -inf ok 40 - r Math::BigFloat::Subclass 1 + -inf ok 41 - x Math::BigInt inf + -inf ok 42 - r Math::BigInt inf + -inf ok 43 - x Math::BigFloat inf + -inf ok 44 - r Math::BigFloat inf + -inf ok 45 - x Math::BigInt::Subclass inf + -inf ok 46 - r Math::BigInt::Subclass inf + -inf ok 47 - x Math::BigFloat::Subclass inf + -inf ok 48 - r Math::BigFloat::Subclass inf + -inf ok 49 - x Math::BigInt NaN + -inf ok 50 - r Math::BigInt NaN + -inf ok 51 - x Math::BigFloat NaN + -inf ok 52 - r Math::BigFloat NaN + -inf ok 53 - x Math::BigInt::Subclass NaN + -inf ok 54 - r Math::BigInt::Subclass NaN + -inf ok 55 - x Math::BigFloat::Subclass NaN + -inf ok 56 - r Math::BigFloat::Subclass NaN + -inf ok 57 - x Math::BigInt -inf + -1 ok 58 - r Math::BigInt -inf + -1 ok 59 - x Math::BigFloat -inf + -1 ok 60 - r Math::BigFloat -inf + -1 ok 61 - x Math::BigInt::Subclass -inf + -1 ok 62 - r Math::BigInt::Subclass -inf + -1 ok 63 - x Math::BigFloat::Subclass -inf + -1 ok 64 - r Math::BigFloat::Subclass -inf + -1 ok 65 - x Math::BigInt -1 + -1 ok 66 - r Math::BigInt -1 + -1 ok 67 - x Math::BigFloat -1 + -1 ok 68 - r Math::BigFloat -1 + -1 ok 69 - x Math::BigInt::Subclass -1 + -1 ok 70 - r Math::BigInt::Subclass -1 + -1 ok 71 - x Math::BigFloat::Subclass -1 + -1 ok 72 - r Math::BigFloat::Subclass -1 + -1 ok 73 - x Math::BigInt -0 + -1 ok 74 - r Math::BigInt -0 + -1 ok 75 - x Math::BigFloat -0 + -1 ok 76 - r Math::BigFloat -0 + -1 ok 77 - x Math::BigInt::Subclass -0 + -1 ok 78 - r Math::BigInt::Subclass -0 + -1 ok 79 - x Math::BigFloat::Subclass -0 + -1 ok 80 - r Math::BigFloat::Subclass -0 + -1 ok 81 - x Math::BigInt 0 + -1 ok 82 - r Math::BigInt 0 + -1 ok 83 - x Math::BigFloat 0 + -1 ok 84 - r Math::BigFloat 0 + -1 ok 85 - x Math::BigInt::Subclass 0 + -1 ok 86 - r Math::BigInt::Subclass 0 + -1 ok 87 - x Math::BigFloat::Subclass 0 + -1 ok 88 - r Math::BigFloat::Subclass 0 + -1 ok 89 - x Math::BigInt 1 + -1 ok 90 - r Math::BigInt 1 + -1 ok 91 - x Math::BigFloat 1 + -1 ok 92 - r Math::BigFloat 1 + -1 ok 93 - x Math::BigInt::Subclass 1 + -1 ok 94 - r Math::BigInt::Subclass 1 + -1 ok 95 - x Math::BigFloat::Subclass 1 + -1 ok 96 - r Math::BigFloat::Subclass 1 + -1 ok 97 - x Math::BigInt inf + -1 ok 98 - r Math::BigInt inf + -1 ok 99 - x Math::BigFloat inf + -1 ok 100 - r Math::BigFloat inf + -1 ok 101 - x Math::BigInt::Subclass inf + -1 ok 102 - r Math::BigInt::Subclass inf + -1 ok 103 - x Math::BigFloat::Subclass inf + -1 ok 104 - r Math::BigFloat::Subclass inf + -1 ok 105 - x Math::BigInt NaN + -1 ok 106 - r Math::BigInt NaN + -1 ok 107 - x Math::BigFloat NaN + -1 ok 108 - r Math::BigFloat NaN + -1 ok 109 - x Math::BigInt::Subclass NaN + -1 ok 110 - r Math::BigInt::Subclass NaN + -1 ok 111 - x Math::BigFloat::Subclass NaN + -1 ok 112 - r Math::BigFloat::Subclass NaN + -1 ok 113 - x Math::BigInt -inf + 0 ok 114 - r Math::BigInt -inf + 0 ok 115 - x Math::BigFloat -inf + 0 ok 116 - r Math::BigFloat -inf + 0 ok 117 - x Math::BigInt::Subclass -inf + 0 ok 118 - r Math::BigInt::Subclass -inf + 0 ok 119 - x Math::BigFloat::Subclass -inf + 0 ok 120 - r Math::BigFloat::Subclass -inf + 0 ok 121 - x Math::BigInt -1 + 0 ok 122 - r Math::BigInt -1 + 0 ok 123 - x Math::BigFloat -1 + 0 ok 124 - r Math::BigFloat -1 + 0 ok 125 - x Math::BigInt::Subclass -1 + 0 ok 126 - r Math::BigInt::Subclass -1 + 0 ok 127 - x Math::BigFloat::Subclass -1 + 0 ok 128 - r Math::BigFloat::Subclass -1 + 0 ok 129 - x Math::BigInt -0 + 0 ok 130 - r Math::BigInt -0 + 0 ok 131 - x Math::BigFloat -0 + 0 ok 132 - r Math::BigFloat -0 + 0 ok 133 - x Math::BigInt::Subclass -0 + 0 ok 134 - r Math::BigInt::Subclass -0 + 0 ok 135 - x Math::BigFloat::Subclass -0 + 0 ok 136 - r Math::BigFloat::Subclass -0 + 0 ok 137 - x Math::BigInt 0 + 0 ok 138 - r Math::BigInt 0 + 0 ok 139 - x Math::BigFloat 0 + 0 ok 140 - r Math::BigFloat 0 + 0 ok 141 - x Math::BigInt::Subclass 0 + 0 ok 142 - r Math::BigInt::Subclass 0 + 0 ok 143 - x Math::BigFloat::Subclass 0 + 0 ok 144 - r Math::BigFloat::Subclass 0 + 0 ok 145 - x Math::BigInt 1 + 0 ok 146 - r Math::BigInt 1 + 0 ok 147 - x Math::BigFloat 1 + 0 ok 148 - r Math::BigFloat 1 + 0 ok 149 - x Math::BigInt::Subclass 1 + 0 ok 150 - r Math::BigInt::Subclass 1 + 0 ok 151 - x Math::BigFloat::Subclass 1 + 0 ok 152 - r Math::BigFloat::Subclass 1 + 0 ok 153 - x Math::BigInt inf + 0 ok 154 - r Math::BigInt inf + 0 ok 155 - x Math::BigFloat inf + 0 ok 156 - r Math::BigFloat inf + 0 ok 157 - x Math::BigInt::Subclass inf + 0 ok 158 - r Math::BigInt::Subclass inf + 0 ok 159 - x Math::BigFloat::Subclass inf + 0 ok 160 - r Math::BigFloat::Subclass inf + 0 ok 161 - x Math::BigInt NaN + 0 ok 162 - r Math::BigInt NaN + 0 ok 163 - x Math::BigFloat NaN + 0 ok 164 - r Math::BigFloat NaN + 0 ok 165 - x Math::BigInt::Subclass NaN + 0 ok 166 - r Math::BigInt::Subclass NaN + 0 ok 167 - x Math::BigFloat::Subclass NaN + 0 ok 168 - r Math::BigFloat::Subclass NaN + 0 ok 169 - x Math::BigInt -inf + 1 ok 170 - r Math::BigInt -inf + 1 ok 171 - x Math::BigFloat -inf + 1 ok 172 - r Math::BigFloat -inf + 1 ok 173 - x Math::BigInt::Subclass -inf + 1 ok 174 - r Math::BigInt::Subclass -inf + 1 ok 175 - x Math::BigFloat::Subclass -inf + 1 ok 176 - r Math::BigFloat::Subclass -inf + 1 ok 177 - x Math::BigInt -1 + 1 ok 178 - r Math::BigInt -1 + 1 ok 179 - x Math::BigFloat -1 + 1 ok 180 - r Math::BigFloat -1 + 1 ok 181 - x Math::BigInt::Subclass -1 + 1 ok 182 - r Math::BigInt::Subclass -1 + 1 ok 183 - x Math::BigFloat::Subclass -1 + 1 ok 184 - r Math::BigFloat::Subclass -1 + 1 ok 185 - x Math::BigInt -0 + 1 ok 186 - r Math::BigInt -0 + 1 ok 187 - x Math::BigFloat -0 + 1 ok 188 - r Math::BigFloat -0 + 1 ok 189 - x Math::BigInt::Subclass -0 + 1 ok 190 - r Math::BigInt::Subclass -0 + 1 ok 191 - x Math::BigFloat::Subclass -0 + 1 ok 192 - r Math::BigFloat::Subclass -0 + 1 ok 193 - x Math::BigInt 0 + 1 ok 194 - r Math::BigInt 0 + 1 ok 195 - x Math::BigFloat 0 + 1 ok 196 - r Math::BigFloat 0 + 1 ok 197 - x Math::BigInt::Subclass 0 + 1 ok 198 - r Math::BigInt::Subclass 0 + 1 ok 199 - x Math::BigFloat::Subclass 0 + 1 ok 200 - r Math::BigFloat::Subclass 0 + 1 ok 201 - x Math::BigInt 1 + 1 ok 202 - r Math::BigInt 1 + 1 ok 203 - x Math::BigFloat 1 + 1 ok 204 - r Math::BigFloat 1 + 1 ok 205 - x Math::BigInt::Subclass 1 + 1 ok 206 - r Math::BigInt::Subclass 1 + 1 ok 207 - x Math::BigFloat::Subclass 1 + 1 ok 208 - r Math::BigFloat::Subclass 1 + 1 ok 209 - x Math::BigInt inf + 1 ok 210 - r Math::BigInt inf + 1 ok 211 - x Math::BigFloat inf + 1 ok 212 - r Math::BigFloat inf + 1 ok 213 - x Math::BigInt::Subclass inf + 1 ok 214 - r Math::BigInt::Subclass inf + 1 ok 215 - x Math::BigFloat::Subclass inf + 1 ok 216 - r Math::BigFloat::Subclass inf + 1 ok 217 - x Math::BigInt NaN + 1 ok 218 - r Math::BigInt NaN + 1 ok 219 - x Math::BigFloat NaN + 1 ok 220 - r Math::BigFloat NaN + 1 ok 221 - x Math::BigInt::Subclass NaN + 1 ok 222 - r Math::BigInt::Subclass NaN + 1 ok 223 - x Math::BigFloat::Subclass NaN + 1 ok 224 - r Math::BigFloat::Subclass NaN + 1 ok 225 - x Math::BigInt -inf + inf ok 226 - r Math::BigInt -inf + inf ok 227 - x Math::BigFloat -inf + inf ok 228 - r Math::BigFloat -inf + inf ok 229 - x Math::BigInt::Subclass -inf + inf ok 230 - r Math::BigInt::Subclass -inf + inf ok 231 - x Math::BigFloat::Subclass -inf + inf ok 232 - r Math::BigFloat::Subclass -inf + inf ok 233 - x Math::BigInt -1 + inf ok 234 - r Math::BigInt -1 + inf ok 235 - x Math::BigFloat -1 + inf ok 236 - r Math::BigFloat -1 + inf ok 237 - x Math::BigInt::Subclass -1 + inf ok 238 - r Math::BigInt::Subclass -1 + inf ok 239 - x Math::BigFloat::Subclass -1 + inf ok 240 - r Math::BigFloat::Subclass -1 + inf ok 241 - x Math::BigInt -0 + inf ok 242 - r Math::BigInt -0 + inf ok 243 - x Math::BigFloat -0 + inf ok 244 - r Math::BigFloat -0 + inf ok 245 - x Math::BigInt::Subclass -0 + inf ok 246 - r Math::BigInt::Subclass -0 + inf ok 247 - x Math::BigFloat::Subclass -0 + inf ok 248 - r Math::BigFloat::Subclass -0 + inf ok 249 - x Math::BigInt 0 + inf ok 250 - r Math::BigInt 0 + inf ok 251 - x Math::BigFloat 0 + inf ok 252 - r Math::BigFloat 0 + inf ok 253 - x Math::BigInt::Subclass 0 + inf ok 254 - r Math::BigInt::Subclass 0 + inf ok 255 - x Math::BigFloat::Subclass 0 + inf ok 256 - r Math::BigFloat::Subclass 0 + inf ok 257 - x Math::BigInt 1 + inf ok 258 - r Math::BigInt 1 + inf ok 259 - x Math::BigFloat 1 + inf ok 260 - r Math::BigFloat 1 + inf ok 261 - x Math::BigInt::Subclass 1 + inf ok 262 - r Math::BigInt::Subclass 1 + inf ok 263 - x Math::BigFloat::Subclass 1 + inf ok 264 - r Math::BigFloat::Subclass 1 + inf ok 265 - x Math::BigInt inf + inf ok 266 - r Math::BigInt inf + inf ok 267 - x Math::BigFloat inf + inf ok 268 - r Math::BigFloat inf + inf ok 269 - x Math::BigInt::Subclass inf + inf ok 270 - r Math::BigInt::Subclass inf + inf ok 271 - x Math::BigFloat::Subclass inf + inf ok 272 - r Math::BigFloat::Subclass inf + inf ok 273 - x Math::BigInt NaN + inf ok 274 - r Math::BigInt NaN + inf ok 275 - x Math::BigFloat NaN + inf ok 276 - r Math::BigFloat NaN + inf ok 277 - x Math::BigInt::Subclass NaN + inf ok 278 - r Math::BigInt::Subclass NaN + inf ok 279 - x Math::BigFloat::Subclass NaN + inf ok 280 - r Math::BigFloat::Subclass NaN + inf ok 281 - x Math::BigInt -inf + NaN ok 282 - r Math::BigInt -inf + NaN ok 283 - x Math::BigFloat -inf + NaN ok 284 - r Math::BigFloat -inf + NaN ok 285 - x Math::BigInt::Subclass -inf + NaN ok 286 - r Math::BigInt::Subclass -inf + NaN ok 287 - x Math::BigFloat::Subclass -inf + NaN ok 288 - r Math::BigFloat::Subclass -inf + NaN ok 289 - x Math::BigInt -1 + NaN ok 290 - r Math::BigInt -1 + NaN ok 291 - x Math::BigFloat -1 + NaN ok 292 - r Math::BigFloat -1 + NaN ok 293 - x Math::BigInt::Subclass -1 + NaN ok 294 - r Math::BigInt::Subclass -1 + NaN ok 295 - x Math::BigFloat::Subclass -1 + NaN ok 296 - r Math::BigFloat::Subclass -1 + NaN ok 297 - x Math::BigInt -0 + NaN ok 298 - r Math::BigInt -0 + NaN ok 299 - x Math::BigFloat -0 + NaN ok 300 - r Math::BigFloat -0 + NaN ok 301 - x Math::BigInt::Subclass -0 + NaN ok 302 - r Math::BigInt::Subclass -0 + NaN ok 303 - x Math::BigFloat::Subclass -0 + NaN ok 304 - r Math::BigFloat::Subclass -0 + NaN ok 305 - x Math::BigInt 0 + NaN ok 306 - r Math::BigInt 0 + NaN ok 307 - x Math::BigFloat 0 + NaN ok 308 - r Math::BigFloat 0 + NaN ok 309 - x Math::BigInt::Subclass 0 + NaN ok 310 - r Math::BigInt::Subclass 0 + NaN ok 311 - x Math::BigFloat::Subclass 0 + NaN ok 312 - r Math::BigFloat::Subclass 0 + NaN ok 313 - x Math::BigInt 1 + NaN ok 314 - r Math::BigInt 1 + NaN ok 315 - x Math::BigFloat 1 + NaN ok 316 - r Math::BigFloat 1 + NaN ok 317 - x Math::BigInt::Subclass 1 + NaN ok 318 - r Math::BigInt::Subclass 1 + NaN ok 319 - x Math::BigFloat::Subclass 1 + NaN ok 320 - r Math::BigFloat::Subclass 1 + NaN ok 321 - x Math::BigInt inf + NaN ok 322 - r Math::BigInt inf + NaN ok 323 - x Math::BigFloat inf + NaN ok 324 - r Math::BigFloat inf + NaN ok 325 - x Math::BigInt::Subclass inf + NaN ok 326 - r Math::BigInt::Subclass inf + NaN ok 327 - x Math::BigFloat::Subclass inf + NaN ok 328 - r Math::BigFloat::Subclass inf + NaN ok 329 - x Math::BigInt NaN + NaN ok 330 - r Math::BigInt NaN + NaN ok 331 - x Math::BigFloat NaN + NaN ok 332 - r Math::BigFloat NaN + NaN ok 333 - x Math::BigInt::Subclass NaN + NaN ok 334 - r Math::BigInt::Subclass NaN + NaN ok 335 - x Math::BigFloat::Subclass NaN + NaN ok 336 - r Math::BigFloat::Subclass NaN + NaN ok 337 - x Math::BigInt -inf - -inf ok 338 - r Math::BigInt -inf - -inf ok 339 - x Math::BigFloat -inf - -inf ok 340 - r Math::BigFloat -inf - -inf ok 341 - x Math::BigInt::Subclass -inf - -inf ok 342 - r Math::BigInt::Subclass -inf - -inf ok 343 - x Math::BigFloat::Subclass -inf - -inf ok 344 - r Math::BigFloat::Subclass -inf - -inf ok 345 - x Math::BigInt -1 - -inf ok 346 - r Math::BigInt -1 - -inf ok 347 - x Math::BigFloat -1 - -inf ok 348 - r Math::BigFloat -1 - -inf ok 349 - x Math::BigInt::Subclass -1 - -inf ok 350 - r Math::BigInt::Subclass -1 - -inf ok 351 - x Math::BigFloat::Subclass -1 - -inf ok 352 - r Math::BigFloat::Subclass -1 - -inf ok 353 - x Math::BigInt -0 - -inf ok 354 - r Math::BigInt -0 - -inf ok 355 - x Math::BigFloat -0 - -inf ok 356 - r Math::BigFloat -0 - -inf ok 357 - x Math::BigInt::Subclass -0 - -inf ok 358 - r Math::BigInt::Subclass -0 - -inf ok 359 - x Math::BigFloat::Subclass -0 - -inf ok 360 - r Math::BigFloat::Subclass -0 - -inf ok 361 - x Math::BigInt 0 - -inf ok 362 - r Math::BigInt 0 - -inf ok 363 - x Math::BigFloat 0 - -inf ok 364 - r Math::BigFloat 0 - -inf ok 365 - x Math::BigInt::Subclass 0 - -inf ok 366 - r Math::BigInt::Subclass 0 - -inf ok 367 - x Math::BigFloat::Subclass 0 - -inf ok 368 - r Math::BigFloat::Subclass 0 - -inf ok 369 - x Math::BigInt 1 - -inf ok 370 - r Math::BigInt 1 - -inf ok 371 - x Math::BigFloat 1 - -inf ok 372 - r Math::BigFloat 1 - -inf ok 373 - x Math::BigInt::Subclass 1 - -inf ok 374 - r Math::BigInt::Subclass 1 - -inf ok 375 - x Math::BigFloat::Subclass 1 - -inf ok 376 - r Math::BigFloat::Subclass 1 - -inf ok 377 - x Math::BigInt inf - -inf ok 378 - r Math::BigInt inf - -inf ok 379 - x Math::BigFloat inf - -inf ok 380 - r Math::BigFloat inf - -inf ok 381 - x Math::BigInt::Subclass inf - -inf ok 382 - r Math::BigInt::Subclass inf - -inf ok 383 - x Math::BigFloat::Subclass inf - -inf ok 384 - r Math::BigFloat::Subclass inf - -inf ok 385 - x Math::BigInt NaN - -inf ok 386 - r Math::BigInt NaN - -inf ok 387 - x Math::BigFloat NaN - -inf ok 388 - r Math::BigFloat NaN - -inf ok 389 - x Math::BigInt::Subclass NaN - -inf ok 390 - r Math::BigInt::Subclass NaN - -inf ok 391 - x Math::BigFloat::Subclass NaN - -inf ok 392 - r Math::BigFloat::Subclass NaN - -inf ok 393 - x Math::BigInt -inf - -1 ok 394 - r Math::BigInt -inf - -1 ok 395 - x Math::BigFloat -inf - -1 ok 396 - r Math::BigFloat -inf - -1 ok 397 - x Math::BigInt::Subclass -inf - -1 ok 398 - r Math::BigInt::Subclass -inf - -1 ok 399 - x Math::BigFloat::Subclass -inf - -1 ok 400 - r Math::BigFloat::Subclass -inf - -1 ok 401 - x Math::BigInt -1 - -1 ok 402 - r Math::BigInt -1 - -1 ok 403 - x Math::BigFloat -1 - -1 ok 404 - r Math::BigFloat -1 - -1 ok 405 - x Math::BigInt::Subclass -1 - -1 ok 406 - r Math::BigInt::Subclass -1 - -1 ok 407 - x Math::BigFloat::Subclass -1 - -1 ok 408 - r Math::BigFloat::Subclass -1 - -1 ok 409 - x Math::BigInt -0 - -1 ok 410 - r Math::BigInt -0 - -1 ok 411 - x Math::BigFloat -0 - -1 ok 412 - r Math::BigFloat -0 - -1 ok 413 - x Math::BigInt::Subclass -0 - -1 ok 414 - r Math::BigInt::Subclass -0 - -1 ok 415 - x Math::BigFloat::Subclass -0 - -1 ok 416 - r Math::BigFloat::Subclass -0 - -1 ok 417 - x Math::BigInt 0 - -1 ok 418 - r Math::BigInt 0 - -1 ok 419 - x Math::BigFloat 0 - -1 ok 420 - r Math::BigFloat 0 - -1 ok 421 - x Math::BigInt::Subclass 0 - -1 ok 422 - r Math::BigInt::Subclass 0 - -1 ok 423 - x Math::BigFloat::Subclass 0 - -1 ok 424 - r Math::BigFloat::Subclass 0 - -1 ok 425 - x Math::BigInt 1 - -1 ok 426 - r Math::BigInt 1 - -1 ok 427 - x Math::BigFloat 1 - -1 ok 428 - r Math::BigFloat 1 - -1 ok 429 - x Math::BigInt::Subclass 1 - -1 ok 430 - r Math::BigInt::Subclass 1 - -1 ok 431 - x Math::BigFloat::Subclass 1 - -1 ok 432 - r Math::BigFloat::Subclass 1 - -1 ok 433 - x Math::BigInt inf - -1 ok 434 - r Math::BigInt inf - -1 ok 435 - x Math::BigFloat inf - -1 ok 436 - r Math::BigFloat inf - -1 ok 437 - x Math::BigInt::Subclass inf - -1 ok 438 - r Math::BigInt::Subclass inf - -1 ok 439 - x Math::BigFloat::Subclass inf - -1 ok 440 - r Math::BigFloat::Subclass inf - -1 ok 441 - x Math::BigInt NaN - -1 ok 442 - r Math::BigInt NaN - -1 ok 443 - x Math::BigFloat NaN - -1 ok 444 - r Math::BigFloat NaN - -1 ok 445 - x Math::BigInt::Subclass NaN - -1 ok 446 - r Math::BigInt::Subclass NaN - -1 ok 447 - x Math::BigFloat::Subclass NaN - -1 ok 448 - r Math::BigFloat::Subclass NaN - -1 ok 449 - x Math::BigInt -inf - 0 ok 450 - r Math::BigInt -inf - 0 ok 451 - x Math::BigFloat -inf - 0 ok 452 - r Math::BigFloat -inf - 0 ok 453 - x Math::BigInt::Subclass -inf - 0 ok 454 - r Math::BigInt::Subclass -inf - 0 ok 455 - x Math::BigFloat::Subclass -inf - 0 ok 456 - r Math::BigFloat::Subclass -inf - 0 ok 457 - x Math::BigInt -1 - 0 ok 458 - r Math::BigInt -1 - 0 ok 459 - x Math::BigFloat -1 - 0 ok 460 - r Math::BigFloat -1 - 0 ok 461 - x Math::BigInt::Subclass -1 - 0 ok 462 - r Math::BigInt::Subclass -1 - 0 ok 463 - x Math::BigFloat::Subclass -1 - 0 ok 464 - r Math::BigFloat::Subclass -1 - 0 ok 465 - x Math::BigInt -0 - 0 ok 466 - r Math::BigInt -0 - 0 ok 467 - x Math::BigFloat -0 - 0 ok 468 - r Math::BigFloat -0 - 0 ok 469 - x Math::BigInt::Subclass -0 - 0 ok 470 - r Math::BigInt::Subclass -0 - 0 ok 471 - x Math::BigFloat::Subclass -0 - 0 ok 472 - r Math::BigFloat::Subclass -0 - 0 ok 473 - x Math::BigInt 0 - 0 ok 474 - r Math::BigInt 0 - 0 ok 475 - x Math::BigFloat 0 - 0 ok 476 - r Math::BigFloat 0 - 0 ok 477 - x Math::BigInt::Subclass 0 - 0 ok 478 - r Math::BigInt::Subclass 0 - 0 ok 479 - x Math::BigFloat::Subclass 0 - 0 ok 480 - r Math::BigFloat::Subclass 0 - 0 ok 481 - x Math::BigInt 1 - 0 ok 482 - r Math::BigInt 1 - 0 ok 483 - x Math::BigFloat 1 - 0 ok 484 - r Math::BigFloat 1 - 0 ok 485 - x Math::BigInt::Subclass 1 - 0 ok 486 - r Math::BigInt::Subclass 1 - 0 ok 487 - x Math::BigFloat::Subclass 1 - 0 ok 488 - r Math::BigFloat::Subclass 1 - 0 ok 489 - x Math::BigInt inf - 0 ok 490 - r Math::BigInt inf - 0 ok 491 - x Math::BigFloat inf - 0 ok 492 - r Math::BigFloat inf - 0 ok 493 - x Math::BigInt::Subclass inf - 0 ok 494 - r Math::BigInt::Subclass inf - 0 ok 495 - x Math::BigFloat::Subclass inf - 0 ok 496 - r Math::BigFloat::Subclass inf - 0 ok 497 - x Math::BigInt NaN - 0 ok 498 - r Math::BigInt NaN - 0 ok 499 - x Math::BigFloat NaN - 0 ok 500 - r Math::BigFloat NaN - 0 ok 501 - x Math::BigInt::Subclass NaN - 0 ok 502 - r Math::BigInt::Subclass NaN - 0 ok 503 - x Math::BigFloat::Subclass NaN - 0 ok 504 - r Math::BigFloat::Subclass NaN - 0 ok 505 - x Math::BigInt -inf - 1 ok 506 - r Math::BigInt -inf - 1 ok 507 - x Math::BigFloat -inf - 1 ok 508 - r Math::BigFloat -inf - 1 ok 509 - x Math::BigInt::Subclass -inf - 1 ok 510 - r Math::BigInt::Subclass -inf - 1 ok 511 - x Math::BigFloat::Subclass -inf - 1 ok 512 - r Math::BigFloat::Subclass -inf - 1 ok 513 - x Math::BigInt -1 - 1 ok 514 - r Math::BigInt -1 - 1 ok 515 - x Math::BigFloat -1 - 1 ok 516 - r Math::BigFloat -1 - 1 ok 517 - x Math::BigInt::Subclass -1 - 1 ok 518 - r Math::BigInt::Subclass -1 - 1 ok 519 - x Math::BigFloat::Subclass -1 - 1 ok 520 - r Math::BigFloat::Subclass -1 - 1 ok 521 - x Math::BigInt -0 - 1 ok 522 - r Math::BigInt -0 - 1 ok 523 - x Math::BigFloat -0 - 1 ok 524 - r Math::BigFloat -0 - 1 ok 525 - x Math::BigInt::Subclass -0 - 1 ok 526 - r Math::BigInt::Subclass -0 - 1 ok 527 - x Math::BigFloat::Subclass -0 - 1 ok 528 - r Math::BigFloat::Subclass -0 - 1 ok 529 - x Math::BigInt 0 - 1 ok 530 - r Math::BigInt 0 - 1 ok 531 - x Math::BigFloat 0 - 1 ok 532 - r Math::BigFloat 0 - 1 ok 533 - x Math::BigInt::Subclass 0 - 1 ok 534 - r Math::BigInt::Subclass 0 - 1 ok 535 - x Math::BigFloat::Subclass 0 - 1 ok 536 - r Math::BigFloat::Subclass 0 - 1 ok 537 - x Math::BigInt 1 - 1 ok 538 - r Math::BigInt 1 - 1 ok 539 - x Math::BigFloat 1 - 1 ok 540 - r Math::BigFloat 1 - 1 ok 541 - x Math::BigInt::Subclass 1 - 1 ok 542 - r Math::BigInt::Subclass 1 - 1 ok 543 - x Math::BigFloat::Subclass 1 - 1 ok 544 - r Math::BigFloat::Subclass 1 - 1 ok 545 - x Math::BigInt inf - 1 ok 546 - r Math::BigInt inf - 1 ok 547 - x Math::BigFloat inf - 1 ok 548 - r Math::BigFloat inf - 1 ok 549 - x Math::BigInt::Subclass inf - 1 ok 550 - r Math::BigInt::Subclass inf - 1 ok 551 - x Math::BigFloat::Subclass inf - 1 ok 552 - r Math::BigFloat::Subclass inf - 1 ok 553 - x Math::BigInt NaN - 1 ok 554 - r Math::BigInt NaN - 1 ok 555 - x Math::BigFloat NaN - 1 ok 556 - r Math::BigFloat NaN - 1 ok 557 - x Math::BigInt::Subclass NaN - 1 ok 558 - r Math::BigInt::Subclass NaN - 1 ok 559 - x Math::BigFloat::Subclass NaN - 1 ok 560 - r Math::BigFloat::Subclass NaN - 1 ok 561 - x Math::BigInt -inf - inf ok 562 - r Math::BigInt -inf - inf ok 563 - x Math::BigFloat -inf - inf ok 564 - r Math::BigFloat -inf - inf ok 565 - x Math::BigInt::Subclass -inf - inf ok 566 - r Math::BigInt::Subclass -inf - inf ok 567 - x Math::BigFloat::Subclass -inf - inf ok 568 - r Math::BigFloat::Subclass -inf - inf ok 569 - x Math::BigInt -1 - inf ok 570 - r Math::BigInt -1 - inf ok 571 - x Math::BigFloat -1 - inf ok 572 - r Math::BigFloat -1 - inf ok 573 - x Math::BigInt::Subclass -1 - inf ok 574 - r Math::BigInt::Subclass -1 - inf ok 575 - x Math::BigFloat::Subclass -1 - inf ok 576 - r Math::BigFloat::Subclass -1 - inf ok 577 - x Math::BigInt -0 - inf ok 578 - r Math::BigInt -0 - inf ok 579 - x Math::BigFloat -0 - inf ok 580 - r Math::BigFloat -0 - inf ok 581 - x Math::BigInt::Subclass -0 - inf ok 582 - r Math::BigInt::Subclass -0 - inf ok 583 - x Math::BigFloat::Subclass -0 - inf ok 584 - r Math::BigFloat::Subclass -0 - inf ok 585 - x Math::BigInt 0 - inf ok 586 - r Math::BigInt 0 - inf ok 587 - x Math::BigFloat 0 - inf ok 588 - r Math::BigFloat 0 - inf ok 589 - x Math::BigInt::Subclass 0 - inf ok 590 - r Math::BigInt::Subclass 0 - inf ok 591 - x Math::BigFloat::Subclass 0 - inf ok 592 - r Math::BigFloat::Subclass 0 - inf ok 593 - x Math::BigInt 1 - inf ok 594 - r Math::BigInt 1 - inf ok 595 - x Math::BigFloat 1 - inf ok 596 - r Math::BigFloat 1 - inf ok 597 - x Math::BigInt::Subclass 1 - inf ok 598 - r Math::BigInt::Subclass 1 - inf ok 599 - x Math::BigFloat::Subclass 1 - inf ok 600 - r Math::BigFloat::Subclass 1 - inf ok 601 - x Math::BigInt inf - inf ok 602 - r Math::BigInt inf - inf ok 603 - x Math::BigFloat inf - inf ok 604 - r Math::BigFloat inf - inf ok 605 - x Math::BigInt::Subclass inf - inf ok 606 - r Math::BigInt::Subclass inf - inf ok 607 - x Math::BigFloat::Subclass inf - inf ok 608 - r Math::BigFloat::Subclass inf - inf ok 609 - x Math::BigInt NaN - inf ok 610 - r Math::BigInt NaN - inf ok 611 - x Math::BigFloat NaN - inf ok 612 - r Math::BigFloat NaN - inf ok 613 - x Math::BigInt::Subclass NaN - inf ok 614 - r Math::BigInt::Subclass NaN - inf ok 615 - x Math::BigFloat::Subclass NaN - inf ok 616 - r Math::BigFloat::Subclass NaN - inf ok 617 - x Math::BigInt -inf - NaN ok 618 - r Math::BigInt -inf - NaN ok 619 - x Math::BigFloat -inf - NaN ok 620 - r Math::BigFloat -inf - NaN ok 621 - x Math::BigInt::Subclass -inf - NaN ok 622 - r Math::BigInt::Subclass -inf - NaN ok 623 - x Math::BigFloat::Subclass -inf - NaN ok 624 - r Math::BigFloat::Subclass -inf - NaN ok 625 - x Math::BigInt -1 - NaN ok 626 - r Math::BigInt -1 - NaN ok 627 - x Math::BigFloat -1 - NaN ok 628 - r Math::BigFloat -1 - NaN ok 629 - x Math::BigInt::Subclass -1 - NaN ok 630 - r Math::BigInt::Subclass -1 - NaN ok 631 - x Math::BigFloat::Subclass -1 - NaN ok 632 - r Math::BigFloat::Subclass -1 - NaN ok 633 - x Math::BigInt -0 - NaN ok 634 - r Math::BigInt -0 - NaN ok 635 - x Math::BigFloat -0 - NaN ok 636 - r Math::BigFloat -0 - NaN ok 637 - x Math::BigInt::Subclass -0 - NaN ok 638 - r Math::BigInt::Subclass -0 - NaN ok 639 - x Math::BigFloat::Subclass -0 - NaN ok 640 - r Math::BigFloat::Subclass -0 - NaN ok 641 - x Math::BigInt 0 - NaN ok 642 - r Math::BigInt 0 - NaN ok 643 - x Math::BigFloat 0 - NaN ok 644 - r Math::BigFloat 0 - NaN ok 645 - x Math::BigInt::Subclass 0 - NaN ok 646 - r Math::BigInt::Subclass 0 - NaN ok 647 - x Math::BigFloat::Subclass 0 - NaN ok 648 - r Math::BigFloat::Subclass 0 - NaN ok 649 - x Math::BigInt 1 - NaN ok 650 - r Math::BigInt 1 - NaN ok 651 - x Math::BigFloat 1 - NaN ok 652 - r Math::BigFloat 1 - NaN ok 653 - x Math::BigInt::Subclass 1 - NaN ok 654 - r Math::BigInt::Subclass 1 - NaN ok 655 - x Math::BigFloat::Subclass 1 - NaN ok 656 - r Math::BigFloat::Subclass 1 - NaN ok 657 - x Math::BigInt inf - NaN ok 658 - r Math::BigInt inf - NaN ok 659 - x Math::BigFloat inf - NaN ok 660 - r Math::BigFloat inf - NaN ok 661 - x Math::BigInt::Subclass inf - NaN ok 662 - r Math::BigInt::Subclass inf - NaN ok 663 - x Math::BigFloat::Subclass inf - NaN ok 664 - r Math::BigFloat::Subclass inf - NaN ok 665 - x Math::BigInt NaN - NaN ok 666 - r Math::BigInt NaN - NaN ok 667 - x Math::BigFloat NaN - NaN ok 668 - r Math::BigFloat NaN - NaN ok 669 - x Math::BigInt::Subclass NaN - NaN ok 670 - r Math::BigInt::Subclass NaN - NaN ok 671 - x Math::BigFloat::Subclass NaN - NaN ok 672 - r Math::BigFloat::Subclass NaN - NaN ok 673 - x Math::BigInt -inf * -inf ok 674 - r Math::BigInt -inf * -inf ok 675 - x Math::BigFloat -inf * -inf ok 676 - r Math::BigFloat -inf * -inf ok 677 - x Math::BigInt::Subclass -inf * -inf ok 678 - r Math::BigInt::Subclass -inf * -inf ok 679 - x Math::BigFloat::Subclass -inf * -inf ok 680 - r Math::BigFloat::Subclass -inf * -inf ok 681 - x Math::BigInt -1 * -inf ok 682 - r Math::BigInt -1 * -inf ok 683 - x Math::BigFloat -1 * -inf ok 684 - r Math::BigFloat -1 * -inf ok 685 - x Math::BigInt::Subclass -1 * -inf ok 686 - r Math::BigInt::Subclass -1 * -inf ok 687 - x Math::BigFloat::Subclass -1 * -inf ok 688 - r Math::BigFloat::Subclass -1 * -inf ok 689 - x Math::BigInt -0 * -inf ok 690 - r Math::BigInt -0 * -inf ok 691 - x Math::BigFloat -0 * -inf ok 692 - r Math::BigFloat -0 * -inf ok 693 - x Math::BigInt::Subclass -0 * -inf ok 694 - r Math::BigInt::Subclass -0 * -inf ok 695 - x Math::BigFloat::Subclass -0 * -inf ok 696 - r Math::BigFloat::Subclass -0 * -inf ok 697 - x Math::BigInt 0 * -inf ok 698 - r Math::BigInt 0 * -inf ok 699 - x Math::BigFloat 0 * -inf ok 700 - r Math::BigFloat 0 * -inf ok 701 - x Math::BigInt::Subclass 0 * -inf ok 702 - r Math::BigInt::Subclass 0 * -inf ok 703 - x Math::BigFloat::Subclass 0 * -inf ok 704 - r Math::BigFloat::Subclass 0 * -inf ok 705 - x Math::BigInt 1 * -inf ok 706 - r Math::BigInt 1 * -inf ok 707 - x Math::BigFloat 1 * -inf ok 708 - r Math::BigFloat 1 * -inf ok 709 - x Math::BigInt::Subclass 1 * -inf ok 710 - r Math::BigInt::Subclass 1 * -inf ok 711 - x Math::BigFloat::Subclass 1 * -inf ok 712 - r Math::BigFloat::Subclass 1 * -inf ok 713 - x Math::BigInt inf * -inf ok 714 - r Math::BigInt inf * -inf ok 715 - x Math::BigFloat inf * -inf ok 716 - r Math::BigFloat inf * -inf ok 717 - x Math::BigInt::Subclass inf * -inf ok 718 - r Math::BigInt::Subclass inf * -inf ok 719 - x Math::BigFloat::Subclass inf * -inf ok 720 - r Math::BigFloat::Subclass inf * -inf ok 721 - x Math::BigInt NaN * -inf ok 722 - r Math::BigInt NaN * -inf ok 723 - x Math::BigFloat NaN * -inf ok 724 - r Math::BigFloat NaN * -inf ok 725 - x Math::BigInt::Subclass NaN * -inf ok 726 - r Math::BigInt::Subclass NaN * -inf ok 727 - x Math::BigFloat::Subclass NaN * -inf ok 728 - r Math::BigFloat::Subclass NaN * -inf ok 729 - x Math::BigInt -inf * -1 ok 730 - r Math::BigInt -inf * -1 ok 731 - x Math::BigFloat -inf * -1 ok 732 - r Math::BigFloat -inf * -1 ok 733 - x Math::BigInt::Subclass -inf * -1 ok 734 - r Math::BigInt::Subclass -inf * -1 ok 735 - x Math::BigFloat::Subclass -inf * -1 ok 736 - r Math::BigFloat::Subclass -inf * -1 ok 737 - x Math::BigInt -1 * -1 ok 738 - r Math::BigInt -1 * -1 ok 739 - x Math::BigFloat -1 * -1 ok 740 - r Math::BigFloat -1 * -1 ok 741 - x Math::BigInt::Subclass -1 * -1 ok 742 - r Math::BigInt::Subclass -1 * -1 ok 743 - x Math::BigFloat::Subclass -1 * -1 ok 744 - r Math::BigFloat::Subclass -1 * -1 ok 745 - x Math::BigInt -0 * -1 ok 746 - r Math::BigInt -0 * -1 ok 747 - x Math::BigFloat -0 * -1 ok 748 - r Math::BigFloat -0 * -1 ok 749 - x Math::BigInt::Subclass -0 * -1 ok 750 - r Math::BigInt::Subclass -0 * -1 ok 751 - x Math::BigFloat::Subclass -0 * -1 ok 752 - r Math::BigFloat::Subclass -0 * -1 ok 753 - x Math::BigInt 0 * -1 ok 754 - r Math::BigInt 0 * -1 ok 755 - x Math::BigFloat 0 * -1 ok 756 - r Math::BigFloat 0 * -1 ok 757 - x Math::BigInt::Subclass 0 * -1 ok 758 - r Math::BigInt::Subclass 0 * -1 ok 759 - x Math::BigFloat::Subclass 0 * -1 ok 760 - r Math::BigFloat::Subclass 0 * -1 ok 761 - x Math::BigInt 1 * -1 ok 762 - r Math::BigInt 1 * -1 ok 763 - x Math::BigFloat 1 * -1 ok 764 - r Math::BigFloat 1 * -1 ok 765 - x Math::BigInt::Subclass 1 * -1 ok 766 - r Math::BigInt::Subclass 1 * -1 ok 767 - x Math::BigFloat::Subclass 1 * -1 ok 768 - r Math::BigFloat::Subclass 1 * -1 ok 769 - x Math::BigInt inf * -1 ok 770 - r Math::BigInt inf * -1 ok 771 - x Math::BigFloat inf * -1 ok 772 - r Math::BigFloat inf * -1 ok 773 - x Math::BigInt::Subclass inf * -1 ok 774 - r Math::BigInt::Subclass inf * -1 ok 775 - x Math::BigFloat::Subclass inf * -1 ok 776 - r Math::BigFloat::Subclass inf * -1 ok 777 - x Math::BigInt NaN * -1 ok 778 - r Math::BigInt NaN * -1 ok 779 - x Math::BigFloat NaN * -1 ok 780 - r Math::BigFloat NaN * -1 ok 781 - x Math::BigInt::Subclass NaN * -1 ok 782 - r Math::BigInt::Subclass NaN * -1 ok 783 - x Math::BigFloat::Subclass NaN * -1 ok 784 - r Math::BigFloat::Subclass NaN * -1 ok 785 - x Math::BigInt -inf * 0 ok 786 - r Math::BigInt -inf * 0 ok 787 - x Math::BigFloat -inf * 0 ok 788 - r Math::BigFloat -inf * 0 ok 789 - x Math::BigInt::Subclass -inf * 0 ok 790 - r Math::BigInt::Subclass -inf * 0 ok 791 - x Math::BigFloat::Subclass -inf * 0 ok 792 - r Math::BigFloat::Subclass -inf * 0 ok 793 - x Math::BigInt -1 * 0 ok 794 - r Math::BigInt -1 * 0 ok 795 - x Math::BigFloat -1 * 0 ok 796 - r Math::BigFloat -1 * 0 ok 797 - x Math::BigInt::Subclass -1 * 0 ok 798 - r Math::BigInt::Subclass -1 * 0 ok 799 - x Math::BigFloat::Subclass -1 * 0 ok 800 - r Math::BigFloat::Subclass -1 * 0 ok 801 - x Math::BigInt -0 * 0 ok 802 - r Math::BigInt -0 * 0 ok 803 - x Math::BigFloat -0 * 0 ok 804 - r Math::BigFloat -0 * 0 ok 805 - x Math::BigInt::Subclass -0 * 0 ok 806 - r Math::BigInt::Subclass -0 * 0 ok 807 - x Math::BigFloat::Subclass -0 * 0 ok 808 - r Math::BigFloat::Subclass -0 * 0 ok 809 - x Math::BigInt 0 * 0 ok 810 - r Math::BigInt 0 * 0 ok 811 - x Math::BigFloat 0 * 0 ok 812 - r Math::BigFloat 0 * 0 ok 813 - x Math::BigInt::Subclass 0 * 0 ok 814 - r Math::BigInt::Subclass 0 * 0 ok 815 - x Math::BigFloat::Subclass 0 * 0 ok 816 - r Math::BigFloat::Subclass 0 * 0 ok 817 - x Math::BigInt 1 * 0 ok 818 - r Math::BigInt 1 * 0 ok 819 - x Math::BigFloat 1 * 0 ok 820 - r Math::BigFloat 1 * 0 ok 821 - x Math::BigInt::Subclass 1 * 0 ok 822 - r Math::BigInt::Subclass 1 * 0 ok 823 - x Math::BigFloat::Subclass 1 * 0 ok 824 - r Math::BigFloat::Subclass 1 * 0 ok 825 - x Math::BigInt inf * 0 ok 826 - r Math::BigInt inf * 0 ok 827 - x Math::BigFloat inf * 0 ok 828 - r Math::BigFloat inf * 0 ok 829 - x Math::BigInt::Subclass inf * 0 ok 830 - r Math::BigInt::Subclass inf * 0 ok 831 - x Math::BigFloat::Subclass inf * 0 ok 832 - r Math::BigFloat::Subclass inf * 0 ok 833 - x Math::BigInt NaN * 0 ok 834 - r Math::BigInt NaN * 0 ok 835 - x Math::BigFloat NaN * 0 ok 836 - r Math::BigFloat NaN * 0 ok 837 - x Math::BigInt::Subclass NaN * 0 ok 838 - r Math::BigInt::Subclass NaN * 0 ok 839 - x Math::BigFloat::Subclass NaN * 0 ok 840 - r Math::BigFloat::Subclass NaN * 0 ok 841 - x Math::BigInt -inf * 1 ok 842 - r Math::BigInt -inf * 1 ok 843 - x Math::BigFloat -inf * 1 ok 844 - r Math::BigFloat -inf * 1 ok 845 - x Math::BigInt::Subclass -inf * 1 ok 846 - r Math::BigInt::Subclass -inf * 1 ok 847 - x Math::BigFloat::Subclass -inf * 1 ok 848 - r Math::BigFloat::Subclass -inf * 1 ok 849 - x Math::BigInt -1 * 1 ok 850 - r Math::BigInt -1 * 1 ok 851 - x Math::BigFloat -1 * 1 ok 852 - r Math::BigFloat -1 * 1 ok 853 - x Math::BigInt::Subclass -1 * 1 ok 854 - r Math::BigInt::Subclass -1 * 1 ok 855 - x Math::BigFloat::Subclass -1 * 1 ok 856 - r Math::BigFloat::Subclass -1 * 1 ok 857 - x Math::BigInt -0 * 1 ok 858 - r Math::BigInt -0 * 1 ok 859 - x Math::BigFloat -0 * 1 ok 860 - r Math::BigFloat -0 * 1 ok 861 - x Math::BigInt::Subclass -0 * 1 ok 862 - r Math::BigInt::Subclass -0 * 1 ok 863 - x Math::BigFloat::Subclass -0 * 1 ok 864 - r Math::BigFloat::Subclass -0 * 1 ok 865 - x Math::BigInt 0 * 1 ok 866 - r Math::BigInt 0 * 1 ok 867 - x Math::BigFloat 0 * 1 ok 868 - r Math::BigFloat 0 * 1 ok 869 - x Math::BigInt::Subclass 0 * 1 ok 870 - r Math::BigInt::Subclass 0 * 1 ok 871 - x Math::BigFloat::Subclass 0 * 1 ok 872 - r Math::BigFloat::Subclass 0 * 1 ok 873 - x Math::BigInt 1 * 1 ok 874 - r Math::BigInt 1 * 1 ok 875 - x Math::BigFloat 1 * 1 ok 876 - r Math::BigFloat 1 * 1 ok 877 - x Math::BigInt::Subclass 1 * 1 ok 878 - r Math::BigInt::Subclass 1 * 1 ok 879 - x Math::BigFloat::Subclass 1 * 1 ok 880 - r Math::BigFloat::Subclass 1 * 1 ok 881 - x Math::BigInt inf * 1 ok 882 - r Math::BigInt inf * 1 ok 883 - x Math::BigFloat inf * 1 ok 884 - r Math::BigFloat inf * 1 ok 885 - x Math::BigInt::Subclass inf * 1 ok 886 - r Math::BigInt::Subclass inf * 1 ok 887 - x Math::BigFloat::Subclass inf * 1 ok 888 - r Math::BigFloat::Subclass inf * 1 ok 889 - x Math::BigInt NaN * 1 ok 890 - r Math::BigInt NaN * 1 ok 891 - x Math::BigFloat NaN * 1 ok 892 - r Math::BigFloat NaN * 1 ok 893 - x Math::BigInt::Subclass NaN * 1 ok 894 - r Math::BigInt::Subclass NaN * 1 ok 895 - x Math::BigFloat::Subclass NaN * 1 ok 896 - r Math::BigFloat::Subclass NaN * 1 ok 897 - x Math::BigInt -inf * inf ok 898 - r Math::BigInt -inf * inf ok 899 - x Math::BigFloat -inf * inf ok 900 - r Math::BigFloat -inf * inf ok 901 - x Math::BigInt::Subclass -inf * inf ok 902 - r Math::BigInt::Subclass -inf * inf ok 903 - x Math::BigFloat::Subclass -inf * inf ok 904 - r Math::BigFloat::Subclass -inf * inf ok 905 - x Math::BigInt -1 * inf ok 906 - r Math::BigInt -1 * inf ok 907 - x Math::BigFloat -1 * inf ok 908 - r Math::BigFloat -1 * inf ok 909 - x Math::BigInt::Subclass -1 * inf ok 910 - r Math::BigInt::Subclass -1 * inf ok 911 - x Math::BigFloat::Subclass -1 * inf ok 912 - r Math::BigFloat::Subclass -1 * inf ok 913 - x Math::BigInt -0 * inf ok 914 - r Math::BigInt -0 * inf ok 915 - x Math::BigFloat -0 * inf ok 916 - r Math::BigFloat -0 * inf ok 917 - x Math::BigInt::Subclass -0 * inf ok 918 - r Math::BigInt::Subclass -0 * inf ok 919 - x Math::BigFloat::Subclass -0 * inf ok 920 - r Math::BigFloat::Subclass -0 * inf ok 921 - x Math::BigInt 0 * inf ok 922 - r Math::BigInt 0 * inf ok 923 - x Math::BigFloat 0 * inf ok 924 - r Math::BigFloat 0 * inf ok 925 - x Math::BigInt::Subclass 0 * inf ok 926 - r Math::BigInt::Subclass 0 * inf ok 927 - x Math::BigFloat::Subclass 0 * inf ok 928 - r Math::BigFloat::Subclass 0 * inf ok 929 - x Math::BigInt 1 * inf ok 930 - r Math::BigInt 1 * inf ok 931 - x Math::BigFloat 1 * inf ok 932 - r Math::BigFloat 1 * inf ok 933 - x Math::BigInt::Subclass 1 * inf ok 934 - r Math::BigInt::Subclass 1 * inf ok 935 - x Math::BigFloat::Subclass 1 * inf ok 936 - r Math::BigFloat::Subclass 1 * inf ok 937 - x Math::BigInt inf * inf ok 938 - r Math::BigInt inf * inf ok 939 - x Math::BigFloat inf * inf ok 940 - r Math::BigFloat inf * inf ok 941 - x Math::BigInt::Subclass inf * inf ok 942 - r Math::BigInt::Subclass inf * inf ok 943 - x Math::BigFloat::Subclass inf * inf ok 944 - r Math::BigFloat::Subclass inf * inf ok 945 - x Math::BigInt NaN * inf ok 946 - r Math::BigInt NaN * inf ok 947 - x Math::BigFloat NaN * inf ok 948 - r Math::BigFloat NaN * inf ok 949 - x Math::BigInt::Subclass NaN * inf ok 950 - r Math::BigInt::Subclass NaN * inf ok 951 - x Math::BigFloat::Subclass NaN * inf ok 952 - r Math::BigFloat::Subclass NaN * inf ok 953 - x Math::BigInt -inf * NaN ok 954 - r Math::BigInt -inf * NaN ok 955 - x Math::BigFloat -inf * NaN ok 956 - r Math::BigFloat -inf * NaN ok 957 - x Math::BigInt::Subclass -inf * NaN ok 958 - r Math::BigInt::Subclass -inf * NaN ok 959 - x Math::BigFloat::Subclass -inf * NaN ok 960 - r Math::BigFloat::Subclass -inf * NaN ok 961 - x Math::BigInt -1 * NaN ok 962 - r Math::BigInt -1 * NaN ok 963 - x Math::BigFloat -1 * NaN ok 964 - r Math::BigFloat -1 * NaN ok 965 - x Math::BigInt::Subclass -1 * NaN ok 966 - r Math::BigInt::Subclass -1 * NaN ok 967 - x Math::BigFloat::Subclass -1 * NaN ok 968 - r Math::BigFloat::Subclass -1 * NaN ok 969 - x Math::BigInt -0 * NaN ok 970 - r Math::BigInt -0 * NaN ok 971 - x Math::BigFloat -0 * NaN ok 972 - r Math::BigFloat -0 * NaN ok 973 - x Math::BigInt::Subclass -0 * NaN ok 974 - r Math::BigInt::Subclass -0 * NaN ok 975 - x Math::BigFloat::Subclass -0 * NaN ok 976 - r Math::BigFloat::Subclass -0 * NaN ok 977 - x Math::BigInt 0 * NaN ok 978 - r Math::BigInt 0 * NaN ok 979 - x Math::BigFloat 0 * NaN ok 980 - r Math::BigFloat 0 * NaN ok 981 - x Math::BigInt::Subclass 0 * NaN ok 982 - r Math::BigInt::Subclass 0 * NaN ok 983 - x Math::BigFloat::Subclass 0 * NaN ok 984 - r Math::BigFloat::Subclass 0 * NaN ok 985 - x Math::BigInt 1 * NaN ok 986 - r Math::BigInt 1 * NaN ok 987 - x Math::BigFloat 1 * NaN ok 988 - r Math::BigFloat 1 * NaN ok 989 - x Math::BigInt::Subclass 1 * NaN ok 990 - r Math::BigInt::Subclass 1 * NaN ok 991 - x Math::BigFloat::Subclass 1 * NaN ok 992 - r Math::BigFloat::Subclass 1 * NaN ok 993 - x Math::BigInt inf * NaN ok 994 - r Math::BigInt inf * NaN ok 995 - x Math::BigFloat inf * NaN ok 996 - r Math::BigFloat inf * NaN ok 997 - x Math::BigInt::Subclass inf * NaN ok 998 - r Math::BigInt::Subclass inf * NaN ok 999 - x Math::BigFloat::Subclass inf * NaN ok 1000 - r Math::BigFloat::Subclass inf * NaN ok 1001 - x Math::BigInt NaN * NaN ok 1002 - r Math::BigInt NaN * NaN ok 1003 - x Math::BigFloat NaN * NaN ok 1004 - r Math::BigFloat NaN * NaN ok 1005 - x Math::BigInt::Subclass NaN * NaN ok 1006 - r Math::BigInt::Subclass NaN * NaN ok 1007 - x Math::BigFloat::Subclass NaN * NaN ok 1008 - r Math::BigFloat::Subclass NaN * NaN ok 1009 - x Math::BigInt -inf / -inf ok 1010 - r Math::BigInt -inf / -inf ok 1011 - t Math::BigInt -inf / -inf ok 1012 - d Math::BigInt -inf / -inf ok 1013 - m Math::BigInt -inf % -inf ok 1014 - o Math::BigInt -inf % -inf ok 1015 - x Math::BigFloat -inf / -inf ok 1016 - r Math::BigFloat -inf / -inf ok 1017 - t Math::BigFloat -inf / -inf ok 1018 - d Math::BigFloat -inf / -inf ok 1019 - m Math::BigFloat -inf % -inf ok 1020 - o Math::BigFloat -inf % -inf ok 1021 - x Math::BigInt::Subclass -inf / -inf ok 1022 - r Math::BigInt::Subclass -inf / -inf ok 1023 - t Math::BigInt::Subclass -inf / -inf ok 1024 - d Math::BigInt::Subclass -inf / -inf ok 1025 - m Math::BigInt::Subclass -inf % -inf ok 1026 - o Math::BigInt::Subclass -inf % -inf ok 1027 - x Math::BigFloat::Subclass -inf / -inf ok 1028 - r Math::BigFloat::Subclass -inf / -inf ok 1029 - t Math::BigFloat::Subclass -inf / -inf ok 1030 - d Math::BigFloat::Subclass -inf / -inf ok 1031 - m Math::BigFloat::Subclass -inf % -inf ok 1032 - o Math::BigFloat::Subclass -inf % -inf ok 1033 - x Math::BigInt -1 / -inf ok 1034 - r Math::BigInt -1 / -inf ok 1035 - t Math::BigInt -1 / -inf ok 1036 - d Math::BigInt -1 / -inf ok 1037 - m Math::BigInt -1 % -inf ok 1038 - o Math::BigInt -1 % -inf ok 1039 - x Math::BigFloat -1 / -inf ok 1040 - r Math::BigFloat -1 / -inf ok 1041 - t Math::BigFloat -1 / -inf ok 1042 - d Math::BigFloat -1 / -inf ok 1043 - m Math::BigFloat -1 % -inf ok 1044 - o Math::BigFloat -1 % -inf ok 1045 - x Math::BigInt::Subclass -1 / -inf ok 1046 - r Math::BigInt::Subclass -1 / -inf ok 1047 - t Math::BigInt::Subclass -1 / -inf ok 1048 - d Math::BigInt::Subclass -1 / -inf ok 1049 - m Math::BigInt::Subclass -1 % -inf ok 1050 - o Math::BigInt::Subclass -1 % -inf ok 1051 - x Math::BigFloat::Subclass -1 / -inf ok 1052 - r Math::BigFloat::Subclass -1 / -inf ok 1053 - t Math::BigFloat::Subclass -1 / -inf ok 1054 - d Math::BigFloat::Subclass -1 / -inf ok 1055 - m Math::BigFloat::Subclass -1 % -inf ok 1056 - o Math::BigFloat::Subclass -1 % -inf ok 1057 - x Math::BigInt -0 / -inf ok 1058 - r Math::BigInt -0 / -inf ok 1059 - t Math::BigInt -0 / -inf ok 1060 - d Math::BigInt -0 / -inf ok 1061 - m Math::BigInt -0 % -inf ok 1062 - o Math::BigInt -0 % -inf ok 1063 - x Math::BigFloat -0 / -inf ok 1064 - r Math::BigFloat -0 / -inf ok 1065 - t Math::BigFloat -0 / -inf ok 1066 - d Math::BigFloat -0 / -inf ok 1067 - m Math::BigFloat -0 % -inf ok 1068 - o Math::BigFloat -0 % -inf ok 1069 - x Math::BigInt::Subclass -0 / -inf ok 1070 - r Math::BigInt::Subclass -0 / -inf ok 1071 - t Math::BigInt::Subclass -0 / -inf ok 1072 - d Math::BigInt::Subclass -0 / -inf ok 1073 - m Math::BigInt::Subclass -0 % -inf ok 1074 - o Math::BigInt::Subclass -0 % -inf ok 1075 - x Math::BigFloat::Subclass -0 / -inf ok 1076 - r Math::BigFloat::Subclass -0 / -inf ok 1077 - t Math::BigFloat::Subclass -0 / -inf ok 1078 - d Math::BigFloat::Subclass -0 / -inf ok 1079 - m Math::BigFloat::Subclass -0 % -inf ok 1080 - o Math::BigFloat::Subclass -0 % -inf ok 1081 - x Math::BigInt 0 / -inf ok 1082 - r Math::BigInt 0 / -inf ok 1083 - t Math::BigInt 0 / -inf ok 1084 - d Math::BigInt 0 / -inf ok 1085 - m Math::BigInt 0 % -inf ok 1086 - o Math::BigInt 0 % -inf ok 1087 - x Math::BigFloat 0 / -inf ok 1088 - r Math::BigFloat 0 / -inf ok 1089 - t Math::BigFloat 0 / -inf ok 1090 - d Math::BigFloat 0 / -inf ok 1091 - m Math::BigFloat 0 % -inf ok 1092 - o Math::BigFloat 0 % -inf ok 1093 - x Math::BigInt::Subclass 0 / -inf ok 1094 - r Math::BigInt::Subclass 0 / -inf ok 1095 - t Math::BigInt::Subclass 0 / -inf ok 1096 - d Math::BigInt::Subclass 0 / -inf ok 1097 - m Math::BigInt::Subclass 0 % -inf ok 1098 - o Math::BigInt::Subclass 0 % -inf ok 1099 - x Math::BigFloat::Subclass 0 / -inf ok 1100 - r Math::BigFloat::Subclass 0 / -inf ok 1101 - t Math::BigFloat::Subclass 0 / -inf ok 1102 - d Math::BigFloat::Subclass 0 / -inf ok 1103 - m Math::BigFloat::Subclass 0 % -inf ok 1104 - o Math::BigFloat::Subclass 0 % -inf ok 1105 - x Math::BigInt 1 / -inf ok 1106 - r Math::BigInt 1 / -inf ok 1107 - t Math::BigInt 1 / -inf ok 1108 - d Math::BigInt 1 / -inf ok 1109 - m Math::BigInt 1 % -inf ok 1110 - o Math::BigInt 1 % -inf ok 1111 - x Math::BigFloat 1 / -inf ok 1112 - r Math::BigFloat 1 / -inf ok 1113 - t Math::BigFloat 1 / -inf ok 1114 - d Math::BigFloat 1 / -inf ok 1115 - m Math::BigFloat 1 % -inf ok 1116 - o Math::BigFloat 1 % -inf ok 1117 - x Math::BigInt::Subclass 1 / -inf ok 1118 - r Math::BigInt::Subclass 1 / -inf ok 1119 - t Math::BigInt::Subclass 1 / -inf ok 1120 - d Math::BigInt::Subclass 1 / -inf ok 1121 - m Math::BigInt::Subclass 1 % -inf ok 1122 - o Math::BigInt::Subclass 1 % -inf ok 1123 - x Math::BigFloat::Subclass 1 / -inf ok 1124 - r Math::BigFloat::Subclass 1 / -inf ok 1125 - t Math::BigFloat::Subclass 1 / -inf ok 1126 - d Math::BigFloat::Subclass 1 / -inf ok 1127 - m Math::BigFloat::Subclass 1 % -inf ok 1128 - o Math::BigFloat::Subclass 1 % -inf ok 1129 - x Math::BigInt inf / -inf ok 1130 - r Math::BigInt inf / -inf ok 1131 - t Math::BigInt inf / -inf ok 1132 - d Math::BigInt inf / -inf ok 1133 - m Math::BigInt inf % -inf ok 1134 - o Math::BigInt inf % -inf ok 1135 - x Math::BigFloat inf / -inf ok 1136 - r Math::BigFloat inf / -inf ok 1137 - t Math::BigFloat inf / -inf ok 1138 - d Math::BigFloat inf / -inf ok 1139 - m Math::BigFloat inf % -inf ok 1140 - o Math::BigFloat inf % -inf ok 1141 - x Math::BigInt::Subclass inf / -inf ok 1142 - r Math::BigInt::Subclass inf / -inf ok 1143 - t Math::BigInt::Subclass inf / -inf ok 1144 - d Math::BigInt::Subclass inf / -inf ok 1145 - m Math::BigInt::Subclass inf % -inf ok 1146 - o Math::BigInt::Subclass inf % -inf ok 1147 - x Math::BigFloat::Subclass inf / -inf ok 1148 - r Math::BigFloat::Subclass inf / -inf ok 1149 - t Math::BigFloat::Subclass inf / -inf ok 1150 - d Math::BigFloat::Subclass inf / -inf ok 1151 - m Math::BigFloat::Subclass inf % -inf ok 1152 - o Math::BigFloat::Subclass inf % -inf ok 1153 - x Math::BigInt NaN / -inf ok 1154 - r Math::BigInt NaN / -inf ok 1155 - t Math::BigInt NaN / -inf ok 1156 - d Math::BigInt NaN / -inf ok 1157 - m Math::BigInt NaN % -inf ok 1158 - o Math::BigInt NaN % -inf ok 1159 - x Math::BigFloat NaN / -inf ok 1160 - r Math::BigFloat NaN / -inf ok 1161 - t Math::BigFloat NaN / -inf ok 1162 - d Math::BigFloat NaN / -inf ok 1163 - m Math::BigFloat NaN % -inf ok 1164 - o Math::BigFloat NaN % -inf ok 1165 - x Math::BigInt::Subclass NaN / -inf ok 1166 - r Math::BigInt::Subclass NaN / -inf ok 1167 - t Math::BigInt::Subclass NaN / -inf ok 1168 - d Math::BigInt::Subclass NaN / -inf ok 1169 - m Math::BigInt::Subclass NaN % -inf ok 1170 - o Math::BigInt::Subclass NaN % -inf ok 1171 - x Math::BigFloat::Subclass NaN / -inf ok 1172 - r Math::BigFloat::Subclass NaN / -inf ok 1173 - t Math::BigFloat::Subclass NaN / -inf ok 1174 - d Math::BigFloat::Subclass NaN / -inf ok 1175 - m Math::BigFloat::Subclass NaN % -inf ok 1176 - o Math::BigFloat::Subclass NaN % -inf ok 1177 - x Math::BigInt -inf / -1 ok 1178 - r Math::BigInt -inf / -1 ok 1179 - t Math::BigInt -inf / -1 ok 1180 - d Math::BigInt -inf / -1 ok 1181 - m Math::BigInt -inf % -1 ok 1182 - o Math::BigInt -inf % -1 ok 1183 - x Math::BigFloat -inf / -1 ok 1184 - r Math::BigFloat -inf / -1 ok 1185 - t Math::BigFloat -inf / -1 ok 1186 - d Math::BigFloat -inf / -1 ok 1187 - m Math::BigFloat -inf % -1 ok 1188 - o Math::BigFloat -inf % -1 ok 1189 - x Math::BigInt::Subclass -inf / -1 ok 1190 - r Math::BigInt::Subclass -inf / -1 ok 1191 - t Math::BigInt::Subclass -inf / -1 ok 1192 - d Math::BigInt::Subclass -inf / -1 ok 1193 - m Math::BigInt::Subclass -inf % -1 ok 1194 - o Math::BigInt::Subclass -inf % -1 ok 1195 - x Math::BigFloat::Subclass -inf / -1 ok 1196 - r Math::BigFloat::Subclass -inf / -1 ok 1197 - t Math::BigFloat::Subclass -inf / -1 ok 1198 - d Math::BigFloat::Subclass -inf / -1 ok 1199 - m Math::BigFloat::Subclass -inf % -1 ok 1200 - o Math::BigFloat::Subclass -inf % -1 ok 1201 - x Math::BigInt -1 / -1 ok 1202 - r Math::BigInt -1 / -1 ok 1203 - t Math::BigInt -1 / -1 ok 1204 - d Math::BigInt -1 / -1 ok 1205 - m Math::BigInt -1 % -1 ok 1206 - o Math::BigInt -1 % -1 ok 1207 - x Math::BigFloat -1 / -1 ok 1208 - r Math::BigFloat -1 / -1 ok 1209 - t Math::BigFloat -1 / -1 ok 1210 - d Math::BigFloat -1 / -1 ok 1211 - m Math::BigFloat -1 % -1 ok 1212 - o Math::BigFloat -1 % -1 ok 1213 - x Math::BigInt::Subclass -1 / -1 ok 1214 - r Math::BigInt::Subclass -1 / -1 ok 1215 - t Math::BigInt::Subclass -1 / -1 ok 1216 - d Math::BigInt::Subclass -1 / -1 ok 1217 - m Math::BigInt::Subclass -1 % -1 ok 1218 - o Math::BigInt::Subclass -1 % -1 ok 1219 - x Math::BigFloat::Subclass -1 / -1 ok 1220 - r Math::BigFloat::Subclass -1 / -1 ok 1221 - t Math::BigFloat::Subclass -1 / -1 ok 1222 - d Math::BigFloat::Subclass -1 / -1 ok 1223 - m Math::BigFloat::Subclass -1 % -1 ok 1224 - o Math::BigFloat::Subclass -1 % -1 ok 1225 - x Math::BigInt -0 / -1 ok 1226 - r Math::BigInt -0 / -1 ok 1227 - t Math::BigInt -0 / -1 ok 1228 - d Math::BigInt -0 / -1 ok 1229 - m Math::BigInt -0 % -1 ok 1230 - o Math::BigInt -0 % -1 ok 1231 - x Math::BigFloat -0 / -1 ok 1232 - r Math::BigFloat -0 / -1 ok 1233 - t Math::BigFloat -0 / -1 ok 1234 - d Math::BigFloat -0 / -1 ok 1235 - m Math::BigFloat -0 % -1 ok 1236 - o Math::BigFloat -0 % -1 ok 1237 - x Math::BigInt::Subclass -0 / -1 ok 1238 - r Math::BigInt::Subclass -0 / -1 ok 1239 - t Math::BigInt::Subclass -0 / -1 ok 1240 - d Math::BigInt::Subclass -0 / -1 ok 1241 - m Math::BigInt::Subclass -0 % -1 ok 1242 - o Math::BigInt::Subclass -0 % -1 ok 1243 - x Math::BigFloat::Subclass -0 / -1 ok 1244 - r Math::BigFloat::Subclass -0 / -1 ok 1245 - t Math::BigFloat::Subclass -0 / -1 ok 1246 - d Math::BigFloat::Subclass -0 / -1 ok 1247 - m Math::BigFloat::Subclass -0 % -1 ok 1248 - o Math::BigFloat::Subclass -0 % -1 ok 1249 - x Math::BigInt 0 / -1 ok 1250 - r Math::BigInt 0 / -1 ok 1251 - t Math::BigInt 0 / -1 ok 1252 - d Math::BigInt 0 / -1 ok 1253 - m Math::BigInt 0 % -1 ok 1254 - o Math::BigInt 0 % -1 ok 1255 - x Math::BigFloat 0 / -1 ok 1256 - r Math::BigFloat 0 / -1 ok 1257 - t Math::BigFloat 0 / -1 ok 1258 - d Math::BigFloat 0 / -1 ok 1259 - m Math::BigFloat 0 % -1 ok 1260 - o Math::BigFloat 0 % -1 ok 1261 - x Math::BigInt::Subclass 0 / -1 ok 1262 - r Math::BigInt::Subclass 0 / -1 ok 1263 - t Math::BigInt::Subclass 0 / -1 ok 1264 - d Math::BigInt::Subclass 0 / -1 ok 1265 - m Math::BigInt::Subclass 0 % -1 ok 1266 - o Math::BigInt::Subclass 0 % -1 ok 1267 - x Math::BigFloat::Subclass 0 / -1 ok 1268 - r Math::BigFloat::Subclass 0 / -1 ok 1269 - t Math::BigFloat::Subclass 0 / -1 ok 1270 - d Math::BigFloat::Subclass 0 / -1 ok 1271 - m Math::BigFloat::Subclass 0 % -1 ok 1272 - o Math::BigFloat::Subclass 0 % -1 ok 1273 - x Math::BigInt 1 / -1 ok 1274 - r Math::BigInt 1 / -1 ok 1275 - t Math::BigInt 1 / -1 ok 1276 - d Math::BigInt 1 / -1 ok 1277 - m Math::BigInt 1 % -1 ok 1278 - o Math::BigInt 1 % -1 ok 1279 - x Math::BigFloat 1 / -1 ok 1280 - r Math::BigFloat 1 / -1 ok 1281 - t Math::BigFloat 1 / -1 ok 1282 - d Math::BigFloat 1 / -1 ok 1283 - m Math::BigFloat 1 % -1 ok 1284 - o Math::BigFloat 1 % -1 ok 1285 - x Math::BigInt::Subclass 1 / -1 ok 1286 - r Math::BigInt::Subclass 1 / -1 ok 1287 - t Math::BigInt::Subclass 1 / -1 ok 1288 - d Math::BigInt::Subclass 1 / -1 ok 1289 - m Math::BigInt::Subclass 1 % -1 ok 1290 - o Math::BigInt::Subclass 1 % -1 ok 1291 - x Math::BigFloat::Subclass 1 / -1 ok 1292 - r Math::BigFloat::Subclass 1 / -1 ok 1293 - t Math::BigFloat::Subclass 1 / -1 ok 1294 - d Math::BigFloat::Subclass 1 / -1 ok 1295 - m Math::BigFloat::Subclass 1 % -1 ok 1296 - o Math::BigFloat::Subclass 1 % -1 ok 1297 - x Math::BigInt inf / -1 ok 1298 - r Math::BigInt inf / -1 ok 1299 - t Math::BigInt inf / -1 ok 1300 - d Math::BigInt inf / -1 ok 1301 - m Math::BigInt inf % -1 ok 1302 - o Math::BigInt inf % -1 ok 1303 - x Math::BigFloat inf / -1 ok 1304 - r Math::BigFloat inf / -1 ok 1305 - t Math::BigFloat inf / -1 ok 1306 - d Math::BigFloat inf / -1 ok 1307 - m Math::BigFloat inf % -1 ok 1308 - o Math::BigFloat inf % -1 ok 1309 - x Math::BigInt::Subclass inf / -1 ok 1310 - r Math::BigInt::Subclass inf / -1 ok 1311 - t Math::BigInt::Subclass inf / -1 ok 1312 - d Math::BigInt::Subclass inf / -1 ok 1313 - m Math::BigInt::Subclass inf % -1 ok 1314 - o Math::BigInt::Subclass inf % -1 ok 1315 - x Math::BigFloat::Subclass inf / -1 ok 1316 - r Math::BigFloat::Subclass inf / -1 ok 1317 - t Math::BigFloat::Subclass inf / -1 ok 1318 - d Math::BigFloat::Subclass inf / -1 ok 1319 - m Math::BigFloat::Subclass inf % -1 ok 1320 - o Math::BigFloat::Subclass inf % -1 ok 1321 - x Math::BigInt NaN / -1 ok 1322 - r Math::BigInt NaN / -1 ok 1323 - t Math::BigInt NaN / -1 ok 1324 - d Math::BigInt NaN / -1 ok 1325 - m Math::BigInt NaN % -1 ok 1326 - o Math::BigInt NaN % -1 ok 1327 - x Math::BigFloat NaN / -1 ok 1328 - r Math::BigFloat NaN / -1 ok 1329 - t Math::BigFloat NaN / -1 ok 1330 - d Math::BigFloat NaN / -1 ok 1331 - m Math::BigFloat NaN % -1 ok 1332 - o Math::BigFloat NaN % -1 ok 1333 - x Math::BigInt::Subclass NaN / -1 ok 1334 - r Math::BigInt::Subclass NaN / -1 ok 1335 - t Math::BigInt::Subclass NaN / -1 ok 1336 - d Math::BigInt::Subclass NaN / -1 ok 1337 - m Math::BigInt::Subclass NaN % -1 ok 1338 - o Math::BigInt::Subclass NaN % -1 ok 1339 - x Math::BigFloat::Subclass NaN / -1 ok 1340 - r Math::BigFloat::Subclass NaN / -1 ok 1341 - t Math::BigFloat::Subclass NaN / -1 ok 1342 - d Math::BigFloat::Subclass NaN / -1 ok 1343 - m Math::BigFloat::Subclass NaN % -1 ok 1344 - o Math::BigFloat::Subclass NaN % -1 ok 1345 - x Math::BigInt -inf / 0 ok 1346 - r Math::BigInt -inf / 0 ok 1347 - t Math::BigInt -inf / 0 ok 1348 - d Math::BigInt -inf / 0 ok 1349 - m Math::BigInt -inf % 0 ok 1350 - o Math::BigInt -inf % 0 ok 1351 - x Math::BigFloat -inf / 0 ok 1352 - r Math::BigFloat -inf / 0 ok 1353 - t Math::BigFloat -inf / 0 ok 1354 - d Math::BigFloat -inf / 0 ok 1355 - m Math::BigFloat -inf % 0 ok 1356 - o Math::BigFloat -inf % 0 ok 1357 - x Math::BigInt::Subclass -inf / 0 ok 1358 - r Math::BigInt::Subclass -inf / 0 ok 1359 - t Math::BigInt::Subclass -inf / 0 ok 1360 - d Math::BigInt::Subclass -inf / 0 ok 1361 - m Math::BigInt::Subclass -inf % 0 ok 1362 - o Math::BigInt::Subclass -inf % 0 ok 1363 - x Math::BigFloat::Subclass -inf / 0 ok 1364 - r Math::BigFloat::Subclass -inf / 0 ok 1365 - t Math::BigFloat::Subclass -inf / 0 ok 1366 - d Math::BigFloat::Subclass -inf / 0 ok 1367 - m Math::BigFloat::Subclass -inf % 0 ok 1368 - o Math::BigFloat::Subclass -inf % 0 ok 1369 - x Math::BigInt -1 / 0 ok 1370 - r Math::BigInt -1 / 0 ok 1371 - t Math::BigInt -1 / 0 ok 1372 - d Math::BigInt -1 / 0 ok 1373 - m Math::BigInt -1 % 0 ok 1374 - o Math::BigInt -1 % 0 ok 1375 - x Math::BigFloat -1 / 0 ok 1376 - r Math::BigFloat -1 / 0 ok 1377 - t Math::BigFloat -1 / 0 ok 1378 - d Math::BigFloat -1 / 0 ok 1379 - m Math::BigFloat -1 % 0 ok 1380 - o Math::BigFloat -1 % 0 ok 1381 - x Math::BigInt::Subclass -1 / 0 ok 1382 - r Math::BigInt::Subclass -1 / 0 ok 1383 - t Math::BigInt::Subclass -1 / 0 ok 1384 - d Math::BigInt::Subclass -1 / 0 ok 1385 - m Math::BigInt::Subclass -1 % 0 ok 1386 - o Math::BigInt::Subclass -1 % 0 ok 1387 - x Math::BigFloat::Subclass -1 / 0 ok 1388 - r Math::BigFloat::Subclass -1 / 0 ok 1389 - t Math::BigFloat::Subclass -1 / 0 ok 1390 - d Math::BigFloat::Subclass -1 / 0 ok 1391 - m Math::BigFloat::Subclass -1 % 0 ok 1392 - o Math::BigFloat::Subclass -1 % 0 ok 1393 - x Math::BigInt -0 / 0 ok 1394 - r Math::BigInt -0 / 0 ok 1395 - t Math::BigInt -0 / 0 ok 1396 - d Math::BigInt -0 / 0 ok 1397 - m Math::BigInt -0 % 0 ok 1398 - o Math::BigInt -0 % 0 ok 1399 - x Math::BigFloat -0 / 0 ok 1400 - r Math::BigFloat -0 / 0 ok 1401 - t Math::BigFloat -0 / 0 ok 1402 - d Math::BigFloat -0 / 0 ok 1403 - m Math::BigFloat -0 % 0 ok 1404 - o Math::BigFloat -0 % 0 ok 1405 - x Math::BigInt::Subclass -0 / 0 ok 1406 - r Math::BigInt::Subclass -0 / 0 ok 1407 - t Math::BigInt::Subclass -0 / 0 ok 1408 - d Math::BigInt::Subclass -0 / 0 ok 1409 - m Math::BigInt::Subclass -0 % 0 ok 1410 - o Math::BigInt::Subclass -0 % 0 ok 1411 - x Math::BigFloat::Subclass -0 / 0 ok 1412 - r Math::BigFloat::Subclass -0 / 0 ok 1413 - t Math::BigFloat::Subclass -0 / 0 ok 1414 - d Math::BigFloat::Subclass -0 / 0 ok 1415 - m Math::BigFloat::Subclass -0 % 0 ok 1416 - o Math::BigFloat::Subclass -0 % 0 ok 1417 - x Math::BigInt 0 / 0 ok 1418 - r Math::BigInt 0 / 0 ok 1419 - t Math::BigInt 0 / 0 ok 1420 - d Math::BigInt 0 / 0 ok 1421 - m Math::BigInt 0 % 0 ok 1422 - o Math::BigInt 0 % 0 ok 1423 - x Math::BigFloat 0 / 0 ok 1424 - r Math::BigFloat 0 / 0 ok 1425 - t Math::BigFloat 0 / 0 ok 1426 - d Math::BigFloat 0 / 0 ok 1427 - m Math::BigFloat 0 % 0 ok 1428 - o Math::BigFloat 0 % 0 ok 1429 - x Math::BigInt::Subclass 0 / 0 ok 1430 - r Math::BigInt::Subclass 0 / 0 ok 1431 - t Math::BigInt::Subclass 0 / 0 ok 1432 - d Math::BigInt::Subclass 0 / 0 ok 1433 - m Math::BigInt::Subclass 0 % 0 ok 1434 - o Math::BigInt::Subclass 0 % 0 ok 1435 - x Math::BigFloat::Subclass 0 / 0 ok 1436 - r Math::BigFloat::Subclass 0 / 0 ok 1437 - t Math::BigFloat::Subclass 0 / 0 ok 1438 - d Math::BigFloat::Subclass 0 / 0 ok 1439 - m Math::BigFloat::Subclass 0 % 0 ok 1440 - o Math::BigFloat::Subclass 0 % 0 ok 1441 - x Math::BigInt 1 / 0 ok 1442 - r Math::BigInt 1 / 0 ok 1443 - t Math::BigInt 1 / 0 ok 1444 - d Math::BigInt 1 / 0 ok 1445 - m Math::BigInt 1 % 0 ok 1446 - o Math::BigInt 1 % 0 ok 1447 - x Math::BigFloat 1 / 0 ok 1448 - r Math::BigFloat 1 / 0 ok 1449 - t Math::BigFloat 1 / 0 ok 1450 - d Math::BigFloat 1 / 0 ok 1451 - m Math::BigFloat 1 % 0 ok 1452 - o Math::BigFloat 1 % 0 ok 1453 - x Math::BigInt::Subclass 1 / 0 ok 1454 - r Math::BigInt::Subclass 1 / 0 ok 1455 - t Math::BigInt::Subclass 1 / 0 ok 1456 - d Math::BigInt::Subclass 1 / 0 ok 1457 - m Math::BigInt::Subclass 1 % 0 ok 1458 - o Math::BigInt::Subclass 1 % 0 ok 1459 - x Math::BigFloat::Subclass 1 / 0 ok 1460 - r Math::BigFloat::Subclass 1 / 0 ok 1461 - t Math::BigFloat::Subclass 1 / 0 ok 1462 - d Math::BigFloat::Subclass 1 / 0 ok 1463 - m Math::BigFloat::Subclass 1 % 0 ok 1464 - o Math::BigFloat::Subclass 1 % 0 ok 1465 - x Math::BigInt inf / 0 ok 1466 - r Math::BigInt inf / 0 ok 1467 - t Math::BigInt inf / 0 ok 1468 - d Math::BigInt inf / 0 ok 1469 - m Math::BigInt inf % 0 ok 1470 - o Math::BigInt inf % 0 ok 1471 - x Math::BigFloat inf / 0 ok 1472 - r Math::BigFloat inf / 0 ok 1473 - t Math::BigFloat inf / 0 ok 1474 - d Math::BigFloat inf / 0 ok 1475 - m Math::BigFloat inf % 0 ok 1476 - o Math::BigFloat inf % 0 ok 1477 - x Math::BigInt::Subclass inf / 0 ok 1478 - r Math::BigInt::Subclass inf / 0 ok 1479 - t Math::BigInt::Subclass inf / 0 ok 1480 - d Math::BigInt::Subclass inf / 0 ok 1481 - m Math::BigInt::Subclass inf % 0 ok 1482 - o Math::BigInt::Subclass inf % 0 ok 1483 - x Math::BigFloat::Subclass inf / 0 ok 1484 - r Math::BigFloat::Subclass inf / 0 ok 1485 - t Math::BigFloat::Subclass inf / 0 ok 1486 - d Math::BigFloat::Subclass inf / 0 ok 1487 - m Math::BigFloat::Subclass inf % 0 ok 1488 - o Math::BigFloat::Subclass inf % 0 ok 1489 - x Math::BigInt NaN / 0 ok 1490 - r Math::BigInt NaN / 0 ok 1491 - t Math::BigInt NaN / 0 ok 1492 - d Math::BigInt NaN / 0 ok 1493 - m Math::BigInt NaN % 0 ok 1494 - o Math::BigInt NaN % 0 ok 1495 - x Math::BigFloat NaN / 0 ok 1496 - r Math::BigFloat NaN / 0 ok 1497 - t Math::BigFloat NaN / 0 ok 1498 - d Math::BigFloat NaN / 0 ok 1499 - m Math::BigFloat NaN % 0 ok 1500 - o Math::BigFloat NaN % 0 ok 1501 - x Math::BigInt::Subclass NaN / 0 ok 1502 - r Math::BigInt::Subclass NaN / 0 ok 1503 - t Math::BigInt::Subclass NaN / 0 ok 1504 - d Math::BigInt::Subclass NaN / 0 ok 1505 - m Math::BigInt::Subclass NaN % 0 ok 1506 - o Math::BigInt::Subclass NaN % 0 ok 1507 - x Math::BigFloat::Subclass NaN / 0 ok 1508 - r Math::BigFloat::Subclass NaN / 0 ok 1509 - t Math::BigFloat::Subclass NaN / 0 ok 1510 - d Math::BigFloat::Subclass NaN / 0 ok 1511 - m Math::BigFloat::Subclass NaN % 0 ok 1512 - o Math::BigFloat::Subclass NaN % 0 ok 1513 - x Math::BigInt -inf / 1 ok 1514 - r Math::BigInt -inf / 1 ok 1515 - t Math::BigInt -inf / 1 ok 1516 - d Math::BigInt -inf / 1 ok 1517 - m Math::BigInt -inf % 1 ok 1518 - o Math::BigInt -inf % 1 ok 1519 - x Math::BigFloat -inf / 1 ok 1520 - r Math::BigFloat -inf / 1 ok 1521 - t Math::BigFloat -inf / 1 ok 1522 - d Math::BigFloat -inf / 1 ok 1523 - m Math::BigFloat -inf % 1 ok 1524 - o Math::BigFloat -inf % 1 ok 1525 - x Math::BigInt::Subclass -inf / 1 ok 1526 - r Math::BigInt::Subclass -inf / 1 ok 1527 - t Math::BigInt::Subclass -inf / 1 ok 1528 - d Math::BigInt::Subclass -inf / 1 ok 1529 - m Math::BigInt::Subclass -inf % 1 ok 1530 - o Math::BigInt::Subclass -inf % 1 ok 1531 - x Math::BigFloat::Subclass -inf / 1 ok 1532 - r Math::BigFloat::Subclass -inf / 1 ok 1533 - t Math::BigFloat::Subclass -inf / 1 ok 1534 - d Math::BigFloat::Subclass -inf / 1 ok 1535 - m Math::BigFloat::Subclass -inf % 1 ok 1536 - o Math::BigFloat::Subclass -inf % 1 ok 1537 - x Math::BigInt -1 / 1 ok 1538 - r Math::BigInt -1 / 1 ok 1539 - t Math::BigInt -1 / 1 ok 1540 - d Math::BigInt -1 / 1 ok 1541 - m Math::BigInt -1 % 1 ok 1542 - o Math::BigInt -1 % 1 ok 1543 - x Math::BigFloat -1 / 1 ok 1544 - r Math::BigFloat -1 / 1 ok 1545 - t Math::BigFloat -1 / 1 ok 1546 - d Math::BigFloat -1 / 1 ok 1547 - m Math::BigFloat -1 % 1 ok 1548 - o Math::BigFloat -1 % 1 ok 1549 - x Math::BigInt::Subclass -1 / 1 ok 1550 - r Math::BigInt::Subclass -1 / 1 ok 1551 - t Math::BigInt::Subclass -1 / 1 ok 1552 - d Math::BigInt::Subclass -1 / 1 ok 1553 - m Math::BigInt::Subclass -1 % 1 ok 1554 - o Math::BigInt::Subclass -1 % 1 ok 1555 - x Math::BigFloat::Subclass -1 / 1 ok 1556 - r Math::BigFloat::Subclass -1 / 1 ok 1557 - t Math::BigFloat::Subclass -1 / 1 ok 1558 - d Math::BigFloat::Subclass -1 / 1 ok 1559 - m Math::BigFloat::Subclass -1 % 1 ok 1560 - o Math::BigFloat::Subclass -1 % 1 ok 1561 - x Math::BigInt -0 / 1 ok 1562 - r Math::BigInt -0 / 1 ok 1563 - t Math::BigInt -0 / 1 ok 1564 - d Math::BigInt -0 / 1 ok 1565 - m Math::BigInt -0 % 1 ok 1566 - o Math::BigInt -0 % 1 ok 1567 - x Math::BigFloat -0 / 1 ok 1568 - r Math::BigFloat -0 / 1 ok 1569 - t Math::BigFloat -0 / 1 ok 1570 - d Math::BigFloat -0 / 1 ok 1571 - m Math::BigFloat -0 % 1 ok 1572 - o Math::BigFloat -0 % 1 ok 1573 - x Math::BigInt::Subclass -0 / 1 ok 1574 - r Math::BigInt::Subclass -0 / 1 ok 1575 - t Math::BigInt::Subclass -0 / 1 ok 1576 - d Math::BigInt::Subclass -0 / 1 ok 1577 - m Math::BigInt::Subclass -0 % 1 ok 1578 - o Math::BigInt::Subclass -0 % 1 ok 1579 - x Math::BigFloat::Subclass -0 / 1 ok 1580 - r Math::BigFloat::Subclass -0 / 1 ok 1581 - t Math::BigFloat::Subclass -0 / 1 ok 1582 - d Math::BigFloat::Subclass -0 / 1 ok 1583 - m Math::BigFloat::Subclass -0 % 1 ok 1584 - o Math::BigFloat::Subclass -0 % 1 ok 1585 - x Math::BigInt 0 / 1 ok 1586 - r Math::BigInt 0 / 1 ok 1587 - t Math::BigInt 0 / 1 ok 1588 - d Math::BigInt 0 / 1 ok 1589 - m Math::BigInt 0 % 1 ok 1590 - o Math::BigInt 0 % 1 ok 1591 - x Math::BigFloat 0 / 1 ok 1592 - r Math::BigFloat 0 / 1 ok 1593 - t Math::BigFloat 0 / 1 ok 1594 - d Math::BigFloat 0 / 1 ok 1595 - m Math::BigFloat 0 % 1 ok 1596 - o Math::BigFloat 0 % 1 ok 1597 - x Math::BigInt::Subclass 0 / 1 ok 1598 - r Math::BigInt::Subclass 0 / 1 ok 1599 - t Math::BigInt::Subclass 0 / 1 ok 1600 - d Math::BigInt::Subclass 0 / 1 ok 1601 - m Math::BigInt::Subclass 0 % 1 ok 1602 - o Math::BigInt::Subclass 0 % 1 ok 1603 - x Math::BigFloat::Subclass 0 / 1 ok 1604 - r Math::BigFloat::Subclass 0 / 1 ok 1605 - t Math::BigFloat::Subclass 0 / 1 ok 1606 - d Math::BigFloat::Subclass 0 / 1 ok 1607 - m Math::BigFloat::Subclass 0 % 1 ok 1608 - o Math::BigFloat::Subclass 0 % 1 ok 1609 - x Math::BigInt 1 / 1 ok 1610 - r Math::BigInt 1 / 1 ok 1611 - t Math::BigInt 1 / 1 ok 1612 - d Math::BigInt 1 / 1 ok 1613 - m Math::BigInt 1 % 1 ok 1614 - o Math::BigInt 1 % 1 ok 1615 - x Math::BigFloat 1 / 1 ok 1616 - r Math::BigFloat 1 / 1 ok 1617 - t Math::BigFloat 1 / 1 ok 1618 - d Math::BigFloat 1 / 1 ok 1619 - m Math::BigFloat 1 % 1 ok 1620 - o Math::BigFloat 1 % 1 ok 1621 - x Math::BigInt::Subclass 1 / 1 ok 1622 - r Math::BigInt::Subclass 1 / 1 ok 1623 - t Math::BigInt::Subclass 1 / 1 ok 1624 - d Math::BigInt::Subclass 1 / 1 ok 1625 - m Math::BigInt::Subclass 1 % 1 ok 1626 - o Math::BigInt::Subclass 1 % 1 ok 1627 - x Math::BigFloat::Subclass 1 / 1 ok 1628 - r Math::BigFloat::Subclass 1 / 1 ok 1629 - t Math::BigFloat::Subclass 1 / 1 ok 1630 - d Math::BigFloat::Subclass 1 / 1 ok 1631 - m Math::BigFloat::Subclass 1 % 1 ok 1632 - o Math::BigFloat::Subclass 1 % 1 ok 1633 - x Math::BigInt inf / 1 ok 1634 - r Math::BigInt inf / 1 ok 1635 - t Math::BigInt inf / 1 ok 1636 - d Math::BigInt inf / 1 ok 1637 - m Math::BigInt inf % 1 ok 1638 - o Math::BigInt inf % 1 ok 1639 - x Math::BigFloat inf / 1 ok 1640 - r Math::BigFloat inf / 1 ok 1641 - t Math::BigFloat inf / 1 ok 1642 - d Math::BigFloat inf / 1 ok 1643 - m Math::BigFloat inf % 1 ok 1644 - o Math::BigFloat inf % 1 ok 1645 - x Math::BigInt::Subclass inf / 1 ok 1646 - r Math::BigInt::Subclass inf / 1 ok 1647 - t Math::BigInt::Subclass inf / 1 ok 1648 - d Math::BigInt::Subclass inf / 1 ok 1649 - m Math::BigInt::Subclass inf % 1 ok 1650 - o Math::BigInt::Subclass inf % 1 ok 1651 - x Math::BigFloat::Subclass inf / 1 ok 1652 - r Math::BigFloat::Subclass inf / 1 ok 1653 - t Math::BigFloat::Subclass inf / 1 ok 1654 - d Math::BigFloat::Subclass inf / 1 ok 1655 - m Math::BigFloat::Subclass inf % 1 ok 1656 - o Math::BigFloat::Subclass inf % 1 ok 1657 - x Math::BigInt NaN / 1 ok 1658 - r Math::BigInt NaN / 1 ok 1659 - t Math::BigInt NaN / 1 ok 1660 - d Math::BigInt NaN / 1 ok 1661 - m Math::BigInt NaN % 1 ok 1662 - o Math::BigInt NaN % 1 ok 1663 - x Math::BigFloat NaN / 1 ok 1664 - r Math::BigFloat NaN / 1 ok 1665 - t Math::BigFloat NaN / 1 ok 1666 - d Math::BigFloat NaN / 1 ok 1667 - m Math::BigFloat NaN % 1 ok 1668 - o Math::BigFloat NaN % 1 ok 1669 - x Math::BigInt::Subclass NaN / 1 ok 1670 - r Math::BigInt::Subclass NaN / 1 ok 1671 - t Math::BigInt::Subclass NaN / 1 ok 1672 - d Math::BigInt::Subclass NaN / 1 ok 1673 - m Math::BigInt::Subclass NaN % 1 ok 1674 - o Math::BigInt::Subclass NaN % 1 ok 1675 - x Math::BigFloat::Subclass NaN / 1 ok 1676 - r Math::BigFloat::Subclass NaN / 1 ok 1677 - t Math::BigFloat::Subclass NaN / 1 ok 1678 - d Math::BigFloat::Subclass NaN / 1 ok 1679 - m Math::BigFloat::Subclass NaN % 1 ok 1680 - o Math::BigFloat::Subclass NaN % 1 ok 1681 - x Math::BigInt -inf / inf ok 1682 - r Math::BigInt -inf / inf ok 1683 - t Math::BigInt -inf / inf ok 1684 - d Math::BigInt -inf / inf ok 1685 - m Math::BigInt -inf % inf ok 1686 - o Math::BigInt -inf % inf ok 1687 - x Math::BigFloat -inf / inf ok 1688 - r Math::BigFloat -inf / inf ok 1689 - t Math::BigFloat -inf / inf ok 1690 - d Math::BigFloat -inf / inf ok 1691 - m Math::BigFloat -inf % inf ok 1692 - o Math::BigFloat -inf % inf ok 1693 - x Math::BigInt::Subclass -inf / inf ok 1694 - r Math::BigInt::Subclass -inf / inf ok 1695 - t Math::BigInt::Subclass -inf / inf ok 1696 - d Math::BigInt::Subclass -inf / inf ok 1697 - m Math::BigInt::Subclass -inf % inf ok 1698 - o Math::BigInt::Subclass -inf % inf ok 1699 - x Math::BigFloat::Subclass -inf / inf ok 1700 - r Math::BigFloat::Subclass -inf / inf ok 1701 - t Math::BigFloat::Subclass -inf / inf ok 1702 - d Math::BigFloat::Subclass -inf / inf ok 1703 - m Math::BigFloat::Subclass -inf % inf ok 1704 - o Math::BigFloat::Subclass -inf % inf ok 1705 - x Math::BigInt -1 / inf ok 1706 - r Math::BigInt -1 / inf ok 1707 - t Math::BigInt -1 / inf ok 1708 - d Math::BigInt -1 / inf ok 1709 - m Math::BigInt -1 % inf ok 1710 - o Math::BigInt -1 % inf ok 1711 - x Math::BigFloat -1 / inf ok 1712 - r Math::BigFloat -1 / inf ok 1713 - t Math::BigFloat -1 / inf ok 1714 - d Math::BigFloat -1 / inf ok 1715 - m Math::BigFloat -1 % inf ok 1716 - o Math::BigFloat -1 % inf ok 1717 - x Math::BigInt::Subclass -1 / inf ok 1718 - r Math::BigInt::Subclass -1 / inf ok 1719 - t Math::BigInt::Subclass -1 / inf ok 1720 - d Math::BigInt::Subclass -1 / inf ok 1721 - m Math::BigInt::Subclass -1 % inf ok 1722 - o Math::BigInt::Subclass -1 % inf ok 1723 - x Math::BigFloat::Subclass -1 / inf ok 1724 - r Math::BigFloat::Subclass -1 / inf ok 1725 - t Math::BigFloat::Subclass -1 / inf ok 1726 - d Math::BigFloat::Subclass -1 / inf ok 1727 - m Math::BigFloat::Subclass -1 % inf ok 1728 - o Math::BigFloat::Subclass -1 % inf ok 1729 - x Math::BigInt -0 / inf ok 1730 - r Math::BigInt -0 / inf ok 1731 - t Math::BigInt -0 / inf ok 1732 - d Math::BigInt -0 / inf ok 1733 - m Math::BigInt -0 % inf ok 1734 - o Math::BigInt -0 % inf ok 1735 - x Math::BigFloat -0 / inf ok 1736 - r Math::BigFloat -0 / inf ok 1737 - t Math::BigFloat -0 / inf ok 1738 - d Math::BigFloat -0 / inf ok 1739 - m Math::BigFloat -0 % inf ok 1740 - o Math::BigFloat -0 % inf ok 1741 - x Math::BigInt::Subclass -0 / inf ok 1742 - r Math::BigInt::Subclass -0 / inf ok 1743 - t Math::BigInt::Subclass -0 / inf ok 1744 - d Math::BigInt::Subclass -0 / inf ok 1745 - m Math::BigInt::Subclass -0 % inf ok 1746 - o Math::BigInt::Subclass -0 % inf ok 1747 - x Math::BigFloat::Subclass -0 / inf ok 1748 - r Math::BigFloat::Subclass -0 / inf ok 1749 - t Math::BigFloat::Subclass -0 / inf ok 1750 - d Math::BigFloat::Subclass -0 / inf ok 1751 - m Math::BigFloat::Subclass -0 % inf ok 1752 - o Math::BigFloat::Subclass -0 % inf ok 1753 - x Math::BigInt 0 / inf ok 1754 - r Math::BigInt 0 / inf ok 1755 - t Math::BigInt 0 / inf ok 1756 - d Math::BigInt 0 / inf ok 1757 - m Math::BigInt 0 % inf ok 1758 - o Math::BigInt 0 % inf ok 1759 - x Math::BigFloat 0 / inf ok 1760 - r Math::BigFloat 0 / inf ok 1761 - t Math::BigFloat 0 / inf ok 1762 - d Math::BigFloat 0 / inf ok 1763 - m Math::BigFloat 0 % inf ok 1764 - o Math::BigFloat 0 % inf ok 1765 - x Math::BigInt::Subclass 0 / inf ok 1766 - r Math::BigInt::Subclass 0 / inf ok 1767 - t Math::BigInt::Subclass 0 / inf ok 1768 - d Math::BigInt::Subclass 0 / inf ok 1769 - m Math::BigInt::Subclass 0 % inf ok 1770 - o Math::BigInt::Subclass 0 % inf ok 1771 - x Math::BigFloat::Subclass 0 / inf ok 1772 - r Math::BigFloat::Subclass 0 / inf ok 1773 - t Math::BigFloat::Subclass 0 / inf ok 1774 - d Math::BigFloat::Subclass 0 / inf ok 1775 - m Math::BigFloat::Subclass 0 % inf ok 1776 - o Math::BigFloat::Subclass 0 % inf ok 1777 - x Math::BigInt 1 / inf ok 1778 - r Math::BigInt 1 / inf ok 1779 - t Math::BigInt 1 / inf ok 1780 - d Math::BigInt 1 / inf ok 1781 - m Math::BigInt 1 % inf ok 1782 - o Math::BigInt 1 % inf ok 1783 - x Math::BigFloat 1 / inf ok 1784 - r Math::BigFloat 1 / inf ok 1785 - t Math::BigFloat 1 / inf ok 1786 - d Math::BigFloat 1 / inf ok 1787 - m Math::BigFloat 1 % inf ok 1788 - o Math::BigFloat 1 % inf ok 1789 - x Math::BigInt::Subclass 1 / inf ok 1790 - r Math::BigInt::Subclass 1 / inf ok 1791 - t Math::BigInt::Subclass 1 / inf ok 1792 - d Math::BigInt::Subclass 1 / inf ok 1793 - m Math::BigInt::Subclass 1 % inf ok 1794 - o Math::BigInt::Subclass 1 % inf ok 1795 - x Math::BigFloat::Subclass 1 / inf ok 1796 - r Math::BigFloat::Subclass 1 / inf ok 1797 - t Math::BigFloat::Subclass 1 / inf ok 1798 - d Math::BigFloat::Subclass 1 / inf ok 1799 - m Math::BigFloat::Subclass 1 % inf ok 1800 - o Math::BigFloat::Subclass 1 % inf ok 1801 - x Math::BigInt inf / inf ok 1802 - r Math::BigInt inf / inf ok 1803 - t Math::BigInt inf / inf ok 1804 - d Math::BigInt inf / inf ok 1805 - m Math::BigInt inf % inf ok 1806 - o Math::BigInt inf % inf ok 1807 - x Math::BigFloat inf / inf ok 1808 - r Math::BigFloat inf / inf ok 1809 - t Math::BigFloat inf / inf ok 1810 - d Math::BigFloat inf / inf ok 1811 - m Math::BigFloat inf % inf ok 1812 - o Math::BigFloat inf % inf ok 1813 - x Math::BigInt::Subclass inf / inf ok 1814 - r Math::BigInt::Subclass inf / inf ok 1815 - t Math::BigInt::Subclass inf / inf ok 1816 - d Math::BigInt::Subclass inf / inf ok 1817 - m Math::BigInt::Subclass inf % inf ok 1818 - o Math::BigInt::Subclass inf % inf ok 1819 - x Math::BigFloat::Subclass inf / inf ok 1820 - r Math::BigFloat::Subclass inf / inf ok 1821 - t Math::BigFloat::Subclass inf / inf ok 1822 - d Math::BigFloat::Subclass inf / inf ok 1823 - m Math::BigFloat::Subclass inf % inf ok 1824 - o Math::BigFloat::Subclass inf % inf ok 1825 - x Math::BigInt NaN / inf ok 1826 - r Math::BigInt NaN / inf ok 1827 - t Math::BigInt NaN / inf ok 1828 - d Math::BigInt NaN / inf ok 1829 - m Math::BigInt NaN % inf ok 1830 - o Math::BigInt NaN % inf ok 1831 - x Math::BigFloat NaN / inf ok 1832 - r Math::BigFloat NaN / inf ok 1833 - t Math::BigFloat NaN / inf ok 1834 - d Math::BigFloat NaN / inf ok 1835 - m Math::BigFloat NaN % inf ok 1836 - o Math::BigFloat NaN % inf ok 1837 - x Math::BigInt::Subclass NaN / inf ok 1838 - r Math::BigInt::Subclass NaN / inf ok 1839 - t Math::BigInt::Subclass NaN / inf ok 1840 - d Math::BigInt::Subclass NaN / inf ok 1841 - m Math::BigInt::Subclass NaN % inf ok 1842 - o Math::BigInt::Subclass NaN % inf ok 1843 - x Math::BigFloat::Subclass NaN / inf ok 1844 - r Math::BigFloat::Subclass NaN / inf ok 1845 - t Math::BigFloat::Subclass NaN / inf ok 1846 - d Math::BigFloat::Subclass NaN / inf ok 1847 - m Math::BigFloat::Subclass NaN % inf ok 1848 - o Math::BigFloat::Subclass NaN % inf ok 1849 - x Math::BigInt -inf / NaN ok 1850 - r Math::BigInt -inf / NaN ok 1851 - t Math::BigInt -inf / NaN ok 1852 - d Math::BigInt -inf / NaN ok 1853 - m Math::BigInt -inf % NaN ok 1854 - o Math::BigInt -inf % NaN ok 1855 - x Math::BigFloat -inf / NaN ok 1856 - r Math::BigFloat -inf / NaN ok 1857 - t Math::BigFloat -inf / NaN ok 1858 - d Math::BigFloat -inf / NaN ok 1859 - m Math::BigFloat -inf % NaN ok 1860 - o Math::BigFloat -inf % NaN ok 1861 - x Math::BigInt::Subclass -inf / NaN ok 1862 - r Math::BigInt::Subclass -inf / NaN ok 1863 - t Math::BigInt::Subclass -inf / NaN ok 1864 - d Math::BigInt::Subclass -inf / NaN ok 1865 - m Math::BigInt::Subclass -inf % NaN ok 1866 - o Math::BigInt::Subclass -inf % NaN ok 1867 - x Math::BigFloat::Subclass -inf / NaN ok 1868 - r Math::BigFloat::Subclass -inf / NaN ok 1869 - t Math::BigFloat::Subclass -inf / NaN ok 1870 - d Math::BigFloat::Subclass -inf / NaN ok 1871 - m Math::BigFloat::Subclass -inf % NaN ok 1872 - o Math::BigFloat::Subclass -inf % NaN ok 1873 - x Math::BigInt -1 / NaN ok 1874 - r Math::BigInt -1 / NaN ok 1875 - t Math::BigInt -1 / NaN ok 1876 - d Math::BigInt -1 / NaN ok 1877 - m Math::BigInt -1 % NaN ok 1878 - o Math::BigInt -1 % NaN ok 1879 - x Math::BigFloat -1 / NaN ok 1880 - r Math::BigFloat -1 / NaN ok 1881 - t Math::BigFloat -1 / NaN ok 1882 - d Math::BigFloat -1 / NaN ok 1883 - m Math::BigFloat -1 % NaN ok 1884 - o Math::BigFloat -1 % NaN ok 1885 - x Math::BigInt::Subclass -1 / NaN ok 1886 - r Math::BigInt::Subclass -1 / NaN ok 1887 - t Math::BigInt::Subclass -1 / NaN ok 1888 - d Math::BigInt::Subclass -1 / NaN ok 1889 - m Math::BigInt::Subclass -1 % NaN ok 1890 - o Math::BigInt::Subclass -1 % NaN ok 1891 - x Math::BigFloat::Subclass -1 / NaN ok 1892 - r Math::BigFloat::Subclass -1 / NaN ok 1893 - t Math::BigFloat::Subclass -1 / NaN ok 1894 - d Math::BigFloat::Subclass -1 / NaN ok 1895 - m Math::BigFloat::Subclass -1 % NaN ok 1896 - o Math::BigFloat::Subclass -1 % NaN ok 1897 - x Math::BigInt -0 / NaN ok 1898 - r Math::BigInt -0 / NaN ok 1899 - t Math::BigInt -0 / NaN ok 1900 - d Math::BigInt -0 / NaN ok 1901 - m Math::BigInt -0 % NaN ok 1902 - o Math::BigInt -0 % NaN ok 1903 - x Math::BigFloat -0 / NaN ok 1904 - r Math::BigFloat -0 / NaN ok 1905 - t Math::BigFloat -0 / NaN ok 1906 - d Math::BigFloat -0 / NaN ok 1907 - m Math::BigFloat -0 % NaN ok 1908 - o Math::BigFloat -0 % NaN ok 1909 - x Math::BigInt::Subclass -0 / NaN ok 1910 - r Math::BigInt::Subclass -0 / NaN ok 1911 - t Math::BigInt::Subclass -0 / NaN ok 1912 - d Math::BigInt::Subclass -0 / NaN ok 1913 - m Math::BigInt::Subclass -0 % NaN ok 1914 - o Math::BigInt::Subclass -0 % NaN ok 1915 - x Math::BigFloat::Subclass -0 / NaN ok 1916 - r Math::BigFloat::Subclass -0 / NaN ok 1917 - t Math::BigFloat::Subclass -0 / NaN ok 1918 - d Math::BigFloat::Subclass -0 / NaN ok 1919 - m Math::BigFloat::Subclass -0 % NaN ok 1920 - o Math::BigFloat::Subclass -0 % NaN ok 1921 - x Math::BigInt 0 / NaN ok 1922 - r Math::BigInt 0 / NaN ok 1923 - t Math::BigInt 0 / NaN ok 1924 - d Math::BigInt 0 / NaN ok 1925 - m Math::BigInt 0 % NaN ok 1926 - o Math::BigInt 0 % NaN ok 1927 - x Math::BigFloat 0 / NaN ok 1928 - r Math::BigFloat 0 / NaN ok 1929 - t Math::BigFloat 0 / NaN ok 1930 - d Math::BigFloat 0 / NaN ok 1931 - m Math::BigFloat 0 % NaN ok 1932 - o Math::BigFloat 0 % NaN ok 1933 - x Math::BigInt::Subclass 0 / NaN ok 1934 - r Math::BigInt::Subclass 0 / NaN ok 1935 - t Math::BigInt::Subclass 0 / NaN ok 1936 - d Math::BigInt::Subclass 0 / NaN ok 1937 - m Math::BigInt::Subclass 0 % NaN ok 1938 - o Math::BigInt::Subclass 0 % NaN ok 1939 - x Math::BigFloat::Subclass 0 / NaN ok 1940 - r Math::BigFloat::Subclass 0 / NaN ok 1941 - t Math::BigFloat::Subclass 0 / NaN ok 1942 - d Math::BigFloat::Subclass 0 / NaN ok 1943 - m Math::BigFloat::Subclass 0 % NaN ok 1944 - o Math::BigFloat::Subclass 0 % NaN ok 1945 - x Math::BigInt 1 / NaN ok 1946 - r Math::BigInt 1 / NaN ok 1947 - t Math::BigInt 1 / NaN ok 1948 - d Math::BigInt 1 / NaN ok 1949 - m Math::BigInt 1 % NaN ok 1950 - o Math::BigInt 1 % NaN ok 1951 - x Math::BigFloat 1 / NaN ok 1952 - r Math::BigFloat 1 / NaN ok 1953 - t Math::BigFloat 1 / NaN ok 1954 - d Math::BigFloat 1 / NaN ok 1955 - m Math::BigFloat 1 % NaN ok 1956 - o Math::BigFloat 1 % NaN ok 1957 - x Math::BigInt::Subclass 1 / NaN ok 1958 - r Math::BigInt::Subclass 1 / NaN ok 1959 - t Math::BigInt::Subclass 1 / NaN ok 1960 - d Math::BigInt::Subclass 1 / NaN ok 1961 - m Math::BigInt::Subclass 1 % NaN ok 1962 - o Math::BigInt::Subclass 1 % NaN ok 1963 - x Math::BigFloat::Subclass 1 / NaN ok 1964 - r Math::BigFloat::Subclass 1 / NaN ok 1965 - t Math::BigFloat::Subclass 1 / NaN ok 1966 - d Math::BigFloat::Subclass 1 / NaN ok 1967 - m Math::BigFloat::Subclass 1 % NaN ok 1968 - o Math::BigFloat::Subclass 1 % NaN ok 1969 - x Math::BigInt inf / NaN ok 1970 - r Math::BigInt inf / NaN ok 1971 - t Math::BigInt inf / NaN ok 1972 - d Math::BigInt inf / NaN ok 1973 - m Math::BigInt inf % NaN ok 1974 - o Math::BigInt inf % NaN ok 1975 - x Math::BigFloat inf / NaN ok 1976 - r Math::BigFloat inf / NaN ok 1977 - t Math::BigFloat inf / NaN ok 1978 - d Math::BigFloat inf / NaN ok 1979 - m Math::BigFloat inf % NaN ok 1980 - o Math::BigFloat inf % NaN ok 1981 - x Math::BigInt::Subclass inf / NaN ok 1982 - r Math::BigInt::Subclass inf / NaN ok 1983 - t Math::BigInt::Subclass inf / NaN ok 1984 - d Math::BigInt::Subclass inf / NaN ok 1985 - m Math::BigInt::Subclass inf % NaN ok 1986 - o Math::BigInt::Subclass inf % NaN ok 1987 - x Math::BigFloat::Subclass inf / NaN ok 1988 - r Math::BigFloat::Subclass inf / NaN ok 1989 - t Math::BigFloat::Subclass inf / NaN ok 1990 - d Math::BigFloat::Subclass inf / NaN ok 1991 - m Math::BigFloat::Subclass inf % NaN ok 1992 - o Math::BigFloat::Subclass inf % NaN ok 1993 - x Math::BigInt NaN / NaN ok 1994 - r Math::BigInt NaN / NaN ok 1995 - t Math::BigInt NaN / NaN ok 1996 - d Math::BigInt NaN / NaN ok 1997 - m Math::BigInt NaN % NaN ok 1998 - o Math::BigInt NaN % NaN ok 1999 - x Math::BigFloat NaN / NaN ok 2000 - r Math::BigFloat NaN / NaN ok 2001 - t Math::BigFloat NaN / NaN ok 2002 - d Math::BigFloat NaN / NaN ok 2003 - m Math::BigFloat NaN % NaN ok 2004 - o Math::BigFloat NaN % NaN ok 2005 - x Math::BigInt::Subclass NaN / NaN ok 2006 - r Math::BigInt::Subclass NaN / NaN ok 2007 - t Math::BigInt::Subclass NaN / NaN ok 2008 - d Math::BigInt::Subclass NaN / NaN ok 2009 - m Math::BigInt::Subclass NaN % NaN ok 2010 - o Math::BigInt::Subclass NaN % NaN ok 2011 - x Math::BigFloat::Subclass NaN / NaN ok 2012 - r Math::BigFloat::Subclass NaN / NaN ok 2013 - t Math::BigFloat::Subclass NaN / NaN ok 2014 - d Math::BigFloat::Subclass NaN / NaN ok 2015 - m Math::BigFloat::Subclass NaN % NaN ok 2016 - o Math::BigFloat::Subclass NaN % NaN ok t/isa.t ............. 1..7 ok 1 - The object isa Math::BigInt ok 2 - The object isa Math::BigInt ok 3 ok 4 ok 5 - The object isa Math::BigInt ok 6 ok 7 - The object isa Math::BigInt ok t/lib_load.t ........ 1..4 ok 1 - BigFloat got Calc # BareCalc using Calc v1.993 ok 2 - BigFloat was notified ok 3 - "only" worked ok 4 - "try" worked ok t/mbf_ali.t ......... 1..6 ok 1 - 123 is positive ok 2 - 123 is not negative ok 3 - 123 is 123 as int ok 4 - as_int(123) is of class Math::BigInt ok 5 - -123 is not positive ok 6 - -123 is negative ok t/mbi_ali.t ......... 1..6 ok 1 - 123 is positive ok 2 - 123 is not negative ok 3 - 123 is 123 as int ok 4 - as_int(123) is of class Math::BigInt ok 5 - -123 is not positive ok 6 - -123 is negative ok t/mbi_rand.t ........ 1..512 # seed: 840539 # lib: Math::BigInt::Calc # base len: 9 # A 34343434636363636363636363636363404040404040404040404040406666666666666666202020202020202020202088888 # B 545454545454545454363626262626262626262626262621212121212121212121212121202020202020202020202058585811111192929292929292929292 # (34343434636363636363636363636363404040404040404040404040406666666666666666202020202020202020202088888 / 545454545454545454363626262626262626262626262621212121212121212121212121202020202020202020202058585811111192929292929292929292, 34343434636363636363636363636363404040404040404040404040406666666666666666202020202020202020202088888 % 545454545454545454363626262626262626262626262621212121212121212121212121202020202020202020202058585811111192929292929292929292 ) = 0 34343434636363636363636363636363404040404040404040404040406666666666666666202020202020202020202088888 ok 1 - ADB * B + 2 * AMB - AMB == A ok 2 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=545454545454545454363626262626262626262626262621212121212121212121212121202020202020202020202058585811111192929292929292929292) # ADB->[-1]: 0 B->[-1]: 545454545 ok 3 - ADB * A + 2 * AMB - AMB == B # +2 * 5952431134283985164791973196211281521093641571417836389454976058693904463017157336599648377681608516 = 545454545454545454363626268578693760546611427413185317423402733214853692619856591475178078895963048828268529528941306974537808 # -5952431134283985164791973196211281521093641571417836389454976058693904463017157336599648377681608516 = 545454545454545454363626262626262626262626262621212121212121212121212121202020202020202020202058585811111192929292929292929292 ok 4 - ADB * A/A == ADB # A 94949494949494949494949494595959595959595959595959595915151515151515151515151515151568686868685858585858868686867373737373737373737373737373 # B 6161616161616161333333333333333333 # (94949494949494949494949494595959595959595959595959595915151515151515151515151515151568686868685858585858868686867373737373737373737373737373 / 6161616161616161333333333333333333, 94949494949494949494949494595959595959595959595959595915151515151515151515151515151568686868685858585858868686867373737373737373737373737373 % 6161616161616161333333333333333333 ) = 15409836065573771199140016067320646040073836145758260146373675906250169542458226532840380359281225943911922 5464602747608751190467479355041347 ok 5 - ADB * B + 2 * AMB - AMB == A ok 6 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 15409836065573771199140016067320646040073836145758260146373675906250169542458226532840380359281225943911922 != 15409836065573771199140016067320646040073836145758260146373675906250169542458226532840380359281225943911922 ($B=6161616161616161333333333333333333) # ADB->[-1]: 15409836 B->[-1]: 6161616 ok 7 - ADB * A + 2 * AMB - AMB == B # +2 * 6161616161616161333333333333333333 = 12323232323232322666666666666666666 # -6161616161616161333333333333333333 = 6161616161616161333333333333333333 ok 8 - ADB * A/A == ADB # A 87878787878787878787878787 # B 735151515151515151515164643131313131319999994141412121212121212121212121888888888888888 # (87878787878787878787878787 / 735151515151515151515164643131313131319999994141412121212121212121212121888888888888888, 87878787878787878787878787 % 735151515151515151515164643131313131319999994141412121212121212121212121888888888888888 ) = 0 87878787878787878787878787 ok 9 - ADB * B + 2 * AMB - AMB == A ok 10 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=735151515151515151515164643131313131319999994141412121212121212121212121888888888888888) # ADB->[-1]: 0 B->[-1]: 735151 ok 11 - ADB * A + 2 * AMB - AMB == B # +2 * 52593939336031596361414140 = 735151515151515151515164643131313131319999994141412121212121264715151457920485250303028 # -52593939336031596361414140 = 735151515151515151515164643131313131319999994141412121212121212121212121888888888888888 ok 12 - ADB * A/A == ADB # A 31313131313131313131 # B 17171717848484848484840000000002222222222222222222222224242424242424242424242 # (31313131313131313131 / 17171717848484848484840000000002222222222222222222222224242424242424242424242, 31313131313131313131 % 17171717848484848484840000000002222222222222222222222224242424242424242424242 ) = 0 31313131313131313131 ok 13 - ADB * B + 2 * AMB - AMB == A ok 14 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=17171717848484848484840000000002222222222222222222222224242424242424242424242) # ADB->[-1]: 0 B->[-1]: 17171 ok 15 - ADB * A + 2 * AMB - AMB == B # +2 * 30319353536030525272 = 17171717848484848484840000000002222222222222222222222224272743595960272949514 # -30319353536030525272 = 17171717848484848484840000000002222222222222222222222224242424242424242424242 ok 16 - ADB * A/A == ADB # A 707070703131313131310000000000000151515101010101010101010121212202020202020204242424242424257575757575757571414141414141414141414141414 # B 1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252 # (707070703131313131310000000000000151515101010101010101010121212202020202020204242424242424257575757575757571414141414141414141414141414 / 1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252, 707070703131313131310000000000000151515101010101010101010121212202020202020204242424242424257575757575757571414141414141414141414141414 % 1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252 ) = 583333304805556791748844580152660894494867 747110549196521265110266080184561201692412620438792820475976024880602623629745313104712259930 ok 17 - ADB * B + 2 * AMB - AMB == A ok 18 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 583333304805556791748844580152660894494867 != 583333304805556791748844580152660894494867 ($B=1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252) # ADB->[-1]: 583333 B->[-1]: 1212 ok 19 - ADB * A + 2 * AMB - AMB == B # +2 * 1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252 = 2424242529292929292961616161616161616160787878787878785858585858585858585858585859050505050504 # -1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252 = 1212121264646464646480808080808080808080393939393939392929292929292929292929292929525252525252 ok 20 - ADB * A/A == ADB # A 27272727272753606060606015151546464646464646464646464646464666667373 # B 707070707070707070704343434343434343434343434343438484844848 # (27272727272753606060606015151546464646464646464646464646464666667373 / 707070707070707070704343434343434343434343434343438484844848, 27272727272753606060606015151546464646464646464646464646464666667373 % 707070707070707070704343434343434343434343434343438484844848 ) = 38571428 404066737373842523086495959595959595959595799855842520864429 ok 21 - ADB * B + 2 * AMB - AMB == A ok 22 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 38571428 != 38571428 ($B=707070707070707070704343434343434343434343434343438484844848) # ADB->[-1]: 38571428 B->[-1]: 707070 ok 23 - ADB * A + 2 * AMB - AMB == B # +2 * 707070707070707070704343434343434343434343434343438484844848 = 1414141414141414141408686868686868686868686868686876969689696 # -707070707070707070704343434343434343434343434343438484844848 = 707070707070707070704343434343434343434343434343438484844848 ok 24 - ADB * A/A == ADB # A 94949494949494949494949499999999995858585858585858 # B 5858585858585858585858585858 # (94949494949494949494949499999999995858585858585858 / 5858585858585858585858585858, 94949494949494949494949499999999995858585858585858 % 5858585858585858585858585858 ) = 16206896551724137931034 2833342828278686868686868686 ok 25 - ADB * B + 2 * AMB - AMB == A ok 26 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 16206896551724137931034 != 16206896551724137931034 ($B=5858585858585858585858585858) # ADB->[-1]: 16206 B->[-1]: 5 ok 27 - ADB * A + 2 * AMB - AMB == B # +2 * 5858585858585858585858585858 = 11717171717171717171717171716 # -5858585858585858585858585858 = 5858585858585858585858585858 ok 28 - ADB * A/A == ADB # A 17444444444499999999353535353535848484848484848484846969696981818181818181818181343434343434343434343434343434 # B 35353535353551515151515151101010101010101010101010101032323232323232323232 # (17444444444499999999353535353535848484848484848484846969696981818181818181818181343434343434343434343434343434 / 35353535353551515151515151101010101010101010101010101032323232323232323232, 17444444444499999999353535353535848484848484848484846969696981818181818181818181343434343434343434343434343434 % 35353535353551515151515151101010101010101010101010101032323232323232323232 ) = 493428571429917289777632043590564633 18756201792627410465935437331860423863686860317035506673463477024190889578 ok 29 - ADB * B + 2 * AMB - AMB == A ok 30 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 493428571429917289777632043590564633 != 493428571429917289777632043590564633 ($B=35353535353551515151515151101010101010101010101010101032323232323232323232) # ADB->[-1]: 493428571 B->[-1]: 35 ok 31 - ADB * A + 2 * AMB - AMB == B # +2 * 35353535353551515151515151101010101010101010101010101032323232323232323232 = 70707070707103030303030302202020202020202020202020202064646464646464646464 # -35353535353551515151515151101010101010101010101010101032323232323232323232 = 35353535353551515151515151101010101010101010101010101032323232323232323232 ok 32 - ADB * A/A == ADB # A 8686868686868686868686868686 # B 515151515151515151515151515050505050505050505050505071717143434343434343434343434343434355555555555555541414141414141414141 # (8686868686868686868686868686 / 515151515151515151515151515050505050505050505050505071717143434343434343434343434343434355555555555555541414141414141414141, 8686868686868686868686868686 % 515151515151515151515151515050505050505050505050505071717143434343434343434343434343434355555555555555541414141414141414141 ) = 0 8686868686868686868686868686 ok 33 - ADB * B + 2 * AMB - AMB == A ok 34 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=515151515151515151515151515050505050505050505050505071717143434343434343434343434343434355555555555555541414141414141414141) # ADB->[-1]: 0 B->[-1]: 515151 ok 35 - ADB * A + 2 * AMB - AMB == B # +2 * 1212121197980010051233535353 = 515151515151515151515151515050505050505050505050505071717143434343434343434343434343434355555556767676739394151465374949494 # -1212121197980010051233535353 = 515151515151515151515151515050505050505050505050505071717143434343434343434343434343434355555555555555541414141414141414141 ok 36 - ADB * A/A == ADB # A 868686868686868686868628282828282828282828131313131395959595951010101010101010 # B 121212121212121212121212 # (868686868686868686868628282828282828282828131313131395959595951010101010101010 / 121212121212121212121212, 868686868686868686868628282828282828282828131313131395959595951010101010101010 % 121212121212121212121212 ) = 7166666666666666666666190499999999999999998749523834016 80808072222070649353618 ok 37 - ADB * B + 2 * AMB - AMB == A ok 38 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 7166666666666666666666190499999999999999998749523834016 != 7166666666666666666666190499999999999999998749523834016 ($B=121212121212121212121212) # ADB->[-1]: 7 B->[-1]: 121212 ok 39 - ADB * A + 2 * AMB - AMB == B # +2 * 121212121212121212121212 = 242424242424242424242424 # -121212121212121212121212 = 121212121212121212121212 ok 40 - ADB * A/A == ADB # A 5151515151515151515151858585373737373737777777777777778585858585858585858585777777777777771414 # B 3434343434343434343434348484848484 # (5151515151515151515151858585373737373737777777777777778585858585858585858585777777777777771414 / 3434343434343434343434348484848484, 5151515151515151515151858585373737373737777777777777778585858585858585858585777777777777771414 % 3434343434343434343434348484848484 ) = 1500000000000000000000097793976470958823647058679714740743339 224242739407363379367944830523338 ok 41 - ADB * B + 2 * AMB - AMB == A ok 42 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1500000000000000000000097793976470958823647058679714740743339 != 1500000000000000000000097793976470958823647058679714740743339 ($B=3434343434343434343434348484848484) # ADB->[-1]: 1500000 B->[-1]: 3434343 ok 43 - ADB * A + 2 * AMB - AMB == B # +2 * 3434343434343434343434348484848484 = 6868686868686868686868696969696968 # -3434343434343434343434348484848484 = 3434343434343434343434348484848484 ok 44 - ADB * A/A == ADB # A 191919191919191919191919222266464646464641414141414141414141414141414181818116161616 # B 4949494949494900585858587878787878787878787878787861616161616161616161 # (191919191919191919191919222266464646464641414141414141414141414141414181818116161616 / 4949494949494900585858587878787878787878787878787861616161616161616161, 191919191919191919191919222266464646464641414141414141414141414141414181818116161616 % 4949494949494900585858587878787878787878787878787861616161616161616161 ) = 38775510204082 78293135388023454133167671717171717837559266130701010165306056792414 ok 45 - ADB * B + 2 * AMB - AMB == A ok 46 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 38775510204082 != 38775510204082 ($B=4949494949494900585858587878787878787878787878787861616161616161616161) # ADB->[-1]: 38775 B->[-1]: 4949494 ok 47 - ADB * A + 2 * AMB - AMB == B # +2 * 4949494949494900585858587878787878787878787878787861616161616161616161 = 9898989898989801171717175757575757575757575757575723232323232323232322 # -4949494949494900585858587878787878787878787878787861616161616161616161 = 4949494949494900585858587878787878787878787878787861616161616161616161 ok 48 - ADB * A/A == ADB # A 888888888888882020202020202020202020 # B 93939393939393933333333333333 # (888888888888882020202020202020202020 / 93939393939393933333333333333, 888888888888882020202020202020202020 % 93939393939393933333333333333 ) = 9462365 55555548744216353535356689475 ok 49 - ADB * B + 2 * AMB - AMB == A ok 50 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 9462365 != 9462365 ($B=93939393939393933333333333333) # ADB->[-1]: 9462365 B->[-1]: 93 ok 51 - ADB * A + 2 * AMB - AMB == B # +2 * 93939393939393933333333333333 = 187878787878787866666666666666 # -93939393939393933333333333333 = 93939393939393933333333333333 ok 52 - ADB * A/A == ADB # A 57575757828282828282828282828261797979292929292929525252525252525252525757575757575757575757575757 # B 1111115555555555554343439494949494474747474747474747474747414141414141414141414141959595959595959595951515151515151515151515151515 # (57575757828282828282828282828261797979292929292929525252525252525252525757575757575757575757575757 / 1111115555555555554343439494949494474747474747474747474747414141414141414141414141959595959595959595951515151515151515151515151515, 57575757828282828282828282828261797979292929292929525252525252525252525757575757575757575757575757 % 1111115555555555554343439494949494474747474747474747474747414141414141414141414141959595959595959595951515151515151515151515151515 ) = 0 57575757828282828282828282828261797979292929292929525252525252525252525757575757575757575757575757 ok 53 - ADB * B + 2 * AMB - AMB == A ok 54 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=1111115555555555554343439494949494474747474747474747474747414141414141414141414141959595959595959595951515151515151515151515151515) # ADB->[-1]: 0 B->[-1]: 1111 ok 55 - ADB * A + 2 * AMB - AMB == B # +2 * 49261494928308130294291021065973106656203367566270002132569501499905630852476519387052586471938420 = 1111115555555555554343439494949543736242403055605041765768480114520797617508980411961728529097459501582367628034538567737987089935 # -49261494928308130294291021065973106656203367566270002132569501499905630852476519387052586471938420 = 1111115555555555554343439494949494474747474747474747474747414141414141414141414141959595959595959595951515151515151515151515151515 ok 56 - ADB * A/A == ADB # A 48484848484848484800000 # B 56565656565656565656565656565663636363636316161616161663636363595959595959464646464646464646464646464646 # (48484848484848484800000 / 56565656565656565656565656565663636363636316161616161663636363595959595959464646464646464646464646464646, 48484848484848484800000 % 56565656565656565656565656565663636363636316161616161663636363595959595959464646464646464646464646464646 ) = 0 48484848484848484800000 ok 57 - ADB * B + 2 * AMB - AMB == A ok 58 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=56565656565656565656565656565663636363636316161616161663636363595959595959464646464646464646464646464646) # ADB->[-1]: 0 B->[-1]: 56565 ok 59 - ADB * A + 2 * AMB - AMB == B # +2 * 32330303134212073664646 = 56565656565656565656565656565663636363636316161616161663636363595959595959464646496976767780676720129292 # -32330303134212073664646 = 56565656565656565656565656565663636363636316161616161663636363595959595959464646464646464646464646464646 ok 60 - ADB * A/A == ADB # A 68686868686868858585858585858585818181818181818150505050505050505050 # B 44444444444410101098989898989898989898 # (68686868686868858585858585858585818181818181818150505050505050505050 / 44444444444410101098989898989898989898, 68686868686868858585858585858585818181818181818150505050505050505050 % 44444444444410101098989898989898989898 ) = 1545454545455743529966943074543 21621645412138277506695615522832538436 ok 61 - ADB * B + 2 * AMB - AMB == A ok 62 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1545454545455743529966943074543 != 1545454545455743529966943074543 ($B=44444444444410101098989898989898989898) # ADB->[-1]: 1545 B->[-1]: 44 ok 63 - ADB * A + 2 * AMB - AMB == B # +2 * 44444444444410101098989898989898989898 = 88888888888820202197979797979797979796 # -44444444444410101098989898989898989898 = 44444444444410101098989898989898989898 ok 64 - ADB * A/A == ADB # A 979761616161616161808080808080808080801414141414141414506565656060606060606060606060 # B 4242424242424242424242424242 # (979761616161616161808080808080808080801414141414141414506565656060606060606060606060 / 4242424242424242424242424242, 979761616161616161808080808080808080801414141414141414506565656060606060606060606060 % 4242424242424242424242424242 ) = 230943809523809523854761904784999142855571428575952381040 3231959090242424244343434380 ok 65 - ADB * B + 2 * AMB - AMB == A ok 66 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 230943809523809523854761904784999142855571428575952381040 != 230943809523809523854761904784999142855571428575952381040 ($B=4242424242424242424242424242) # ADB->[-1]: 230 B->[-1]: 4 ok 67 - ADB * A + 2 * AMB - AMB == B # +2 * 4242424242424242424242424242 = 8484848484848484848484848484 # -4242424242424242424242424242 = 4242424242424242424242424242 ok 68 - ADB * A/A == ADB # A 696969696969696955555555555555555555555555 # B 707070707070707070707070707037373737377777777788888888888888777777777777712121212121212121212123434343434 # (696969696969696955555555555555555555555555 / 707070707070707070707070707037373737377777777788888888888888777777777777712121212121212121212123434343434, 696969696969696955555555555555555555555555 % 707070707070707070707070707037373737377777777788888888888888777777777777712121212121212121212123434343434 ) = 0 696969696969696955555555555555555555555555 ok 69 - ADB * B + 2 * AMB - AMB == A ok 70 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=707070707070707070707070707037373737377777777788888888888888777777777777712121212121212121212123434343434) # ADB->[-1]: 0 B->[-1]: 707070 ok 71 - ADB * A + 2 * AMB - AMB == B # +2 * 22482709319375263791139879761413656337459 = 707070707070707070707070707037373737377777777788888888888888777800260487031496475912352000973537090680893 # -22482709319375263791139879761413656337459 = 707070707070707070707070707037373737377777777788888888888888777777777777712121212121212121212123434343434 ok 72 - ADB * A/A == ADB # A 4747474747474747474747474722222121212121215151515151515151515151515188888888824242424242422228787787878787878787878789292989898 # B 3232323255555555565656565656565 # (4747474747474747474747474722222121212121215151515151515151515151515188888888824242424242422228787787878787878787878789292989898 / 3232323255555555565656565656565, 4747474747474747474747474722222121212121215151515151515151515151515188888888824242424242422228787787878787878787878789292989898 % 3232323255555555565656565656565 ) = 1468749989443359446286010254996570112409976890076536347126763401841306803550248515174015159285269 2165778756635032498092175348913 ok 73 - ADB * B + 2 * AMB - AMB == A ok 74 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1468749989443359446286010254996570112409976890076536347126763401841306803550248515174015159285269 != 1468749989443359446286010254996570112409976890076536347126763401841306803550248515174015159285269 ($B=3232323255555555565656565656565) # ADB->[-1]: 1468749 B->[-1]: 3232 ok 75 - ADB * A + 2 * AMB - AMB == B # +2 * 3232323255555555565656565656565 = 6464646511111111131313131313130 # -3232323255555555565656565656565 = 3232323255555555565656565656565 ok 76 - ADB * A/A == ADB # A 4141413535146060606060727272727286868686868686525252 # B 787878787878787878787878787878 # (4141413535146060606060727272727286868686868686525252 / 787878787878787878787878787878, 4141413535146060606060727272727286868686868686525252 % 787878787878787878787878787878 ) = 5256409486916153846154 4155554949287474404040 ok 77 - ADB * B + 2 * AMB - AMB == A ok 78 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 5256409486916153846154 != 5256409486916153846154 ($B=787878787878787878787878787878) # ADB->[-1]: 5256 B->[-1]: 787 ok 79 - ADB * A + 2 * AMB - AMB == B # +2 * 787878787878787878787878787878 = 1575757575757575757575757575756 # -787878787878787878787878787878 = 787878787878787878787878787878 ok 80 - ADB * A/A == ADB # A 6262626262626262626262626262727272727272727272727272717171366060606060606060606060606060601313139431313131313131313131 # B 2929292929202046464646464646464646464646465555676767679090909090909086868686868686909090909070707070707070707070111111111111 # (6262626262626262626262626262727272727272727272727272717171366060606060606060606060606060601313139431313131313131313131 / 2929292929202046464646464646464646464646465555676767679090909090909086868686868686909090909070707070707070707070111111111111, 6262626262626262626262626262727272727272727272727272717171366060606060606060606060606060601313139431313131313131313131 % 2929292929202046464646464646464646464646465555676767679090909090909086868686868686909090909070707070707070707070111111111111 ) = 0 6262626262626262626262626262727272727272727272727272717171366060606060606060606060606060601313139431313131313131313131 ok 81 - ADB * B + 2 * AMB - AMB == A ok 82 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=2929292929202046464646464646464646464646465555676767679090909090909086868686868686909090909070707070707070707070111111111111) # ADB->[-1]: 0 B->[-1]: 2929292 ok 83 - ADB * A + 2 * AMB - AMB == B # +2 * 5858494975757575757575710329191919192828404040411088457158355147474747474747515151517351897919965235353534757575904040 = 2929298787697022222222222222174975656565658384080808090179366249264234343434343434424242426422604990672306060604868687015151 # -5858494975757575757575710329191919192828404040411088457158355147474747474747515151517351897919965235353534757575904040 = 2929292929202046464646464646464646464646465555676767679090909090909086868686868686909090909070707070707070707070111111111111 ok 84 - ADB * A/A == ADB # A 111111515151512323232323181818181818181818181818 # B 535353535353535353949494949494949452525252525252525252525246464621212121212121212121212121 # (111111515151512323232323181818181818181818181818 / 535353535353535353949494949494949452525252525252525252525246464621212121212121212121212121, 111111515151512323232323181818181818181818181818 % 535353535353535353949494949494949452525252525252525252525246464621212121212121212121212121 ) = 0 111111515151512323232323181818181818181818181818 ok 85 - ADB * B + 2 * AMB - AMB == A ok 86 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=535353535353535353949494949494949452525252525252525252525246464621212121212121212121212121) # ADB->[-1]: 0 B->[-1]: 535353535 ok 87 - ADB * A + 2 * AMB - AMB == B # +2 * 53279561550330193206912653453950240850419633053 = 535353535353535353949494949494949452525252578532086802855439671533865575162362062540845174 # -53279561550330193206912653453950240850419633053 = 535353535353535353949494949494949452525252525252525252525246464621212121212121212121212121 ok 88 - ADB * A/A == ADB # A 94949494949494941414141414141414146363636363636363636368686868686868686868686868 # B 77777777878787878787878787878787876666666666666663838383838383838707070707070707070707070707070 # (94949494949494941414141414141414146363636363636363636368686868686868686868686868 / 77777777878787878787878787878787876666666666666663838383838383838707070707070707070707070707070, 94949494949494941414141414141414146363636363636363636368686868686868686868686868 % 77777777878787878787878787878787876666666666666663838383838383838707070707070707070707070707070 ) = 0 94949494949494941414141414141414146363636363636363636368686868686868686868686868 ok 89 - ADB * B + 2 * AMB - AMB == A ok 90 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=77777777878787878787878787878787876666666666666663838383838383838707070707070707070707070707070) # ADB->[-1]: 0 B->[-1]: 77777 ok 91 - ADB * A + 2 * AMB - AMB == B # +2 * 59144637876638723226147646674296152929288792177084999787878787879350526542746614 = 77777777878787937932516664517511102814313340962816767672630560923706858585858586421233613453684 # -59144637876638723226147646674296152929288792177084999787878787879350526542746614 = 77777777878787878787878787878787876666666666666663838383838383838707070707070707070707070707070 ok 92 - ADB * A/A == ADB # A 5050404040404040404040404040646464646464646464141414141414141414141414141414 # B 319494949494949494949494949413131313131313131313131313757575757575757575757575424242424242424242424256565656565656565656565656 # (5050404040404040404040404040646464646464646464141414141414141414141414141414 / 319494949494949494949494949413131313131313131313131313757575757575757575757575424242424242424242424256565656565656565656565656, 5050404040404040404040404040646464646464646464141414141414141414141414141414 % 319494949494949494949494949413131313131313131313131313757575757575757575757575424242424242424242424256565656565656565656565656 ) = 0 5050404040404040404040404040646464646464646464141414141414141414141414141414 ok 93 - ADB * B + 2 * AMB - AMB == A ok 94 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=319494949494949494949494949413131313131313131313131313757575757575757575757575424242424242424242424256565656565656565656565656) # ADB->[-1]: 0 B->[-1]: 319494949 ok 95 - ADB * A + 2 * AMB - AMB == B # +2 * 3809952138810226098974402751054878463924689604663703372074395323952896956888 = 319494949494949494949494949413131313131313131313135123709714567801856550160326479120888167113847087959937730960980518553522544 # -3809952138810226098974402751054878463924689604663703372074395323952896956888 = 319494949494949494949494949413131313131313131313131313757575757575757575757575424242424242424242424256565656565656565656565656 ok 96 - ADB * A/A == ADB # A 18188585999999999828282828282828282826565656596969696969696969696 # B 404040404040404040404096969696969696969696888888888888666666663434343434343434344040404040404040404040444444444727272727272727272727272 # (18188585999999999828282828282828282826565656596969696969696969696 / 404040404040404040404096969696969696969696888888888888666666663434343434343434344040404040404040404040444444444727272727272727272727272, 18188585999999999828282828282828282826565656596969696969696969696 % 404040404040404040404096969696969696969696888888888888666666663434343434343434344040404040404040404040444444444727272727272727272727272 ) = 0 18188585999999999828282828282828282826565656596969696969696969696 ok 97 - ADB * B + 2 * AMB - AMB == A ok 98 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=404040404040404040404096969696969696969696888888888888666666663434343434343434344040404040404040404040444444444727272727272727272727272) # ADB->[-1]: 0 B->[-1]: 404040404 ok 99 - ADB * A + 2 * AMB - AMB == B # +2 * 8881832321317858261708884205030977921591270281852974056630141800 = 404040404040404040404096969696969696969696888888888888666666663434343443225266665358262302112924609071422366035997554580246783902869072 # -8881832321317858261708884205030977921591270281852974056630141800 = 404040404040404040404096969696969696969696888888888888666666663434343434343434344040404040404040404040444444444727272727272727272727272 ok 100 - ADB * A/A == ADB # A 3838383838383838383838383838 # B 7878787878666666666666666666 # (3838383838383838383838383838 / 7878787878666666666666666666, 3838383838383838383838383838 % 7878787878666666666666666666 ) = 0 3838383838383838383838383838 ok 101 - ADB * B + 2 * AMB - AMB == A ok 102 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=7878787878666666666666666666) # ADB->[-1]: 0 B->[-1]: 7 ok 103 - ADB * A + 2 * AMB - AMB == B # +2 * 202020201898989898989898990 = 8080808080565656565656565656 # -202020201898989898989898990 = 7878787878666666666666666666 ok 104 - ADB * A/A == ADB # A 83838383838383838383838383 # B 242424242424242424242424242424818181818181818181818181815979797979797979797946464646464646464646363636363636363636362121212121212121212121212121 # (83838383838383838383838383 / 242424242424242424242424242424818181818181818181818181815979797979797979797946464646464646464646363636363636363636362121212121212121212121212121, 83838383838383838383838383 % 242424242424242424242424242424818181818181818181818181815979797979797979797946464646464646464646363636363636363636362121212121212121212121212121 ) = 0 83838383838383838383838383 ok 105 - ADB * B + 2 * AMB - AMB == A ok 106 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=242424242424242424242424242424818181818181818181818181815979797979797979797946464646464646464646363636363636363636362121212121212121212121212121) # ADB->[-1]: 0 B->[-1]: 242424242 ok 107 - ADB * A + 2 * AMB - AMB == B # +2 * 75756565653256569212121196 = 242424242424242424242424242424818181818181818181818181815979797979797979797946464646464646464646363636363636363636362196968686865377781333333317 # -75756565653256569212121196 = 242424242424242424242424242424818181818181818181818181815979797979797979797946464646464646464646363636363636363636362121212121212121212121212121 ok 108 - ADB * A/A == ADB # A 5454545461414141414141414141 # B 69696969696969696969696969515151515151515151515151512323232323232323232323232323706090909090909090909090909090 # (5454545461414141414141414141 / 69696969696969696969696969515151515151515151515151512323232323232323232323232323706090909090909090909090909090, 5454545461414141414141414141 % 69696969696969696969696969515151515151515151515151512323232323232323232323232323706090909090909090909090909090 ) = 0 5454545461414141414141414141 ok 109 - ADB * B + 2 * AMB - AMB == A ok 110 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=69696969696969696969696969515151515151515151515151512323232323232323232323232323706090909090909090909090909090) # ADB->[-1]: 0 B->[-1]: 69 ok 111 - ADB * A + 2 * AMB - AMB == B # +2 * 1898776438214047508685267524 = 69696969696969696969696969515151515151515151515151512323232323232323232323232323707989685529123138417776176614 # -1898776438214047508685267524 = 69696969696969696969696969515151515151515151515151512323232323232323232323232323706090909090909090909090909090 ok 112 - ADB * A/A == ADB # A 68686868424242 # B 3535353535353511111111111111179797979797946464646468383838383838383833434343434343434343446462525252525 # (68686868424242 / 3535353535353511111111111111179797979797946464646468383838383838383833434343434343434343446462525252525, 68686868424242 % 3535353535353511111111111111179797979797946464646468383838383838383833434343434343434343446462525252525 ) = 0 68686868424242 ok 113 - ADB * B + 2 * AMB - AMB == A ok 114 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=3535353535353511111111111111179797979797946464646468383838383838383833434343434343434343446462525252525) # ADB->[-1]: 0 B->[-1]: 3535 ok 115 - ADB * A + 2 * AMB - AMB == B # +2 * 995512396957 = 3535353535353511111111111111179797979797946464646468383838383838383833434343434343434343447458037649482 # -995512396957 = 3535353535353511111111111111179797979797946464646468383838383838383833434343434343434343446462525252525 ok 116 - ADB * A/A == ADB # A 3333333333929292929292929265656565656565656565656565656594949494727272727272727272727272 # B 5858585858585858585846464646464646464699999999999999970708888888882828282829610607272727272727272 # (3333333333929292929292929265656565656565656565656565656594949494727272727272727272727272 / 5858585858585858585846464646464646464699999999999999970708888888882828282829610607272727272727272, 3333333333929292929292929265656565656565656565656565656594949494727272727272727272727272 % 5858585858585858585846464646464646464699999999999999970708888888882828282829610607272727272727272 ) = 0 3333333333929292929292929265656565656565656565656565656594949494727272727272727272727272 ok 117 - ADB * B + 2 * AMB - AMB == A ok 118 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=5858585858585858585846464646464646464699999999999999970708888888882828282829610607272727272727272) # ADB->[-1]: 0 B->[-1]: 5858585 ok 119 - ADB * A + 2 * AMB - AMB == B # +2 * 871747781169697017630853978841414141414141384798818488310774410647792425454546732782368 = 5858585859457606367016161664095500443541414141414141355507707377193602693477403032727274005509640 # -871747781169697017630853978841414141414141384798818488310774410647792425454546732782368 = 5858585858585858585846464646464646464699999999999999970708888888882828282829610607272727272727272 ok 120 - ADB * A/A == ADB # A 48484444444444411111111111111111111111111727216161627272727271717171717171717171717178080808080121212121234343434343434 # B 646464585858585858585858585858171717171717313131313143434343434343434343 # (48484444444444411111111111111111111111111727216161627272727271717171717171717171717178080808080121212121234343434343434 / 646464585858585858585858585858171717171717313131313143434343434343434343, 48484444444444411111111111111111111111111727216161627272727271717171717171717171717178080808080121212121234343434343434 % 646464585858585858585858585858171717171717313131313143434343434343434343 ) = 74999382031192013861751299539232378282150132966 543254268622787126878363387088121516779506398738164858454489556893492096 ok 121 - ADB * B + 2 * AMB - AMB == A ok 122 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 74999382031192013861751299539232378282150132966 != 74999382031192013861751299539232378282150132966 ($B=646464585858585858585858585858171717171717313131313143434343434343434343) # ADB->[-1]: 74 B->[-1]: 646464585 ok 123 - ADB * A + 2 * AMB - AMB == B # +2 * 646464585858585858585858585858171717171717313131313143434343434343434343 = 1292929171717171717171717171716343434343434626262626286868686868686868686 # -646464585858585858585858585858171717171717313131313143434343434343434343 = 646464585858585858585858585858171717171717313131313143434343434343434343 ok 124 - ADB * A/A == ADB # A 747474747474747474747474747427272727272727666666666664141417474747444444444444444444444444444444493939393939393939393 # B 6060606060606060606060606060 # (747474747474747474747474747427272727272727666666666664141417474747444444444444444444444444444444493939393939393939393 / 6060606060606060606060606060, 747474747474747474747474747427272727272727666666666664141417474747444444444444444444444444444444493939393939393939393 % 6060606060606060606060606060 ) = 123333333333333333333333333337833333333333398333333332917117216666661673166666666625045054 6060603083737373737348512153 ok 125 - ADB * B + 2 * AMB - AMB == A ok 126 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 123333333333333333333333333337833333333333398333333332917117216666661673166666666625045054 != 123333333333333333333333333337833333333333398333333332917117216666661673166666666625045054 ($B=6060606060606060606060606060) # ADB->[-1]: 123333333 B->[-1]: 6 ok 127 - ADB * A + 2 * AMB - AMB == B # +2 * 6060606060606060606060606060 = 12121212121212121212121212120 # -6060606060606060606060606060 = 6060606060606060606060606060 ok 128 - ADB * A/A == ADB # A 24242424242424242424242424242498982828282828282828282828282894949494949494686868686868686868686868686868 # B 1010101010101010102525252525252525252525252511111111137373737373737 # (24242424242424242424242424242498982828282828282828282828282894949494949494686868686868686868686868686868 / 1010101010101010102525252525252525252525252511111111137373737373737, 24242424242424242424242424242498982828282828282828282828282894949494949494686868686868686868686868686868 % 1010101010101010102525252525252525252525252511111111137373737373737 ) = 23999999999999999964000000000073993054 339281828075757641915160485794723134095012990501010128664070 ok 129 - ADB * B + 2 * AMB - AMB == A ok 130 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 23999999999999999964000000000073993054 != 23999999999999999964000000000073993054 ($B=1010101010101010102525252525252525252525252511111111137373737373737) # ADB->[-1]: 23 B->[-1]: 1010 ok 131 - ADB * A + 2 * AMB - AMB == B # +2 * 1010101010101010102525252525252525252525252511111111137373737373737 = 2020202020202020205050505050505050505050505022222222274747474747474 # -1010101010101010102525252525252525252525252511111111137373737373737 = 1010101010101010102525252525252525252525252511111111137373737373737 ok 132 - ADB * A/A == ADB # A 1717171717171717171748484848484848484848 # B 516969696969696969 # (1717171717171717171748484848484848484848 / 516969696969696969, 1717171717171717171748484848484848484848 % 516969696969696969 ) = 3321610003907776479724 169396662995728292 ok 133 - ADB * B + 2 * AMB - AMB == A ok 134 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 3321610003907776479724 != 3321610003907776479724 ($B=516969696969696969) # ADB->[-1]: 3321 B->[-1]: 516969696 ok 135 - ADB * A + 2 * AMB - AMB == B # +2 * 516969696969696969 = 1033939393939393938 # -516969696969696969 = 516969696969696969 ok 136 - ADB * A/A == ADB # A 1212121212121212121212626262626262626262626262629898989898646464646464222222222222222222222222222222 # B 9898987979797979797994949494949494949494949454545454545454545454545454121212121280808080808022222222222202051515151 # (1212121212121212121212626262626262626262626262629898989898646464646464222222222222222222222222222222 / 9898987979797979797994949494949494949494949454545454545454545454545454121212121280808080808022222222222202051515151, 1212121212121212121212626262626262626262626262629898989898646464646464222222222222222222222222222222 % 9898987979797979797994949494949494949494949454545454545454545454545454121212121280808080808022222222222202051515151 ) = 0 1212121212121212121212626262626262626262626262629898989898646464646464222222222222222222222222222222 ok 137 - ADB * B + 2 * AMB - AMB == A ok 138 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=9898987979797979797994949494949494949494949454545454545454545454545454121212121280808080808022222222222202051515151) # ADB->[-1]: 0 B->[-1]: 9898987 ok 139 - ADB * A + 2 * AMB - AMB == B # +2 * 404051430977230639730808080767647070712831087542755895296181146533333191919133333335148127625589225 = 9898987979797980202046380472180134680303030222192525258285632997301349417393267814141272727155555557370329677104376 # -404051430977230639730808080767647070712831087542755895296181146533333191919133333335148127625589225 = 9898987979797979797994949494949494949494949454545454545454545454545454121212121280808080808022222222222202051515151 ok 140 - ADB * A/A == ADB # A 505050505050505050505050464646464646464646464688888888888888888851515151515151515151515189891818181818181818282828282828282828 # B 9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424 # (505050505050505050505050464646464646464646464688888888888888888851515151515151515151515189891818181818181818282828282828282828 / 9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424, 505050505050505050505050464646464646464646464688888888888888888851515151515151515151515189891818181818181818282828282828282828 % 9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424 ) = 53763440860215461035957 8558516057222087178500630560270360705651507082310302405224285869940419320645350725996330006516879443060 ok 141 - ADB * B + 2 * AMB - AMB == A ok 142 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 53763440860215461035957 != 53763440860215461035957 ($B=9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424) # ADB->[-1]: 53763 B->[-1]: 9393 ok 143 - ADB * A + 2 * AMB - AMB == B # +2 * 9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424 = 18787878787878645555555555151553535352449090909090909193939393939393939392692323232323224848484848484848 # -9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424 = 9393939393939322777777777575776767676224545454545454596969696969696969696346161616161612424242424242424 ok 144 - ADB * A/A == ADB # A 595959595959595959595959595959313131313131313140404040404040949494858585858585 # B 24242424242424 # (595959595959595959595959595959313131313131313140404040404040949494858585858585 / 24242424242424, 595959595959595959595959595959313131313131313140404040404040949494858585858585 % 24242424242424 ) = 24583333333333579166666666669113333333333357800375000000244692916 16070766390201 ok 145 - ADB * B + 2 * AMB - AMB == A ok 146 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 24583333333333579166666666669113333333333357800375000000244692916 != 24583333333333579166666666669113333333333357800375000000244692916 ($B=24242424242424) # ADB->[-1]: 24 B->[-1]: 24242 ok 147 - ADB * A + 2 * AMB - AMB == B # +2 * 24242424242424 = 48484848484848 # -24242424242424 = 24242424242424 ok 148 - ADB * A/A == ADB # A 97979797979797982828282828282828282822222222222222222222240404040404040404040 # B 98989888888888888876767676767676767676767070708888888888888883434343434343434343434343482828080808080808080808080 # (97979797979797982828282828282828282822222222222222222222240404040404040404040 / 98989888888888888876767676767676767676767070708888888888888883434343434343434343434343482828080808080808080808080, 97979797979797982828282828282828282822222222222222222222240404040404040404040 % 98989888888888888876767676767676767676767070708888888888888883434343434343434343434343482828080808080808080808080 ) = 0 97979797979797982828282828282828282822222222222222222222240404040404040404040 ok 149 - ADB * B + 2 * AMB - AMB == A ok 150 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=98989888888888888876767676767676767676767070708888888888888883434343434343434343434343482828080808080808080808080) # ADB->[-1]: 0 B->[-1]: 98989 ok 151 - ADB * A + 2 * AMB - AMB == B # +2 * 25820254709590196529633138828916227292229635483285662606049451515044160384120 = 98989888888888888876767676767676767702587325418479085418522022263259661635663978917629145434130259595852241192200 # -25820254709590196529633138828916227292229635483285662606049451515044160384120 = 98989888888888888876767676767676767676767070708888888888888883434343434343434343434343482828080808080808080808080 ok 152 - ADB * A/A == ADB # A 6060606060606060604646464646464662626262626262627272727272727272727272727251515151515151 # B 9393939393930000000000005555555555555555555555555555559393939393939393939393939393936666666610101010106363636363636363636363 # (6060606060606060604646464646464662626262626262627272727272727272727272727251515151515151 / 9393939393930000000000005555555555555555555555555555559393939393939393939393939393936666666610101010106363636363636363636363, 6060606060606060604646464646464662626262626262627272727272727272727272727251515151515151 % 9393939393930000000000005555555555555555555555555555559393939393939393939393939393936666666610101010106363636363636363636363 ) = 0 6060606060606060604646464646464662626262626262627272727272727272727272727251515151515151 ok 153 - ADB * B + 2 * AMB - AMB == A ok 154 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=9393939393930000000000005555555555555555555555555555559393939393939393939393939393936666666610101010106363636363636363636363) # ADB->[-1]: 0 B->[-1]: 9393939 ok 155 - ADB * A + 2 * AMB - AMB == B # +2 * 2531651152994544205372392143958697305504259628751786101466257594408881315801482323043880 = 9393939393930000000000005555555555558087206708550099764766331537898091244898199022688452768076358604515244952165118686680243 # -2531651152994544205372392143958697305504259628751786101466257594408881315801482323043880 = 9393939393930000000000005555555555555555555555555555559393939393939393939393939393936666666610101010106363636363636363636363 ok 156 - ADB * A/A == ADB # A 232323232340404040404040404040408888888888888888888888888893939393939393939393939393222224545454545454545454545454554545454545454545454 # B 55555546464646464644444483838383 # (232323232340404040404040404040408888888888888888888888888893939393939393939393939393222224545454545454545454545454554545454545454545454 / 55555546464646464644444483838383, 232323232340404040404040404040408888888888888888888888888893939393939393939393939393222224545454545454545454545454554545454545454545454 % 55555546464646464644444483838383 ) = 4181818866424905415136585652203512018185986860417143549450755244347618624144815371654819982025380651770 44496518010045266949153571657544 ok 157 - ADB * B + 2 * AMB - AMB == A ok 158 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 4181818866424905415136585652203512018185986860417143549450755244347618624144815371654819982025380651770 != 4181818866424905415136585652203512018185986860417143549450755244347618624144815371654819982025380651770 ($B=55555546464646464644444483838383) # ADB->[-1]: 4181 B->[-1]: 55555 ok 159 - ADB * A + 2 * AMB - AMB == B # +2 * 55555546464646464644444483838383 = 111111092929292929288888967676766 # -55555546464646464644444483838383 = 55555546464646464644444483838383 ok 160 - ADB * A/A == ADB # A 9191919191919191919191919191212121215757575757575757 # B 727272727272727256567676767676767676767676765858585858585858252525 # (9191919191919191919191919191212121215757575757575757 / 727272727272727256567676767676767676767676765858585858585858252525, 9191919191919191919191919191212121215757575757575757 % 727272727272727256567676767676767676767676765858585858585858252525 ) = 0 9191919191919191919191919191212121215757575757575757 ok 161 - ADB * B + 2 * AMB - AMB == A ok 162 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=727272727272727256567676767676767676767676765858585858585858252525) # ADB->[-1]: 0 B->[-1]: 727 ok 163 - ADB * A + 2 * AMB - AMB == B # +2 * 1094951515151571095570807858720570541055655455322122 = 727272727272728351519191919247863247575535486429126914241313574647 # -1094951515151571095570807858720570541055655455322122 = 727272727272727256567676767676767676767676765858585858585858252525 ok 164 - ADB * A/A == ADB # A 82828282828282828282821616161616161616161616161616166464646464646464646464642525252591919191919191919191909090909090909090909090 # B 8494949494949494949494 # (82828282828282828282821616161616161616161616161616166464646464646464646464642525252591919191919191919191909090909090909090909090 / 8494949494949494949494, 82828282828282828282821616161616161616161616161616166464646464646464646464642525252591919191919191919191909090909090909090909090 % 8494949494949494949494 ) = 9750297265160523186682825835841765861093398556038727236612298191990805755481393051173183276743181035608572 2295232463222397446522 ok 165 - ADB * B + 2 * AMB - AMB == A ok 166 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 9750297265160523186682825835841765861093398556038727236612298191990805755481393051173183276743181035608572 != 9750297265160523186682825835841765861093398556038727236612298191990805755481393051173183276743181035608572 ($B=8494949494949494949494) # ADB->[-1]: 9750297 B->[-1]: 8494 ok 167 - ADB * A + 2 * AMB - AMB == B # +2 * 8494949494949494949494 = 16989898989898989898988 # -8494949494949494949494 = 8494949494949494949494 ok 168 - ADB * A/A == ADB # A 4949494949494949494949 # B 5454545454546666666666666666666666661212121212121212121212 # (4949494949494949494949 / 5454545454546666666666666666666666661212121212121212121212, 4949494949494949494949 % 5454545454546666666666666666666666661212121212121212121212 ) = 0 4949494949494949494949 ok 169 - ADB * B + 2 * AMB - AMB == A ok 170 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=5454545454546666666666666666666666661212121212121212121212) # ADB->[-1]: 0 B->[-1]: 5454 ok 171 - ADB * A + 2 * AMB - AMB == B # +2 * 4646464701010101010112 = 5454545454546666666666666666666666665858585913131313131324 # -4646464701010101010112 = 5454545454546666666666666666666666661212121212121212121212 ok 172 - ADB * A/A == ADB # A 191919191919194444444444 # B 19191919191919191919191919191917171717171717171717515151515151515151515124242424242424242424 # (191919191919194444444444 / 19191919191919191919191919191917171717171717171717515151515151515151515124242424242424242424, 191919191919194444444444 % 19191919191919191919191919191917171717171717171717515151515151515151515124242424242424242424 ) = 0 191919191919194444444444 ok 173 - ADB * B + 2 * AMB - AMB == A ok 174 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=19191919191919191919191919191917171717171717171717515151515151515151515124242424242424242424) # ADB->[-1]: 0 B->[-1]: 19 ok 175 - ADB * A + 2 * AMB - AMB == B # +2 * 145205172238439189410676 = 19191919191919191919191919191917171717171717171717515151515151515151660329414662681613653100 # -145205172238439189410676 = 19191919191919191919191919191917171717171717171717515151515151515151515124242424242424242424 ok 176 - ADB * A/A == ADB # A 5858585833333333111111111111111111636363636363636363636363636391919191915623232323232323232323 # B 292929292929292929903434343434343473737373737373737373 # (5858585833333333111111111111111111636363636363636363636363636391919191915623232323232323232323 / 292929292929292929903434343434343473737373737373737373, 5858585833333333111111111111111111636363636363636363636363636391919191915623232323232323232323 % 292929292929292929903434343434343473737373737373737373 ) = 19999999913793102647972413972770512067467 46825178282070806868916180802321488749697093407888132 ok 177 - ADB * B + 2 * AMB - AMB == A ok 178 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 19999999913793102647972413972770512067467 != 19999999913793102647972413972770512067467 ($B=292929292929292929903434343434343473737373737373737373) # ADB->[-1]: 19999 B->[-1]: 292929292 ok 179 - ADB * A + 2 * AMB - AMB == B # +2 * 292929292929292929903434343434343473737373737373737373 = 585858585858585859806868686868686947474747474747474746 # -292929292929292929903434343434343473737373737373737373 = 292929292929292929903434343434343473737373737373737373 ok 180 - ADB * A/A == ADB # A 90909090909090907070707070707070707088888888888888888888 # B 2525909090905656565656565656565656564949494949494949494949 # (90909090909090907070707070707070707088888888888888888888 / 2525909090905656565656565656565656564949494949494949494949, 90909090909090907070707070707070707088888888888888888888 % 2525909090905656565656565656565656564949494949494949494949 ) = 0 90909090909090907070707070707070707088888888888888888888 ok 181 - ADB * B + 2 * AMB - AMB == A ok 182 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=2525909090905656565656565656565656564949494949494949494949) # ADB->[-1]: 0 B->[-1]: 2525 ok 183 - ADB * A + 2 * AMB - AMB == B # +2 * 71363636360202074747474747474747473549494949494949494973 = 2597272727265858640404040404040404038498989898989898989922 # -71363636360202074747474747474747473549494949494949494973 = 2525909090905656565656565656565656564949494949494949494949 ok 184 - ADB * A/A == ADB # A 16161616161616161616161616161646464646464646464646464646 # B 757575757575757575757575757575757575424275757575757575757575757575757588888888888888888822222222222222 # (16161616161616161616161616161646464646464646464646464646 / 757575757575757575757575757575757575424275757575757575757575757575757588888888888888888822222222222222, 16161616161616161616161616161646464646464646464646464646 % 757575757575757575757575757575757575424275757575757575757575757575757588888888888888888822222222222222 ) = 0 16161616161616161616161616161646464646464646464646464646 ok 185 - ADB * B + 2 * AMB - AMB == A ok 186 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=757575757575757575757575757575757575424275757575757575757575757575757588888888888888888822222222222222) # ADB->[-1]: 0 B->[-1]: 757 ok 187 - ADB * A + 2 * AMB - AMB == B # +2 * 21782966383200708207070707070666165962639847222 = 757575757575757575757575757575757575424275757575757575779358723958958297095959595959554988184862069444 # -21782966383200708207070707070666165962639847222 = 757575757575757575757575757575757575424275757575757575757575757575757588888888888888888822222222222222 ok 188 - ADB * A/A == ADB # A 58585858585858292929292929292929252525252525252525252525252548484848484840404040404040386666666666666666661313131313 # B 1158585858584242424242424242424242949454545454545454545454545454543333585858585858585866666666666666666666666666575757575757 # (58585858585858292929292929292929252525252525252525252525252548484848484840404040404040386666666666666666661313131313 / 1158585858584242424242424242424242949454545454545454545454545454543333585858585858585866666666666666666666666666575757575757, 58585858585858292929292929292929252525252525252525252525252548484848484840404040404040386666666666666666661313131313 % 1158585858584242424242424242424242949454545454545454545454545454543333585858585858585866666666666666666666666666575757575757 ) = 0 58585858585858292929292929292929252525252525252525252525252548484848484840404040404040386666666666666666661313131313 ok 189 - ADB * B + 2 * AMB - AMB == A ok 190 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=1158585858584242424242424242424242949454545454545454545454545454543333585858585858585866666666666666666666666666575757575757) # ADB->[-1]: 0 B->[-1]: 1158585 ok 191 - ADB * A + 2 * AMB - AMB == B # +2 * 4038793671717151515151516475751999999999999999999999540558660858745663531313139737520026666666666772537352123808951 = 1158585862623036095959575757575759425206545454545454545454544995101994444604249389899006404186693333333333439203927881384708 # -4038793671717151515151516475751999999999999999999999540558660858745663531313139737520026666666666772537352123808951 = 1158585858584242424242424242424242949454545454545454545454545454543333585858585858585866666666666666666666666666575757575757 ok 192 - ADB * A/A == ADB # A 33333333382828282828282828282 # B 17171717171717171717171717838383838383838383737373737330303030303030303093939393939393939393 # (33333333382828282828282828282 / 17171717171717171717171717838383838383838383737373737330303030303030303093939393939393939393, 33333333382828282828282828282 % 17171717171717171717171717838383838383838383737373737330303030303030303093939393939393939393 ) = 0 33333333382828282828282828282 ok 193 - ADB * B + 2 * AMB - AMB == A ok 194 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=17171717171717171717171717838383838383838383737373737330303030303030303093939393939393939393) # ADB->[-1]: 0 B->[-1]: 17 ok 195 - ADB * A + 2 * AMB - AMB == B # +2 * 27453570133439464928145107817 = 17171717171717171717171717838383838383838383737373737330303030330483873227378858867539047210 # -27453570133439464928145107817 = 17171717171717171717171717838383838383838383737373737330303030303030303093939393939393939393 ok 196 - ADB * A/A == ADB # A 68686868686868686868636363634242424242424242424242427575757575757575757575757575757979797979888888 # B 47161616161642424242424242422222222222224747478888888881111119816161616 # (68686868686868686868636363634242424242424242424242427575757575757575757575757575757979797979888888 / 47161616161642424242424242422222222222224747478888888881111119816161616, 68686868686868686868636363634242424242424242424242427575757575757575757575757575757979797979888888 % 47161616161642424242424242422222222222224747478888888881111119816161616 ) = 1456414649817137143265254967 26119123909584478024176434684955509926672180552910006623307714461142216 ok 197 - ADB * B + 2 * AMB - AMB == A ok 198 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1456414649817137143265254967 != 1456414649817137143265254967 ($B=47161616161642424242424242422222222222224747478888888881111119816161616) # ADB->[-1]: 1 B->[-1]: 47161616 ok 199 - ADB * A + 2 * AMB - AMB == B # +2 * 47161616161642424242424242422222222222224747478888888881111119816161616 = 94323232323284848484848484844444444444449494957777777762222239632323232 # -47161616161642424242424242422222222222224747478888888881111119816161616 = 47161616161642424242424242422222222222224747478888888881111119816161616 ok 200 - ADB * A/A == ADB # A 91919133333333333333333333333333333354545454545454545454545454544343434343434343437474747474747474707070707041414141414141 # B 34343434343434343434343438383838383838 # (91919133333333333333333333333333333354545454545454545454545454544343434343434343437474747474747474707070707041414141414141 / 34343434343434343434343438383838383838, 91919133333333333333333333333333333354545454545454545454545454544343434343434343437474747474747474707070707041414141414141 % 34343434343434343434343438383838383838 ) = 2676468882352941176470587920415425606183892714498306940745776431561382462856532830926 19828678740953108951516770591396440153 ok 201 - ADB * B + 2 * AMB - AMB == A ok 202 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 2676468882352941176470587920415425606183892714498306940745776431561382462856532830926 != 2676468882352941176470587920415425606183892714498306940745776431561382462856532830926 ($B=34343434343434343434343438383838383838) # ADB->[-1]: 2676 B->[-1]: 34 ok 203 - ADB * A + 2 * AMB - AMB == B # +2 * 34343434343434343434343438383838383838 = 68686868686868686868686876767676767676 # -34343434343434343434343438383838383838 = 34343434343434343434343438383838383838 ok 204 - ADB * A/A == ADB # A 0 # B 80808080801111979797979797979797242424242424242424242424444444459333333333333333333333333 ok 205 - skipped this test ok 206 - skipped this test ok 207 - skipped this test ok 208 - skipped this test # A 5252525252525252525252525252522222222222225555555555 # B 585858585858585858797979434343434343434343434343434313999991919191919191919191585858585858585050505050505050502929292985858585 # (5252525252525252525252525252522222222222225555555555 / 585858585858585858797979434343434343434343434343434313999991919191919191919191585858585858585050505050505050502929292985858585, 5252525252525252525252525252522222222222225555555555 % 585858585858585858797979434343434343434343434343434313999991919191919191919191585858585858585050505050505050502929292985858585 ) = 0 5252525252525252525252525252522222222222225555555555 ok 209 - ADB * B + 2 * AMB - AMB == A ok 210 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=585858585858585858797979434343434343434343434343434313999991919191919191919191585858585858585050505050505050502929292985858585) # ADB->[-1]: 0 B->[-1]: 585858585 ok 211 - ADB * A + 2 * AMB - AMB == B # +2 * 3182840545338446373136252792762391641714513945382735 = 585858585858585858797979434343434343434343434343434313999991919191919191922374426403924304958186757843267442144643806931241320 # -3182840545338446373136252792762391641714513945382735 = 585858585858585858797979434343434343434343434343434313999991919191919191919191585858585858585050505050505050502929292985858585 ok 212 - ADB * A/A == ADB # A 474747882828282828282828282828282362929292929292929626262626239393939393939 # B 3939393939399999999999999999994242424242 # (474747882828282828282828282828282362929292929292929626262626239393939393939 / 3939393939399999999999999999994242424242, 474747882828282828282828282828282362929292929292929626262626239393939393939 % 3939393939399999999999999999994242424242 ) = 120512924102378698065483519951870144 250225205195047055673649636261797763091 ok 213 - ADB * B + 2 * AMB - AMB == A ok 214 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 120512924102378698065483519951870144 != 120512924102378698065483519951870144 ($B=3939393939399999999999999999994242424242) # ADB->[-1]: 120512924 B->[-1]: 3939 ok 215 - ADB * A + 2 * AMB - AMB == B # +2 * 3939393939399999999999999999994242424242 = 7878787878799999999999999999988484848484 # -3939393939399999999999999999994242424242 = 3939393939399999999999999999994242424242 ok 216 - ADB * A/A == ADB # A 232323232323232323656565656565656565656565656566666666666662828282828282828282828282857575757575767676767676767 # B 93939393939393939393939350505050505050767676535353535353535353535353535353 # (232323232323232323656565656565656565656565656566666666666662828282828282828282828282857575757575767676767676767 / 93939393939393939393939350505050505050767676535353535353535353535353535353, 232323232323232323656565656565656565656565656566666666666662828282828282828282828282857575757575767676767676767 % 93939393939393939393939350505050505050767676535353535353535353535353535353 ) = 2473118279569892477634409745635333564 53266189996715247046696742749544499768482295361819235366814391075946188675 ok 217 - ADB * B + 2 * AMB - AMB == A ok 218 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 2473118279569892477634409745635333564 != 2473118279569892477634409745635333564 ($B=93939393939393939393939350505050505050767676535353535353535353535353535353) # ADB->[-1]: 2 B->[-1]: 93 ok 219 - ADB * A + 2 * AMB - AMB == B # +2 * 93939393939393939393939350505050505050767676535353535353535353535353535353 = 187878787878787878787878701010101010101535353070707070707070707070707070706 # -93939393939393939393939350505050505050767676535353535353535353535353535353 = 93939393939393939393939350505050505050767676535353535353535353535353535353 ok 220 - ADB * A/A == ADB # A 79797979969696969696969696962626262626262626262626262626616161616161616161616161616161 # B 85858585858585858592924949494949494949474747474747 # (79797979969696969696969696962626262626262626262626262626616161616161616161616161616161 / 85858585858585858592924949494949494949474747474747, 79797979969696969696969696962626262626262626262626262626616161616161616161616161616161 % 85858585858585858592924949494949494949474747474747 ) = 929411766705882352864683695254772456 64730424756000750303533783271324183687330070447529 ok 221 - ADB * B + 2 * AMB - AMB == A ok 222 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 929411766705882352864683695254772456 != 929411766705882352864683695254772456 ($B=85858585858585858592924949494949494949474747474747) # ADB->[-1]: 929411766 B->[-1]: 85858 ok 223 - ADB * A + 2 * AMB - AMB == B # +2 * 85858585858585858592924949494949494949474747474747 = 171717171717171717185849898989898989898949494949494 # -85858585858585858592924949494949494949474747474747 = 85858585858585858592924949494949494949474747474747 ok 224 - ADB * A/A == ADB # A 404040404040404040404040 # B 17171717171717171717171717 # (404040404040404040404040 / 17171717171717171717171717, 404040404040404040404040 % 17171717171717171717171717 ) = 0 404040404040404040404040 ok 225 - ADB * B + 2 * AMB - AMB == A ok 226 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=17171717171717171717171717) # ADB->[-1]: 0 B->[-1]: 17171717 ok 227 - ADB * A + 2 * AMB - AMB == B # +2 * 202020202020202020202037 = 17373737373737373737373754 # -202020202020202020202037 = 17171717171717171717171717 ok 228 - ADB * A/A == ADB # A 7777777777777777777777777777212121212121212121212121212121838383838383838383838383 # B 7474747474747474747440404040404040404084848484848484848484848484 # (7777777777777777777777777777212121212121212121212121212121838383838383838383838383 / 7474747474747474747440404040404040404084848484848484848484848484, 7777777777777777777777777777212121212121212121212121212121838383838383838383838383 % 7474747474747474747440404040404040404084848484848484848484848484 ) = 1040540540540540540 4076139775574119574054763854763854763879414142297024297024297023 ok 229 - ADB * B + 2 * AMB - AMB == A ok 230 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1040540540540540540 != 1040540540540540540 ($B=7474747474747474747440404040404040404084848484848484848484848484) # ADB->[-1]: 1 B->[-1]: 7 ok 231 - ADB * A + 2 * AMB - AMB == B # +2 * 7474747474747474747440404040404040404084848484848484848484848484 = 14949494949494949494880808080808080808169696969696969696969696968 # -7474747474747474747440404040404040404084848484848484848484848484 = 7474747474747474747440404040404040404084848484848484848484848484 ok 232 - ADB * A/A == ADB # A 232323237777696969696969696969696969989898989898989898989898999999999999994040404040404040 # B 6666666666666666 # (232323237777696969696969696969696969989898989898989898989898999999999999994040404040404040 / 6666666666666666, 232323237777696969696969696969696969989898989898989898989898999999999999994040404040404040 % 6666666666666666 ) = 34848485666654548939394021210909439437886969575792428637181807579242863717 1912123535646518 ok 233 - ADB * B + 2 * AMB - AMB == A ok 234 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 34848485666654548939394021210909439437886969575792428637181807579242863717 != 34848485666654548939394021210909439437886969575792428637181807579242863717 ($B=6666666666666666) # ADB->[-1]: 34 B->[-1]: 6666666 ok 235 - ADB * A + 2 * AMB - AMB == B # +2 * 6666666666666666 = 13333333333333332 # -6666666666666666 = 6666666666666666 ok 236 - ADB * A/A == ADB # A 4242424242424242424242424242421919191960604444444444444444444444444444 # B 585858585858525252525252525252525252525284848484325555555555555555555555555555 # (4242424242424242424242424242421919191960604444444444444444444444444444 / 585858585858525252525252525252525252525284848484325555555555555555555555555555, 4242424242424242424242424242421919191960604444444444444444444444444444 % 585858585858525252525252525252525252525284848484325555555555555555555555555555 ) = 0 4242424242424242424242424242421919191960604444444444444444444444444444 ok 237 - ADB * B + 2 * AMB - AMB == A ok 238 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=585858585858525252525252525252525252525284848484325555555555555555555555555555) # ADB->[-1]: 0 B->[-1]: 585858 ok 239 - ADB * A + 2 * AMB - AMB == B # +2 * 403979797979797979798300625294717491104912222222222222222222283597883 = 585858586262505050505050505050825877820002339589237777777777777777777839153438 # -403979797979797979798300625294717491104912222222222222222222283597883 = 585858585858525252525252525252525252525284848484325555555555555555555555555555 ok 240 - ADB * A/A == ADB # A 72727272727272727272723333333333333333333333515151515151515182828282828282824444444444444444444444444444449898989898989898989898989898 # B 24242424242424242424434343432929292929 # (72727272727272727272723333333333333333333333515151515151515182828282828282824444444444444444444444444444449898989898989898989898989898 / 24242424242424242424434343432929292929, 72727272727272727272723333333333333333333333515151515151515182828282828282824444444444444444444444444444449898989898989898989898989898 % 24242424242424242424434343432929292929 ) = 2999999999999999999976087500175000000036439314788886354176298871053828193059071312984807004396052 14740829497053869303643353602859873590 ok 241 - ADB * B + 2 * AMB - AMB == A ok 242 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 2999999999999999999976087500175000000036439314788886354176298871053828193059071312984807004396052 != 2999999999999999999976087500175000000036439314788886354176298871053828193059071312984807004396052 ($B=24242424242424242424434343432929292929) # ADB->[-1]: 2999999 B->[-1]: 24 ok 243 - ADB * A + 2 * AMB - AMB == B # +2 * 24242424242424242424434343432929292929 = 48484848484848484848868686865858585858 # -24242424242424242424434343432929292929 = 24242424242424242424434343432929292929 ok 244 - ADB * A/A == ADB # A 232323232323232323232323232323 # B 32323232323232323232323274747474747452525252525252527777727272735353535353535353535353535353572727272 # (232323232323232323232323232323 / 32323232323232323232323274747474747452525252525252527777727272735353535353535353535353535353572727272, 232323232323232323232323232323 % 32323232323232323232323274747474747452525252525252527777727272735353535353535353535353535353572727272 ) = 0 232323232323232323232323232323 ok 245 - ADB * B + 2 * AMB - AMB == A ok 246 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=32323232323232323232323274747474747452525252525252527777727272735353535353535353535353535353572727272) # ADB->[-1]: 0 B->[-1]: 32 ok 247 - ADB * A + 2 * AMB - AMB == B # +2 * 70707070709638333365701997979 = 32323232323232323232323274747474747452525252525252527777727272735353535424242424244991868719274725251 # -70707070709638333365701997979 = 32323232323232323232323274747474747452525252525252527777727272735353535353535353535353535353572727272 ok 248 - ADB * A/A == ADB # A 959595959595959595959531313131314848484848484851515151515151511818121212121212121212707070707070707086868686867676767676767676767676767676 # B 444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222 # (959595959595959595959531313131314848484848484851515151515151511818121212121212121212707070707070707086868686867676767676767676767676767676 / 444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222, 959595959595959595959531313131314848484848484851515151515151511818121212121212121212707070707070707086868686867676767676767676767676767676 % 444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222 ) = 2159090909090882592975061157349999169704228235554 88113318132880202811078970500084857719538778905128820136711064146617837658760479727486688 ok 249 - ADB * B + 2 * AMB - AMB == A ok 250 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 2159090909090882592975061157349999169704228235554 != 2159090909090882592975061157349999169704228235554 ($B=444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222) # ADB->[-1]: 2159 B->[-1]: 444444444 ok 251 - ADB * A + 2 * AMB - AMB == B # +2 * 444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222 = 888888888888899797979797979797979797979694949494949494944646464646464646464646444444444444 # -444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222 = 444444444444449898989898989898989898989847474747474747472323232323232323232323222222222222 ok 252 - ADB * A/A == ADB # A 8888888888888888888878787878787878787878787474 # B 11111111111114141414141414141353535353535353535353535356262622222222222894739393939393939393939393939 # (8888888888888888888878787878787878787878787474 / 11111111111114141414141414141353535353535353535353535356262622222222222894739393939393939393939393939, 8888888888888888888878787878787878787878787474 % 11111111111114141414141414141353535353535353535353535356262622222222222894739393939393939393939393939 ) = 0 8888888888888888888878787878787878787878787474 ok 253 - ADB * B + 2 * AMB - AMB == A ok 254 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=11111111111114141414141414141353535353535353535353535356262622222222222894739393939393939393939393939) # ADB->[-1]: 0 B->[-1]: 11 ok 255 - ADB * A + 2 * AMB - AMB == B # +2 * 8321062217972113246974123755635537438144137013 = 11111111111114141414141414141353535353535353535353535364583684440194336141713517695029476832083530952 # -8321062217972113246974123755635537438144137013 = 11111111111114141414141414141353535353535353535353535356262622222222222894739393939393939393939393939 ok 256 - ADB * A/A == ADB # A 828273737373737373737373737373525252525252525252525252525252956767676767676767676767676767 # B 9797979797976868686868686868686868686873737389898989898995959595959595959595959595 # (828273737373737373737373737373525252525252525252525252525252956767676767676767676767676767 / 9797979797976868686868686868686868686873737389898989898995959595959595959595959595, 828273737373737373737373737373525252525252525252525252525252956767676767676767676767676767 % 9797979797976868686868686868686868686873737389898989898995959595959595959595959595 ) = 84535154 6262873890855151515151303030302603356441856096969185066945454545454545454626574137 ok 257 - ADB * B + 2 * AMB - AMB == A ok 258 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 84535154 != 84535154 ($B=9797979797976868686868686868686868686873737389898989898995959595959595959595959595) # ADB->[-1]: 84535154 B->[-1]: 9 ok 259 - ADB * A + 2 * AMB - AMB == B # +2 * 9797979797976868686868686868686868686873737389898989898995959595959595959595959595 = 19595959595953737373737373737373737373747474779797979797991919191919191919191919190 # -9797979797976868686868686868686868686873737389898989898995959595959595959595959595 = 9797979797976868686868686868686868686873737389898989898995959595959595959595959595 ok 260 - ADB * A/A == ADB # A 9999999999951515151515151515182828282828282828282828282777777777777777777777777 # B 56565656565656565656563232323232323232323232 # (9999999999951515151515151515182828282828282828282828282777777777777777777777777 / 56565656565656565656563232323232323232323232, 9999999999951515151515151515182828282828282828282828282777777777777777777777777 % 56565656565656565656563232323232323232323232 ) = 176785714284857142857150433674022922 25396825472335602248603116883119332096653873 ok 261 - ADB * B + 2 * AMB - AMB == A ok 262 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 176785714284857142857150433674022922 != 176785714284857142857150433674022922 ($B=56565656565656565656563232323232323232323232) # ADB->[-1]: 176785714 B->[-1]: 56565656 ok 263 - ADB * A + 2 * AMB - AMB == B # +2 * 56565656565656565656563232323232323232323232 = 113131313131313131313126464646464646464646464 # -56565656565656565656563232323232323232323232 = 56565656565656565656563232323232323232323232 ok 264 - ADB * A/A == ADB # A 9696969696 # B 787878787878787878787877777777777777739393939393939545454545454545454545454545454 # (9696969696 / 787878787878787878787877777777777777739393939393939545454545454545454545454545454, 9696969696 % 787878787878787878787877777777777777739393939393939545454545454545454545454545454 ) = 0 9696969696 ok 265 - ADB * B + 2 * AMB - AMB == A ok 266 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=787878787878787878787877777777777777739393939393939545454545454545454545454545454) # ADB->[-1]: 0 B->[-1]: 787878787 ok 267 - ADB * A + 2 * AMB - AMB == B # +2 * 5949491118 = 787878787878787878787877777777777777739393939393939545454545454545454551404036572 # -5949491118 = 787878787878787878787877777777777777739393939393939545454545454545454545454545454 ok 268 - ADB * A/A == ADB # A 595959595959595959595959595959757575757777777777777772404040404040404040 # B 98989898989898989898525252525252525252525225252525252525252525252591919191919191919191919191916666666666666666666666666666 # (595959595959595959595959595959757575757777777777777772404040404040404040 / 98989898989898989898525252525252525252525225252525252525252525252591919191919191919191919191916666666666666666666666666666, 595959595959595959595959595959757575757777777777777772404040404040404040 % 98989898989898989898525252525252525252525225252525252525252525252591919191919191919191919191916666666666666666666666666666 ) = 0 595959595959595959595959595959757575757777777777777772404040404040404040 ok 269 - ADB * B + 2 * AMB - AMB == A ok 270 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=98989898989898989898525252525252525252525225252525252525252525252591919191919191919191919191916666666666666666666666666666) # ADB->[-1]: 0 B->[-1]: 98989 ok 271 - ADB * A + 2 * AMB - AMB == B # +2 * 467764697990502041329399229165991888382357345976287995347871104476619106 = 98989898989898989898525252525252525252525225252525720289950515754633248591148357911080301549262642954662014537771143285772 # -467764697990502041329399229165991888382357345976287995347871104476619106 = 98989898989898989898525252525252525252525225252525252525252525252591919191919191919191919191916666666666666666666666666666 ok 272 - ADB * A/A == ADB # A 2626858585858585 # B 909090909090909090909090909072727272727272727211111111111111111111111149494949494949494141414141414141 # (2626858585858585 / 909090909090909090909090909072727272727272727211111111111111111111111149494949494949494141414141414141, 2626858585858585 % 909090909090909090909090909072727272727272727211111111111111111111111149494949494949494141414141414141 ) = 0 2626858585858585 ok 273 - ADB * B + 2 * AMB - AMB == A ok 274 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=909090909090909090909090909072727272727272727211111111111111111111111149494949494949494141414141414141) # ADB->[-1]: 0 B->[-1]: 909 ok 275 - ADB * A + 2 * AMB - AMB == B # +2 * 1307088929628751 = 909090909090909090909090909072727272727272727211111111111111111111111149494949494949495448503071042892 # -1307088929628751 = 909090909090909090909090909072727272727272727211111111111111111111111149494949494949494141414141414141 ok 276 - ADB * A/A == ADB # A 97979797979723767676767676767676767676 # B 2525252572722727273131313131313131313131313131 # (97979797979723767676767676767676767676 / 2525252572722727273131313131313131313131313131, 97979797979723767676767676767676767676 % 2525252572722727273131313131313131313131313131 ) = 0 97979797979723767676767676767676767676 ok 277 - ADB * B + 2 * AMB - AMB == A ok 278 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=2525252572722727273131313131313131313131313131) # ADB->[-1]: 0 B->[-1]: 2 ok 279 - ADB * A + 2 * AMB - AMB == B # +2 * 35350902582939515151515151515171300635 = 2525252608073629856070828282828282828302613766 # -35350902582939515151515151515171300635 = 2525252572722727273131313131313131313131313131 ok 280 - ADB * A/A == ADB # A 47474747474747474747479494949494949494949494949494943737373737373748484848484848484848485533333333333333385858585858585 # B 4141414141414141414141 # (47474747474747474747479494949494949494949494949494943737373737373748484848484848484848485533333333333333385858585858585 / 4141414141414141414141, 47474747474747474747479494949494949494949494949494943737373737373748484848484848484848485533333333333333385858585858585 % 4141414141414141414141 ) = 11463414634146341463416926829268292682926829497560974219512195121976829268153658536585368579999986 404040456566785656559 ok 281 - ADB * B + 2 * AMB - AMB == A ok 282 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 11463414634146341463416926829268292682926829497560974219512195121976829268153658536585368579999986 != 11463414634146341463416926829268292682926829497560974219512195121976829268153658536585368579999986 ($B=4141414141414141414141) # ADB->[-1]: 11463414 B->[-1]: 4141 ok 283 - ADB * A + 2 * AMB - AMB == B # +2 * 4141414141414141414141 = 8282828282828282828282 # -4141414141414141414141 = 4141414141414141414141 ok 284 - ADB * A/A == ADB # A 23232323232323888888888888888888 # B 131313131313131313131313131381818181818181818181814848484848484848481616161616161616 # (23232323232323888888888888888888 / 131313131313131313131313131381818181818181818181814848484848484848481616161616161616, 23232323232323888888888888888888 % 131313131313131313131313131381818181818181818181814848484848484848481616161616161616 ) = 0 23232323232323888888888888888888 ok 285 - ADB * B + 2 * AMB - AMB == A ok 286 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=131313131313131313131313131381818181818181818181814848484848484848481616161616161616) # ADB->[-1]: 0 B->[-1]: 131 ok 287 - ADB * A + 2 * AMB - AMB == B # +2 * 2656790227447168044656252693392 = 131313131313131313131313131381818181818181818181814851141638712295649660817868855008 # -2656790227447168044656252693392 = 131313131313131313131313131381818181818181818181814848484848484848481616161616161616 ok 288 - ADB * A/A == ADB # A 5919191919191919191919191919191858585858585858585 # B 225050505050505050505050505050505050505050505050505050797979797979797979797964646454626262626262626262626262 # (5919191919191919191919191919191858585858585858585 / 225050505050505050505050505050505050505050505050505050797979797979797979797964646454626262626262626262626262, 5919191919191919191919191919191858585858585858585 % 225050505050505050505050505050505050505050505050505050797979797979797979797964646454626262626262626262626262 ) = 0 5919191919191919191919191919191858585858585858585 ok 289 - ADB * B + 2 * AMB - AMB == A ok 290 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=225050505050505050505050505050505050505050505050505050797979797979797979797964646454626262626262626262626262) # ADB->[-1]: 0 B->[-1]: 225050505 ok 291 - ADB * A + 2 * AMB - AMB == B # +2 * 4769355133884947845498526395862618658017259057642 = 225050505050505050505050505050505050505050505050505050797984567334931864745810144981022125244920643521683904 # -4769355133884947845498526395862618658017259057642 = 225050505050505050505050505050505050505050505050505050797979797979797979797964646454626262626262626262626262 ok 292 - ADB * A/A == ADB # A 55555555555555555519191919191919181836363636363636828282757552525252525252525252333333336969696969 # B 242495838383525252525252528484848484 # (55555555555555555519191919191919181836363636363636828282757552525252525252525252333333336969696969 / 242495838383525252525252528484848484, 55555555555555555519191919191919181836363636363636828282757552525252525252525252333333336969696969 % 242495838383525252525252528484848484 ) = 229099006093829541741543524249267754601082415950673955184045776 169116522235669265272343073489493385 ok 293 - ADB * B + 2 * AMB - AMB == A ok 294 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 229099006093829541741543524249267754601082415950673955184045776 != 229099006093829541741543524249267754601082415950673955184045776 ($B=242495838383525252525252528484848484) # ADB->[-1]: 229099006 B->[-1]: 242495838 ok 295 - ADB * A + 2 * AMB - AMB == B # +2 * 242495838383525252525252528484848484 = 484991676767050505050505056969696968 # -242495838383525252525252528484848484 = 242495838383525252525252528484848484 ok 296 - ADB * A/A == ADB # A 858585858585858585693939393939393939181818181818181818181818181818232323239595959595959595959595959556565656565252525252525252525252525252 # B 878787878787878787878737373737373737373737373931313131313131313131313131 # (858585858585858585693939393939393939181818181818181818181818181818232323239595959595959595959595959556565656565252525252525252525252525252 / 878787878787878787878737373737373737373737373931313131313131313131313131, 858585858585858585693939393939393939181818181818181818181818181818232323239595959595959595959595959556565656565252525252525252525252525252 % 878787878787878787878737373737373737373737373931313131313131313131313131 ) = 977011494252873563031090632844497291342702936027650595365534955224 2001347170060634700041234675941245062069608919101180375438952844278908 ok 297 - ADB * B + 2 * AMB - AMB == A ok 298 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 977011494252873563031090632844497291342702936027650595365534955224 != 977011494252873563031090632844497291342702936027650595365534955224 ($B=878787878787878787878737373737373737373737373931313131313131313131313131) # ADB->[-1]: 977 B->[-1]: 878787878 ok 299 - ADB * A + 2 * AMB - AMB == B # +2 * 878787878787878787878737373737373737373737373931313131313131313131313131 = 1757575757575757575757474747474747474747474747862626262626262626262626262 # -878787878787878787878737373737373737373737373931313131313131313131313131 = 878787878787878787878737373737373737373737373931313131313131313131313131 ok 300 - ADB * A/A == ADB # A 9797970000555555555555555555555555555528282828282828282828282828282879282828282828282828282828575757575757575757575757575775757575757575757575 # B 333333335050505050505037373737 # (9797970000555555555555555555555555555528282828282828282828282828282879282828282828282828282828575757575757575757575757575775757575757575757575 / 333333335050505050505037373737, 9797970000555555555555555555555555555528282828282828282828282828282879282828282828282828282828575757575757575757575757575775757575757575757575 % 333333335050505050505037373737 ) = 29393909850243494710868003370797949035431266717738448831603917678435850318725541015648767845431967755808444543283 35288992478119039102831799004 ok 301 - ADB * B + 2 * AMB - AMB == A ok 302 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 29393909850243494710868003370797949035431266717738448831603917678435850318725541015648767845431967755808444543283 != 29393909850243494710868003370797949035431266717738448831603917678435850318725541015648767845431967755808444543283 ($B=333333335050505050505037373737) # ADB->[-1]: 29393 B->[-1]: 333 ok 303 - ADB * A + 2 * AMB - AMB == B # +2 * 333333335050505050505037373737 = 666666670101010101010074747474 # -333333335050505050505037373737 = 333333335050505050505037373737 ok 304 - ADB * A/A == ADB # A 333333333333334444444444444474747474747474747474747474747474747474747474 # B 66666666666616161616161616165959595959595959234545454545454545454545454545 # (333333333333334444444444444474747474747474747474747474747474747474747474 / 66666666666616161616161616165959595959595959234545454545454545454545454545, 333333333333334444444444444474747474747474747474747474747474747474747474 % 66666666666616161616161616165959595959595959234545454545454545454545454545 ) = 0 333333333333334444444444444474747474747474747474747474747474747474747474 ok 305 - ADB * B + 2 * AMB - AMB == A ok 306 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=66666666666616161616161616165959595959595959234545454545454545454545454545) # ADB->[-1]: 0 B->[-1]: 66 ok 307 - ADB * A + 2 * AMB - AMB == B # +2 * 333333333282607171717171715484848484848484487070707070707070707070707219 = 66999999999898768787878787881444444444444443721616161616161616161616161764 # -333333333282607171717171715484848484848484487070707070707070707070707219 = 66666666666616161616161616165959595959595959234545454545454545454545454545 ok 308 - ADB * A/A == ADB # A 92929292929292929292929268686868686868686868686868689191919191919191919191919191 # B 17171717171717171717171717171742424242424242422828282828282828707070707070707070707070 # (92929292929292929292929268686868686868686868686868689191919191919191919191919191 / 17171717171717171717171717171742424242424242422828282828282828707070707070707070707070, 92929292929292929292929268686868686868686868686868689191919191919191919191919191 % 17171717171717171717171717171742424242424242422828282828282828707070707070707070707070 ) = 0 92929292929292929292929268686868686868686868686868689191919191919191919191919191 ok 309 - ADB * B + 2 * AMB - AMB == A ok 310 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=17171717171717171717171717171742424242424242422828282828282828707070707070707070707070) # ADB->[-1]: 0 B->[-1]: 17171 ok 311 - ADB * A + 2 * AMB - AMB == B # +2 * 56565656565656565661045245454545454545453131312702021616585858585858585858755708 = 17171773737373737373737378216987878787878787875959595530304445292929292929292929462778 # -56565656565656565661045245454545454545453131312702021616585858585858585858755708 = 17171717171717171717171717171742424242424242422828282828282828707070707070707070707070 ok 312 - ADB * A/A == ADB # A 71717171717171717173737373737373732222222222222 # B 9797979797979797979797979781818181818181818181818181812222222222222222222222949494949494326767363636363636363636363636363636 # (71717171717171717173737373737373732222222222222 / 9797979797979797979797979781818181818181818181818181812222222222222222222222949494949494326767363636363636363636363636363636, 71717171717171717173737373737373732222222222222 % 9797979797979797979797979781818181818181818181818181812222222222222222222222949494949494326767363636363636363636363636363636 ) = 0 71717171717171717173737373737373732222222222222 ok 313 - ADB * B + 2 * AMB - AMB == A ok 314 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=9797979797979797979797979781818181818181818181818181812222222222222222222222949494949494326767363636363636363636363636363636) # ADB->[-1]: 0 B->[-1]: 9797979 ok 315 - ADB * A + 2 * AMB - AMB == B # +2 * 15249811377349088084561065711153212251926675854 = 9797979797979797979797979781818181818181818181818181812222222222222222222222964744760871675855448197429347516848615563039490 # -15249811377349088084561065711153212251926675854 = 9797979797979797979797979781818181818181818181818181812222222222222222222222949494949494326767363636363636363636363636363636 ok 316 - ADB * A/A == ADB # A 6767676767676767678791919191919191919191919191 # B 727272727272727272727272727293575757616161616161616161616161616161 # (6767676767676767678791919191919191919191919191 / 727272727272727272727272727293575757616161616161616161616161616161, 6767676767676767678791919191919191919191919191 % 727272727272727272727272727293575757616161616161616161616161616161 ) = 0 6767676767676767678791919191919191919191919191 ok 317 - ADB * B + 2 * AMB - AMB == A ok 318 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=727272727272727272727272727293575757616161616161616161616161616161) # ADB->[-1]: 0 B->[-1]: 727 ok 319 - ADB * A + 2 * AMB - AMB == B # +2 * 2267450646508065838092929391708126036484245409 = 727272727272727272729540177940083823454254545553324287652645861570 # -2267450646508065838092929391708126036484245409 = 727272727272727272727272727293575757616161616161616161616161616161 ok 320 - ADB * A/A == ADB # A 44444444444444353535353535353535353535353535 # B 2929292929297373797979797918186060606060717171717171717171716161616161616161616161616161 # (44444444444444353535353535353535353535353535 / 2929292929297373797979797918186060606060717171717171717171716161616161616161616161616161, 44444444444444353535353535353535353535353535 % 2929292929297373797979797918186060606060717171717171717171716161616161616161616161616161 ) = 0 44444444444444353535353535353535353535353535 ok 321 - ADB * B + 2 * AMB - AMB == A ok 322 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=2929292929297373797979797918186060606060717171717171717171716161616161616161616161616161) # ADB->[-1]: 0 B->[-1]: 2929292 ok 323 - ADB * A + 2 * AMB - AMB == B # +2 * 1369963724439509943442690958893387528553786 = 2929292929297373797979797918186060606060717173087135441611226105058852575055003690169947 # -1369963724439509943442690958893387528553786 = 2929292929297373797979797918186060606060717171717171717171716161616161616161616161616161 ok 324 - ADB * A/A == ADB # A 181818181818181818181818182424242424242424242424242424 # B 929292929292929292921267676767929292929292929292 # (181818181818181818181818182424242424242424242424242424 / 929292929292929292921267676767929292929292929292, 181818181818181818181818182424242424242424242424242424 % 929292929292929292921267676767929292929292929292 ) = 195652 161616161616163186318929243522222222222222404040 ok 325 - ADB * B + 2 * AMB - AMB == A ok 326 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 195652 != 195652 ($B=929292929292929292921267676767929292929292929292) # ADB->[-1]: 195652 B->[-1]: 929 ok 327 - ADB * A + 2 * AMB - AMB == B # +2 * 929292929292929292921267676767929292929292929292 = 1858585858585858585842535353535858585858585858584 # -929292929292929292921267676767929292929292929292 = 929292929292929292921267676767929292929292929292 ok 328 - ADB * A/A == ADB # A 30 # B 717171717171717171717144444444444426262626268383834141414141414141414141727272727272727272727272 # (30 / 717171717171717171717144444444444426262626268383834141414141414141414141727272727272727272727272, 30 % 717171717171717171717144444444444426262626268383834141414141414141414141727272727272727272727272 ) = 0 30 ok 329 - ADB * B + 2 * AMB - AMB == A ok 330 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=717171717171717171717144444444444426262626268383834141414141414141414141727272727272727272727272) # ADB->[-1]: 0 B->[-1]: 717171 ok 331 - ADB * A + 2 * AMB - AMB == B # +2 * 12 = 717171717171717171717144444444444426262626268383834141414141414141414141727272727272727272727284 # -12 = 717171717171717171717144444444444426262626268383834141414141414141414141727272727272727272727272 ok 332 - ADB * A/A == ADB # A 3838383838383838383838474747472525252525666666666666666666666666666666 # B 8686869292929292929292929292575757575757 # (3838383838383838383838474747472525252525666666666666666666666666666666 / 8686869292929292929292929292575757575757, 3838383838383838383838474747472525252525666666666666666666666666666666 % 8686869292929292929292929292575757575757 ) = 441860434288806910083249296535 1892152527014423208769569420199446564671 ok 333 - ADB * B + 2 * AMB - AMB == A ok 334 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 441860434288806910083249296535 != 441860434288806910083249296535 ($B=8686869292929292929292929292575757575757) # ADB->[-1]: 441 B->[-1]: 8686 ok 335 - ADB * A + 2 * AMB - AMB == B # +2 * 8686869292929292929292929292575757575757 = 17373738585858585858585858585151515151514 # -8686869292929292929292929292575757575757 = 8686869292929292929292929292575757575757 ok 336 - ADB * A/A == ADB # A 4980808080808080808080808080808093939373787878787878787861646464646414141414141414141414141414141818181818181818181818181818 # B 66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666 # (4980808080808080808080808080808093939373787878787878787861646464646414141414141414141414141414141818181818181818181818181818 / 66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666, 4980808080808080808080808080808093939373787878787878787861646464646414141414141414141414141414141818181818181818181818181818 % 66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666 ) = 74712449494096 17462464613259113369291152144860211059546457725333333282828282781493213448167059727846697233915111257851177882 ok 337 - ADB * B + 2 * AMB - AMB == A ok 338 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 74712449494096 != 74712449494096 ($B=66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666) # ADB->[-1]: 74712 B->[-1]: 66 ok 339 - ADB * A + 2 * AMB - AMB == B # +2 * 66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666 = 133332747474747474747475636363636363622828282828323232323232323232323232323233575757575756902222235555533333332 # -66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666 = 66666373737373737373737818181818181811414141414161616161616161616161616161616787878787878451111117777766666666 ok 340 - ADB * A/A == ADB # A 929292929292929292929292922727272727272727272727272727272727 # B 1999999999999999999999999999999141414141414 # (929292929292929292929292922727272727272727272727272727272727 / 1999999999999999999999999999999141414141414, 929292929292929292929292922727272727272727272727272727272727 % 1999999999999999999999999999999141414141414 ) = 464646464646464646 929292922727671666156514707070308131823283 ok 341 - ADB * B + 2 * AMB - AMB == A ok 342 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 464646464646464646 != 464646464646464646 ($B=1999999999999999999999999999999141414141414) # ADB->[-1]: 464646464 B->[-1]: 1999999 ok 343 - ADB * A + 2 * AMB - AMB == B # +2 * 1999999999999999999999999999999141414141414 = 3999999999999999999999999999998282828282828 # -1999999999999999999999999999999141414141414 = 1999999999999999999999999999999141414141414 ok 344 - ADB * A/A == ADB # A 1111111111111111112424787878787878787878787878786060603333333333 # B 26262626262626262626323271717171717171717171717171818181818181818181818181818181 # (1111111111111111112424787878787878787878787878786060603333333333 / 26262626262626262626323271717171717171717171717171818181818181818181818181818181, 1111111111111111112424787878787878787878787878786060603333333333 % 26262626262626262626323271717171717171717171717171818181818181818181818181818181 ) = 0 1111111111111111112424787878787878787878787878786060603333333333 ok 345 - ADB * B + 2 * AMB - AMB == A ok 346 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=26262626262626262626323271717171717171717171717171818181818181818181818181818181) # ADB->[-1]: 0 B->[-1]: 26262626 ok 347 - ADB * A + 2 * AMB - AMB == B # +2 * 373050507713498623067232323232366308604407713505840219393939393 = 26262626262626262999373779430670340238949494949538126786225895324022037575757574 # -373050507713498623067232323232366308604407713505840219393939393 = 26262626262626262626323271717171717171717171717171818181818181818181818181818181 ok 348 - ADB * A/A == ADB # A 9999999999997878787878787843435252525252525252525252525252 # B 68282828287474747474747474747474 # (9999999999997878787878787843435252525252525252525252525252 / 68282828287474747474747474747474, 9999999999997878787878787843435252525252525252525252525252 % 68282828287474747474747474747474 ) = 146449704132015256819419079 43668364251900058274030349868806 ok 349 - ADB * B + 2 * AMB - AMB == A ok 350 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 146449704132015256819419079 != 146449704132015256819419079 ($B=68282828287474747474747474747474) # ADB->[-1]: 146449704 B->[-1]: 68282 ok 351 - ADB * A + 2 * AMB - AMB == B # +2 * 68282828287474747474747474747474 = 136565656574949494949494949494948 # -68282828287474747474747474747474 = 68282828287474747474747474747474 ok 352 - ADB * A/A == ADB # A 272727272727272727274848484848484848484822222222214444444444444444435353535353535171717171717 # B 909090909021212121212121212121212113131313131313135454545454545454545454545454543232323255555555555434343434343434343434343434343 # (272727272727272727274848484848484848484822222222214444444444444444435353535353535171717171717 / 909090909021212121212121212121212113131313131313135454545454545454545454545454543232323255555555555434343434343434343434343434343, 272727272727272727274848484848484848484822222222214444444444444444435353535353535171717171717 % 909090909021212121212121212121212113131313131313135454545454545454545454545454543232323255555555555434343434343434343434343434343 ) = 0 272727272727272727274848484848484848484822222222214444444444444444435353535353535171717171717 ok 353 - ADB * B + 2 * AMB - AMB == A ok 354 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=909090909021212121212121212121212113131313131313135454545454545454545454545454543232323255555555555434343434343434343434343434343) # ADB->[-1]: 0 B->[-1]: 909 ok 355 - ADB * A + 2 * AMB - AMB == B # +2 * 148290684624037096958874997007138271803669669660570696587104395047717732884756485348298134051 = 909090909021212121212121212121212113279603815937172551504329542461683726349124212892893952142659950482061167228190828782641568394 # -148290684624037096958874997007138271803669669660570696587104395047717732884756485348298134051 = 909090909021212121212121212121212113131313131313135454545454545454545454545454543232323255555555555434343434343434343434343434343 ok 356 - ADB * A/A == ADB # A 94949494949494949494949467676767676767676767677878787878787878787878787878787 # B 151515151515151515373737373737373737373737373737 # (94949494949494949494949467676767676767676767677878787878787878787878787878787 / 151515151515151515373737373737373737373737373737, 94949494949494949494949467676767676767676767677878787878787878787878787878787 % 151515151515151515373737373737373737373737373737 ) = 626666666666666665747555375555 84175288422037756799865319865319864976359079752 ok 357 - ADB * B + 2 * AMB - AMB == A ok 358 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 626666666666666665747555375555 != 626666666666666665747555375555 ($B=151515151515151515373737373737373737373737373737) # ADB->[-1]: 626 B->[-1]: 151 ok 359 - ADB * A + 2 * AMB - AMB == B # +2 * 151515151515151515373737373737373737373737373737 = 303030303030303030747474747474747474747474747474 # -151515151515151515373737373737373737373737373737 = 151515151515151515373737373737373737373737373737 ok 360 - ADB * A/A == ADB # A 84848484843535352222268686899999999827575757575757575757575757575 # B 3333333333232323232323232232323232323232323232323232323151515151515151515151546464646464646676767676767676767676868 # (84848484843535352222268686899999999827575757575757575757575757575 / 3333333333232323232323232232323232323232323232323232323151515151515151515151546464646464646676767676767676767676868, 84848484843535352222268686899999999827575757575757575757575757575 % 3333333333232323232323232232323232323232323232323232323151515151515151515151546464646464646676767676767676767676868 ) = 0 84848484843535352222268686899999999827575757575757575757575757575 ok 361 - ADB * B + 2 * AMB - AMB == A ok 362 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=3333333333232323232323232232323232323232323232323232323151515151515151515151546464646464646676767676767676767676868) # ADB->[-1]: 0 B->[-1]: 3333333 ok 363 - ADB * A + 2 * AMB - AMB == B # +2 * 51456242805659441672312731266580992104426394460484534287871276943 = 3333333333232323232323232232323232323232323232323283779394320810956823827882813045638569073071228161301964638953811 # -51456242805659441672312731266580992104426394460484534287871276943 = 3333333333232323232323232232323232323232323232323232323151515151515151515151546464646464646676767676767676767676868 ok 364 - ADB * A/A == ADB # A 37373737373798989898989898989898 # B 46464646464646464646464646686868686868686868686820202020202020 # (37373737373798989898989898989898 / 46464646464646464646464646686868686868686868686820202020202020, 37373737373798989898989898989898 % 46464646464646464646464646686868686868686868686820202020202020 ) = 0 37373737373798989898989898989898 ok 365 - ADB * B + 2 * AMB - AMB == A ok 366 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=46464646464646464646464646686868686868686868686820202020202020) # ADB->[-1]: 0 B->[-1]: 46464646 ok 367 - ADB * A + 2 * AMB - AMB == B # +2 * 9341536114158959244960934798358 = 46464646464646464646464646686878028404801027646065162955000378 # -9341536114158959244960934798358 = 46464646464646464646464646686868686868686868686820202020202020 ok 368 - ADB * A/A == ADB # A 3939393939394444444444444444444444444444445858585858585858585858585858 # B 53535353535353535353535353787878444444444444410101010101010101010101919191919191919194151515151515 # (3939393939394444444444444444444444444444445858585858585858585858585858 / 53535353535353535353535353787878444444444444410101010101010101010101919191919191919194151515151515, 3939393939394444444444444444444444444444445858585858585858585858585858 % 53535353535353535353535353787878444444444444410101010101010101010101919191919191919194151515151515 ) = 0 3939393939394444444444444444444444444444445858585858585858585858585858 ok 369 - ADB * B + 2 * AMB - AMB == A ok 370 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=53535353535353535353535353787878444444444444410101010101010101010101919191919191919194151515151515) # ADB->[-1]: 0 B->[-1]: 53535353 ok 371 - ADB * A + 2 * AMB - AMB == B # +2 * 368964370716647414504014506478326991148014628334628333609840289814817 = 53535353535353535353535353788247408815161091824605024607488428001249933820253820252803991804966332 # -368964370716647414504014506478326991148014628334628333609840289814817 = 53535353535353535353535353787878444444444444410101010101010101010101919191919191919194151515151515 ok 372 - ADB * A/A == ADB # A 3737379191919191919160606060606060606060606092929292929292929292282828282828282828282828969696969696969696 # B 9898989898989898 # (3737379191919191919160606060606060606060606092929292929292929292282828282828282828282828969696969696969696 / 9898989898989898, 3737379191919191919160606060606060606060606092929292929292929292282828282828282828282828969696969696969696 % 9898989898989898 ) = 377551571428571466323422448979595611934081635918744866877551346911221381632685711530301497 9527269999692390 ok 373 - ADB * B + 2 * AMB - AMB == A ok 374 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 377551571428571466323422448979595611934081635918744866877551346911221381632685711530301497 != 377551571428571466323422448979595611934081635918744866877551346911221381632685711530301497 ($B=9898989898989898) # ADB->[-1]: 377551571 B->[-1]: 9898989 ok 375 - ADB * A + 2 * AMB - AMB == B # +2 * 9898989898989898 = 19797979797979796 # -9898989898989898 = 9898989898989898 ok 376 - ADB * A/A == ADB # A 7070707070707081818181818181818181818181818188888888888484848484848484848484848444656565656565656565656565656565 # B 46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353 # (7070707070707081818181818181818181818181818188888888888484848484848484848484848444656565656565656565656565656565 / 46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353, 7070707070707081818181818181818181818181818188888888888484848484848484848484848444656565656565656565656565656565 % 46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353 ) = 152173913043478500000000 338164251207729993236724198102745827089587571367038716938383919850680720246065656565 ok 377 - ADB * B + 2 * AMB - AMB == A ok 378 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 152173913043478500000000 != 152173913043478500000000 ($B=46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353) # ADB->[-1]: 152173 B->[-1]: 46464646 ok 379 - ADB * A + 2 * AMB - AMB == B # +2 * 46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353 = 92929292929292929292929292924848484848484848666666545454545444454545507070707070707070706 # -46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353 = 46464646464646464646464646462424242424242424333333272727272722227272753535353535353535353 ok 380 - ADB * A/A == ADB # A 13131313131399999999999996767676767676799999999999999999999999999999924242424242424242424242471717171717171717171717171 # B 37373737373737373737 # (13131313131399999999999996767676767676799999999999999999999999999999924242424242424242424242471717171717171717171717171 / 37373737373737373737, 13131313131399999999999996767676767676799999999999999999999999999999924242424242424242424242471717171717171717171717171 % 37373737373737373737 ) = 351351351353675675679189102702725945946845945081081313513522513504862840162162252162075655429918919 30606028275261686868 ok 381 - ADB * B + 2 * AMB - AMB == A ok 382 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 351351351353675675679189102702725945946845945081081313513522513504862840162162252162075655429918919 != 351351351353675675679189102702725945946845945081081313513522513504862840162162252162075655429918919 ($B=37373737373737373737) # ADB->[-1]: 351351351 B->[-1]: 37 ok 383 - ADB * A + 2 * AMB - AMB == B # +2 * 37373737373737373737 = 74747474747474747474 # -37373737373737373737 = 37373737373737373737 ok 384 - ADB * A/A == ADB # A 393939393939393939393922222222222222222258515151515151515151969696969696963535353535353535353535353535356161616161616161616161616161 # B 787878787878787878787878787878 # (393939393939393939393922222222222222222258515151515151515151969696969696963535353535353535353535353535356161616161616161616161616161 / 787878787878787878787878787878, 393939393939393939393922222222222222222258515151515151515151969696969696963535353535353535353535353535356161616161616161616161616161 % 787878787878787878787878787878 ) = 499999999999999999999978205128705128205174269230769208974360051282051328107564102542307693384615384661 349999999982828283676767676803 ok 385 - ADB * B + 2 * AMB - AMB == A ok 386 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 499999999999999999999978205128705128205174269230769208974360051282051328107564102542307693384615384661 != 499999999999999999999978205128705128205174269230769208974360051282051328107564102542307693384615384661 ($B=787878787878787878787878787878) # ADB->[-1]: 499 B->[-1]: 787 ok 387 - ADB * A + 2 * AMB - AMB == B # +2 * 787878787878787878787878787878 = 1575757575757575757575757575756 # -787878787878787878787878787878 = 787878787878787878787878787878 ok 388 - ADB * A/A == ADB # A 434343434343434372727272727272727272727272727265656565656565656565656565 # B 758686868686863131313131313131313131313162626262 # (434343434343434372727272727272727272727272727265656565656565656565656565 / 758686868686863131313131313131313131313162626262, 434343434343434372727272727272727272727272727265656565656565656565656565 % 758686868686863131313131313131313131313162626262 ) = 572493675941956034769295 208341607304164123487565051258022228449087431275 ok 389 - ADB * B + 2 * AMB - AMB == A ok 390 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 572493675941956034769295 != 572493675941956034769295 ($B=758686868686863131313131313131313131313162626262) # ADB->[-1]: 572493 B->[-1]: 758 ok 391 - ADB * A + 2 * AMB - AMB == B # +2 * 758686868686863131313131313131313131313162626262 = 1517373737373726262626262626262626262626325252524 # -758686868686863131313131313131313131313162626262 = 758686868686863131313131313131313131313162626262 ok 392 - ADB * A/A == ADB # A 444498983939393939393939393939393946464646464646463636363636949494949494949494949494 # B 4956565656565656737373737373737373737373131313131313131313131313131313357979797979797979797979797979 # (444498983939393939393939393939393946464646464646463636363636949494949494949494949494 / 4956565656565656737373737373737373737373131313131313131313131313131313357979797979797979797979797979, 444498983939393939393939393939393946464646464646463636363636949494949494949494949494 % 4956565656565656737373737373737373737373131313131313131313131313131313357979797979797979797979797979 ) = 0 444498983939393939393939393939393946464646464646463636363636949494949494949494949494 ok 393 - ADB * B + 2 * AMB - AMB == A ok 394 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=4956565656565656737373737373737373737373131313131313131313131313131313357979797979797979797979797979) # ADB->[-1]: 0 B->[-1]: 4 ok 395 - ADB * A + 2 * AMB - AMB == B # +2 * 208661457070707070628225322730290390051418535604596437706137878787889375606156881929 = 4956565656565656946035194444444444365598454043421703182731666917727751064117676767687355404136679908 # -208661457070707070628225322730290390051418535604596437706137878787889375606156881929 = 4956565656565656737373737373737373737373131313131313131313131313131313357979797979797979797979797979 ok 396 - ADB * A/A == ADB # A 777777777777777777777777787878787878787878787878787891919191 # B 13131313131313131313131333333333333352525252525297979797666666666191919191919191919191919191919888888883535353535 # (777777777777777777777777787878787878787878787878787891919191 / 13131313131313131313131333333333333352525252525297979797666666666191919191919191919191919191919888888883535353535, 777777777777777777777777787878787878787878787878787891919191 % 13131313131313131313131333333333333352525252525297979797666666666191919191919191919191919191919888888883535353535 ) = 0 777777777777777777777777787878787878787878787878787891919191 ok 397 - ADB * B + 2 * AMB - AMB == A ok 398 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=13131313131313131313131333333333333352525252525297979797666666666191919191919191919191919191919888888883535353535) # ADB->[-1]: 0 B->[-1]: 13131 ok 399 - ADB * A + 2 * AMB - AMB == B # +2 * 122619703464943475912192062698180822408279833950653420916111 = 13131313131313131313131333333333333352525252525297979920286370131135395104111254617372741600199722839536956269646 # -122619703464943475912192062698180822408279833950653420916111 = 13131313131313131313131333333333333352525252525297979797666666666191919191919191919191919191919888888883535353535 ok 400 - ADB * A/A == ADB # A 575757575757575757919191919191919191919191919144444444442525252525252525252525 # B 4444444444444422222298989898989898989898989898985454545454545454545454545454547373737373737373737373101010101010101010101010101010 # (575757575757575757919191919191919191919191919144444444442525252525252525252525 / 4444444444444422222298989898989898989898989898985454545454545454545454545454547373737373737373737373101010101010101010101010101010, 575757575757575757919191919191919191919191919144444444442525252525252525252525 % 4444444444444422222298989898989898989898989898985454545454545454545454545454547373737373737373737373101010101010101010101010101010 ) = 0 575757575757575757919191919191919191919191919144444444442525252525252525252525 ok 401 - ADB * B + 2 * AMB - AMB == A ok 402 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=4444444444444422222298989898989898989898989898985454545454545454545454545454547373737373737373737373101010101010101010101010101010) # ADB->[-1]: 0 B->[-1]: 4444 ok 403 - ADB * A + 2 * AMB - AMB == B # +2 * 215625478895562744277565564863503381072803077532125713312749067208333626661560 = 4444444444444422222298989898989898989898989898985454761080024350108198823020112237240754810176814905226723413759168218434636762570 # -215625478895562744277565564863503381072803077532125713312749067208333626661560 = 4444444444444422222298989898989898989898989898985454545454545454545454545454547373737373737373737373101010101010101010101010101010 ok 404 - ADB * A/A == ADB # A 77777313131313131 # B 8383838383838320202020202020202020202020202020202020202020202727272727272727272727373737373737222222222291919191919191919191919191 # (77777313131313131 / 8383838383838320202020202020202020202020202020202020202020202727272727272727272727373737373737222222222291919191919191919191919191, 77777313131313131 % 8383838383838320202020202020202020202020202020202020202020202727272727272727272727373737373737222222222291919191919191919191919191 ) = 0 77777313131313131 ok 405 - ADB * B + 2 * AMB - AMB == A ok 406 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=8383838383838320202020202020202020202020202020202020202020202727272727272727272727373737373737222222222291919191919191919191919191) # ADB->[-1]: 0 B->[-1]: 8383 ok 407 - ADB * A + 2 * AMB - AMB == B # +2 * 22371758644962856 = 8383838383838320202020202020202020202020202020202020202020202727272727272727272727373737373737222222222291919191941563677836882047 # -22371758644962856 = 8383838383838320202020202020202020202020202020202020202020202727272727272727272727373737373737222222222291919191919191919191919191 ok 408 - ADB * A/A == ADB # A 939393939393939393939393932918181818909090901111111111111111646464641010101010101010101010598484848484848484848484616161 # B 2929292929818181818181525252525252525252525252525252 # (939393939393939393939393932918181818909090901111111111111111646464641010101010101010101010598484848484848484848484616161 / 2929292929818181818181525252525252525252525252525252, 939393939393939393939393932918181818909090901111111111111111646464641010101010101010101010598484848484848484848484616161 % 2929292929818181818181525252525252525252525252525252 ) = 320689655114910820462185988602981589925649516991502511235902869748579 185652233742810761464384089732910409942090395999253 ok 409 - ADB * B + 2 * AMB - AMB == A ok 410 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 320689655114910820462185988602981589925649516991502511235902869748579 != 320689655114910820462185988602981589925649516991502511235902869748579 ($B=2929292929818181818181525252525252525252525252525252) # ADB->[-1]: 320689 B->[-1]: 2929292 ok 411 - ADB * A + 2 * AMB - AMB == B # +2 * 2929292929818181818181525252525252525252525252525252 = 5858585859636363636363050505050505050505050505050504 # -2929292929818181818181525252525252525252525252525252 = 2929292929818181818181525252525252525252525252525252 ok 412 - ADB * A/A == ADB # A 4040676767676767676767676767676767777777777777777777777777777777 # B 99999999999999 # (4040676767676767676767676767676767777777777777777777777777777777 / 99999999999999, 4040676767676767676767676767676767777777777777777777777777777777 % 99999999999999 ) = 40406767676768080835353535357576031313131353538090 90909131315867 ok 413 - ADB * B + 2 * AMB - AMB == A ok 414 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 40406767676768080835353535357576031313131353538090 != 40406767676768080835353535357576031313131353538090 ($B=99999999999999) # ADB->[-1]: 40406 B->[-1]: 99999 ok 415 - ADB * A + 2 * AMB - AMB == B # +2 * 99999999999999 = 199999999999998 # -99999999999999 = 99999999999999 ok 416 - ADB * A/A == ADB # A 39393939393939393939393931313131313131313131313131313535357272727272726464646464646464646464646464645555557171757575757575757575757575757575 # B 39393939393939393939393939929292929292929292929284848484848484848484848411111111111111111111112626262626262626565656566868686868686868686868 # (39393939393939393939393931313131313131313131313131313535357272727272726464646464646464646464646464645555557171757575757575757575757575757575 / 39393939393939393939393939929292929292929292929284848484848484848484848411111111111111111111112626262626262626565656566868686868686868686868, 39393939393939393939393931313131313131313131313131313535357272727272726464646464646464646464646464645555557171757575757575757575757575757575 % 39393939393939393939393939929292929292929292929284848484848484848484848411111111111111111111112626262626262626565656566868686868686868686868 ) = 0 39393939393939393939393931313131313131313131313131313535357272727272726464646464646464646464646464645555557171757575757575757575757575757575 ok 417 - ADB * B + 2 * AMB - AMB == A ok 418 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=39393939393939393939393939929292929292929292929284848484848484848484848411111111111111111111112626262626262626565656566868686868686868686868) # ADB->[-1]: 0 B->[-1]: 39393 ok 419 - ADB * A + 2 * AMB - AMB == B # +2 * 8616161616161616161616153534949491212121212121946464646464646464646466161617070705454808080809292929292929292929293 = 39393939393939393939393948545454545454545454545438383434339696969696970357575757575757575757578787879696968081373737376161616161616161616161 # -8616161616161616161616153534949491212121212121946464646464646464646466161617070705454808080809292929292929292929293 = 39393939393939393939393939929292929292929292929284848484848484848484848411111111111111111111112626262626262626565656566868686868686868686868 ok 420 - ADB * A/A == ADB # A 4040404070707070797979797979797979797979383838383838383838385151515151515151515151 # B 888888888888871717171717171525252525252525252525252838383838383525252525252525252525252525252808080808080808080808080 # (4040404070707070797979797979797979797979383838383838383838385151515151515151515151 / 888888888888871717171717171525252525252525252525252838383838383525252525252525252525252525252808080808080808080808080, 4040404070707070797979797979797979797979383838383838383838385151515151515151515151 % 888888888888871717171717171525252525252525252525252838383838383525252525252525252525252525252808080808080808080808080 ) = 0 4040404070707070797979797979797979797979383838383838383838385151515151515151515151 ok 421 - ADB * B + 2 * AMB - AMB == A ok 422 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=888888888888871717171717171525252525252525252525252838383838383525252525252525252525252525252808080808080808080808080) # ADB->[-1]: 0 B->[-1]: 888888888 ok 423 - ADB * A + 2 * AMB - AMB == B # +2 * 52047550416399654808630279546587864833197320778572416510386198269460855311946295 = 888888888888871717171717171525252525304572802941652493192468663071840390085722573303824941763194279077541663392754375 # -52047550416399654808630279546587864833197320778572416510386198269460855311946295 = 888888888888871717171717171525252525252525252525252838383838383525252525252525252525252525252808080808080808080808080 ok 424 - ADB * A/A == ADB # A 64303030303030303030303030161616161616161618181818181818181872727243434343434343434343434343434370707070 # B 404040404040404040404040929292929292554949494949 # (64303030303030303030303030161616161616161618181818181818181872727243434343434343434343434343434370707070 / 404040404040404040404040929292929292554949494949, 64303030303030303030303030161616161616161618181818181818181872727243434343434343434343434343434370707070 % 404040404040404040404040929292929292554949494949 ) = 159149999999999999999999792755000000147452480000464377249 403939918873131021838050109337727195636014691769 ok 425 - ADB * B + 2 * AMB - AMB == A ok 426 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 159149999999999999999999792755000000147452480000464377249 != 159149999999999999999999792755000000147452480000464377249 ($B=404040404040404040404040929292929292554949494949) # ADB->[-1]: 159 B->[-1]: 404 ok 427 - ADB * A + 2 * AMB - AMB == B # +2 * 404040404040404040404040929292929292554949494949 = 808080808080808080808081858585858585109898989898 # -404040404040404040404040929292929292554949494949 = 404040404040404040404040929292929292554949494949 ok 428 - ADB * A/A == ADB # A 717171717171717154282828282828284949494919191919191911111111111111969696969696969617636325252525252525777777777777777777777777 # B 227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444 # (717171717171717154282828282828284949494919191919191911111111111111969696969696969617636325252525252525777777777777777777777777 / 227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444, 717171717171717154282828282828284949494919191919191911111111111111969696969696969617636325252525252525777777777777777777777777 % 227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444 ) = 3148567973496127 173685715888888891010100932092404441968743406635098109115036419025911551114444444453031973261051442696877109389 ok 429 - ADB * B + 2 * AMB - AMB == A ok 430 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 3148567973496127 != 3148567973496127 ($B=227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444) # ADB->[-1]: 3148567 B->[-1]: 227 ok 431 - ADB * A + 2 * AMB - AMB == B # +2 * 227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444 = 455554222242424242424242424242424242424272727272727273393939393939393981814343434343434343434343428888888888888 # -227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444 = 227777111121212121212121212121212121212136363636363636696969696969696990907171717171717171717171714444444444444 ok 432 - ADB * A/A == ADB # A 7474747474131369696969696969696969696969694949494977777777777716161684848484848484848473737373737373737373777575757575 # B 474747474747474722222222222222222222222222222260606060606060606060606060232311111111111111838310101010797979797979797979 # (7474747474131369696969696969696969696969694949494977777777777716161684848484848484848473737373737373737373777575757575 / 474747474747474722222222222222222222222222222260606060606060606060606060232311111111111111838310101010797979797979797979, 7474747474131369696969696969696969696969694949494977777777777716161684848484848484848473737373737373737373777575757575 % 474747474747474722222222222222222222222222222260606060606060606060606060232311111111111111838310101010797979797979797979 ) = 0 7474747474131369696969696969696969696969694949494977777777777716161684848484848484848473737373737373737373777575757575 ok 433 - ADB * B + 2 * AMB - AMB == A ok 434 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=474747474747474722222222222222222222222222222260606060606060606060606060232311111111111111838310101010797979797979797979) # ADB->[-1]: 0 B->[-1]: 474 ok 435 - ADB * A + 2 * AMB - AMB == B # +2 * 3838383877198431313131313131313131313131440442422460606060609942419914777765656565657266383764646465343431810707070754 = 478585858624673153535353535353535353535353662703028521212121216003025975010076767676768378222074747476141411608686868733 # -3838383877198431313131313131313131313131440442422460606060609942419914777765656565657266383764646465343431810707070754 = 474747474747474722222222222222222222222222222260606060606060606060606060232311111111111111838310101010797979797979797979 ok 436 - ADB * A/A == ADB # A 9999995353323232323232323232323232717171717171717171717171717171 # B 848484848484494949494949494949498686868686519999999933333362626262626262626262626262 # (9999995353323232323232323232323232717171717171717171717171717171 / 848484848484494949494949494949498686868686519999999933333362626262626262626262626262, 9999995353323232323232323232323232717171717171717171717171717171 % 848484848484494949494949494949498686868686519999999933333362626262626262626262626262 ) = 0 9999995353323232323232323232323232717171717171717171717171717171 ok 437 - ADB * B + 2 * AMB - AMB == A ok 438 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=848484848484494949494949494949498686868686519999999933333362626262626262626262626262) # ADB->[-1]: 0 B->[-1]: 848 ok 439 - ADB * A + 2 * AMB - AMB == B # +2 * 1401114391660269605126452143133985191948484909335810338504509388 = 848484848484494949496350609341158956473812972143133918525311111171962072964767135650 # -1401114391660269605126452143133985191948484909335810338504509388 = 848484848484494949494949494949498686868686519999999933333362626262626262626262626262 ok 440 - ADB * A/A == ADB # A 9090909090909090902222222222222227373737373737373737391919191919191919191262626262626262626262626262626 # B 535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686 # (9090909090909090902222222222222227373737373737373737391919191919191919191262626262626262626262626262626 / 535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686, 9090909090909090902222222222222227373737373737373737391919191919191919191262626262626262626262626262626 % 535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686 ) = 16981 70683057171710303029959979803131313381740000000017975987878787878787222222222221793409090909105660 ok 441 - ADB * B + 2 * AMB - AMB == A ok 442 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 16981 != 16981 ($B=535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686) # ADB->[-1]: 16981 B->[-1]: 535353536 ok 443 - ADB * A + 2 * AMB - AMB == B # +2 * 535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686 = 1070707073535353535353535393939393939393909898989898989923232323232323232323232323232373737373737372 # -535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686 = 535353536767676767676767696969696969696954949494949494961616161616161616161616161616186868686868686 ok 444 - ADB * A/A == ADB # A 82828218181852666666666666666666666666666661616161616161616128282828282828282828 # B 8989898989898989898989 # (82828218181852666666666666666666666666666661616161616161616128282828282828282828 / 8989898989898989898989, 82828218181852666666666666666666666666666661616161616161616128282828282828282828 % 8989898989898989898989 ) = 9213475955060015730337999999280899259999999530337006741611 3502019779797915151549 ok 445 - ADB * B + 2 * AMB - AMB == A ok 446 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 9213475955060015730337999999280899259999999530337006741611 != 9213475955060015730337999999280899259999999530337006741611 ($B=8989898989898989898989) # ADB->[-1]: 9213 B->[-1]: 8989 ok 447 - ADB * A + 2 * AMB - AMB == B # +2 * 8989898989898989898989 = 17979797979797979797978 # -8989898989898989898989 = 8989898989898989898989 ok 448 - ADB * A/A == ADB # A 727245454545454545454545454575757575757575757513131313131348484848484848 # B 6868686816161616161616161616161616161677777777777777575757575757575757575434343434343434343 # (727245454545454545454545454575757575757575757513131313131348484848484848 / 6868686816161616161616161616161616161677777777777777575757575757575757575434343434343434343, 727245454545454545454545454575757575757575757513131313131348484848484848 % 6868686816161616161616161616161616161677777777777777575757575757575757575434343434343434343 ) = 0 727245454545454545454545454575757575757575757513131313131348484848484848 ok 449 - ADB * B + 2 * AMB - AMB == A ok 450 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=6868686816161616161616161616161616161677777777777777575757575757575757575434343434343434343) # ADB->[-1]: 0 B->[-1]: 6 ok 451 - ADB * A + 2 * AMB - AMB == B # +2 * 393952524966319235854507217187451828519273737604721340116503338424854231 = 6868686816161616162010114141127935397532284994965229404276849495180478915550846772768288574 # -393952524966319235854507217187451828519273737604721340116503338424854231 = 6868686816161616161616161616161616161677777777777777575757575757575757575434343434343434343 ok 452 - ADB * A/A == ADB # A 7272727272727272727272727272 # B 737373737394949494949494949494949400000046464646464646464646464646461818181818184444444444449999999999 # (7272727272727272727272727272 / 737373737394949494949494949494949400000046464646464646464646464646461818181818184444444444449999999999, 7272727272727272727272727272 % 737373737394949494949494949494949400000046464646464646464646464646461818181818184444444444449999999999 ) = 0 7272727272727272727272727272 ok 453 - ADB * B + 2 * AMB - AMB == A ok 454 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=737373737394949494949494949494949400000046464646464646464646464646461818181818184444444444449999999999) # ADB->[-1]: 0 B->[-1]: 737 ok 455 - ADB * A + 2 * AMB - AMB == B # +2 * 3232325859323231379314323231 = 737373737394949494949494949494949400000046464646464646464646464646461818185050510303767675829314323230 # -3232325859323231379314323231 = 737373737394949494949494949494949400000046464646464646464646464646461818181818184444444444449999999999 ok 456 - ADB * A/A == ADB # A 72727272727272727272727272434343434343434343434343432222222222222231313131999999995555555555555555555555552828282828282828282828282828 # B 111111111111111 # (72727272727272727272727272434343434343434343434343432222222222222231313131999999995555555555555555555555552828282828282828282828282828 / 111111111111111, 72727272727272727272727272434343434343434343434343432222222222222231313131999999995555555555555555555555552828282828282828282828282828 % 111111111111111 ) = 654545454545455199999999997364290909090906455199999980906455200000062724643200000022724643200000022724643175454568179188 70000002524960 ok 457 - ADB * B + 2 * AMB - AMB == A ok 458 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 654545454545455199999999997364290909090906455199999980906455200000062724643200000022724643200000022724643175454568179188 != 654545454545455199999999997364290909090906455199999980906455200000062724643200000022724643200000022724643175454568179188 ($B=111111111111111) # ADB->[-1]: 654 B->[-1]: 111111 ok 459 - ADB * A + 2 * AMB - AMB == B # +2 * 111111111111111 = 222222222222222 # -111111111111111 = 111111111111111 ok 460 - ADB * A/A == ADB # A 1010101010787878781313131354545454545454858585858585858585858585858585 # B 242453535353538888888888888885151515151515193939393939393939388888888888888888888888444444595959595959595959595959595959 # (1010101010787878781313131354545454545454858585858585858585858585858585 / 242453535353538888888888888885151515151515193939393939393939388888888888888888888888444444595959595959595959595959595959, 1010101010787878781313131354545454545454858585858585858585858585858585 % 242453535353538888888888888885151515151515193939393939393939388888888888888888888888444444595959595959595959595959595959 ) = 0 1010101010787878781313131354545454545454858585858585858585858585858585 ok 461 - ADB * B + 2 * AMB - AMB == A ok 462 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=242453535353538888888888888885151515151515193939393939393939388888888888888888888888444444595959595959595959595959595959) # ADB->[-1]: 0 B->[-1]: 242 ok 463 - ADB * A + 2 * AMB - AMB == B # +2 * 128226662267641441656282685023304212761857767600136666942277502161024 = 242453535353538888888888888885151515151515193939394067620601656530330545171573912192657206453727196096262901873461756983 # -128226662267641441656282685023304212761857767600136666942277502161024 = 242453535353538888888888888885151515151515193939393939393939388888888888888888888888444444595959595959595959595959595959 ok 464 - ADB * A/A == ADB # A 252544441818181818181818181818737373737353535353535353 # B 292929292929292929294343434343434343262626626262626262626262848484848484848484848484777777777777777777777720202020202020202020202020 # (252544441818181818181818181818737373737353535353535353 / 292929292929292929294343434343434343262626626262626262626262848484848484848484848484777777777777777777777720202020202020202020202020, 252544441818181818181818181818737373737353535353535353 % 292929292929292929294343434343434343262626626262626262626262848484848484848484848484777777777777777777777720202020202020202020202020 ) = 0 252544441818181818181818181818737373737353535353535353 ok 465 - ADB * B + 2 * AMB - AMB == A ok 466 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=292929292929292929294343434343434343262626626262626262626262848484848484848484848484777777777777777777777720202020202020202020202020) # ADB->[-1]: 0 B->[-1]: 292929 ok 467 - ADB * A + 2 * AMB - AMB == B # +2 * 71547475267858630428507019091211847643230767339456705 = 292929292929292929294343434343434343262626626262626262626262848484848484848484920032253045636408206284796811413867845250969359658725 # -71547475267858630428507019091211847643230767339456705 = 292929292929292929294343434343434343262626626262626262626262848484848484848484848484777777777777777777777720202020202020202020202020 ok 468 - ADB * A/A == ADB # A 78787878787878787878785959747474747474747474747474743434353535353535353577777777737373737454545454545454545454545 # B 2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919 # (78787878787878787878785959747474747474747474747474743434353535353535353577777777737373737454545454545454545454545 / 2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919, 78787878787878787878785959747474747474747474747474743434353535353535353577777777737373737454545454545454545454545 % 2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919 ) = 35 1010100989595959595957676919329797979656565656459591919202020202020218325252525212121212237373737373737373737380 ok 469 - ADB * B + 2 * AMB - AMB == A ok 470 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 35 != 35 ($B=2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919) # ADB->[-1]: 35 B->[-1]: 2222 ok 471 - ADB * A + 2 * AMB - AMB == B # +2 * 2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919 = 4444444445616161616161616161608282828290909090915151515151515151515150585858585858585858583838383838383838383838 # -2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919 = 2222222222808080808080808080804141414145454545457575757575757575757575292929292929292929291919191919191919191919 ok 472 - ADB * A/A == ADB # A 8170707070707070707070444444444444444444 # B 61616154543232323290909090909082828282828282828282828282 # (8170707070707070707070444444444444444444 / 61616154543232323290909090909082828282828282828282828282, 8170707070707070707070444444444444444444 % 61616154543232323290909090909082828282828282828282828282 ) = 0 8170707070707070707070444444444444444444 ok 473 - ADB * B + 2 * AMB - AMB == A ok 474 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=61616154543232323290909090909082828282828282828282828282) # ADB->[-1]: 0 B->[-1]: 61 ok 475 - ADB * A + 2 * AMB - AMB == B # +2 * 2063638344128404169772831634430211252342 = 61616154543232325354547435037486998055659917258494080624 # -2063638344128404169772831634430211252342 = 61616154543232323290909090909082828282828282828282828282 ok 476 - ADB * A/A == ADB # A 55555588888931111111111111111 # B 565656565656565656565656567272727272727272727272727272729797979797666666666668383838383838383727272727272727272727272727272 # (55555588888931111111111111111 / 565656565656565656565656567272727272727272727272727272729797979797666666666668383838383838383727272727272727272727272727272, 55555588888931111111111111111 % 565656565656565656565656567272727272727272727272727272729797979797666666666668383838383838383727272727272727272727272727272 ) = 0 55555588888931111111111111111 ok 477 - ADB * B + 2 * AMB - AMB == A ok 478 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=565656565656565656565656567272727272727272727272727272729797979797666666666668383838383838383727272727272727272727272727272) # ADB->[-1]: 0 B->[-1]: 565656 ok 479 - ADB * A + 2 * AMB - AMB == B # +2 * 53674141206861573886020674478 = 565656565656565656565656567272727272727272727272727272729797979797666666666668383838383838383780946868479588846613293401750 # -53674141206861573886020674478 = 565656565656565656565656567272727272727272727272727272729797979797666666666668383838383838383727272727272727272727272727272 ok 480 - ADB * A/A == ADB # A 555555556666666666669292929292929292929292929292 # B 51595535353535353535353535359999999996969434343434343434343431010101010101010999959595959595 # (555555556666666666669292929292929292929292929292 / 51595535353535353535353535359999999996969434343434343434343431010101010101010999959595959595, 555555556666666666669292929292929292929292929292 % 51595535353535353535353535359999999996969434343434343434343431010101010101010999959595959595 ) = 0 555555556666666666669292929292929292929292929292 ok 481 - ADB * B + 2 * AMB - AMB == A ok 482 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=51595535353535353535353535359999999996969434343434343434343431010101010101010999959595959595) # ADB->[-1]: 0 B->[-1]: 51 ok 483 - ADB * A + 2 * AMB - AMB == B # +2 * 295923359551358684344954546748015247359163602091 = 51595535353535353535353535359999999996969434639357702985702115355055556849026247318759561686 # -295923359551358684344954546748015247359163602091 = 51595535353535353535353535359999999996969434343434343434343431010101010101010999959595959595 ok 484 - ADB * A/A == ADB # A 54545454545433333333333434343434343434343434343434345757575757909090909090 # B 44444444444444444444575771717171716161616161616161616161595959595947474747474747474747474747242424242424242424242424242424 # (54545454545433333333333434343434343434343434343434345757575757909090909090 / 44444444444444444444575771717171716161616161616161616161595959595947474747474747474747474747242424242424242424242424242424, 54545454545433333333333434343434343434343434343434345757575757909090909090 % 44444444444444444444575771717171716161616161616161616161595959595947474747474747474747474747242424242424242424242424242424 ) = 0 54545454545433333333333434343434343434343434343434345757575757909090909090 ok 485 - ADB * B + 2 * AMB - AMB == A ok 486 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=44444444444444444444575771717171716161616161616161616161595959595947474747474747474747474747242424242424242424242424242424) # ADB->[-1]: 0 B->[-1]: 44444 ok 487 - ADB * A + 2 * AMB - AMB == B # +2 * 48165845761745324498697017948703333406943559800862254857108547895015538064 = 44444444444444444444575771717171716161616161616209782007357704920446171765423450808154418307043286497281350972137439780488 # -48165845761745324498697017948703333406943559800862254857108547895015538064 = 44444444444444444444575771717171716161616161616161616161595959595947474747474747474747474747242424242424242424242424242424 ok 488 - ADB * A/A == ADB # A 707070707070949494949494949494727272727272727272727238383838383838383838383838333333333333626238434343434343434343505050505050505050505050 # B 747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363 # (707070707070949494949494949494727272727272727272727238383838383838383838383838333333333333626238434343434343434343505050505050505050505050 / 747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363, 707070707070949494949494949494727272727272727272727238383838383838383838383838333333333333626238434343434343434343505050505050505050505050 % 747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363 ) = 945945 707070949494949471061994727273271907728897077238384698333838383837686336710333333333626238434343435490034343505050505050505051107015 ok 489 - ADB * B + 2 * AMB - AMB == A ok 490 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 945945 != 945945 ($B=747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363) # ADB->[-1]: 945945 B->[-1]: 747474 ok 491 - ADB * A + 2 * AMB - AMB == B # +2 * 747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363 = 1494949494949494949494999999999999998848484845050505050503232323232323233797951515151515151515151515151512727272727272727272727272726 # -747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363 = 747474747474747474747499999999999999424242422525252525251616161616161616898975757575757575757575757575756363636363636363636363636363 ok 492 - ADB * A/A == ADB # A 7878656565232323232323232323232323233131313131313131313131 # B 322828284545454545458484848484848484515151516262626262626260606060606060606069696969696969692424242424242424242424 # (7878656565232323232323232323232323233131313131313131313131 / 322828284545454545458484848484848484515151516262626262626260606060606060606069696969696969692424242424242424242424, 7878656565232323232323232323232323233131313131313131313131 % 322828284545454545458484848484848484515151516262626262626260606060606060606069696969696969692424242424242424242424 ) = 0 7878656565232323232323232323232323233131313131313131313131 ok 493 - ADB * B + 2 * AMB - AMB == A ok 494 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=322828284545454545458484848484848484515151516262626262626260606060606060606069696969696969692424242424242424242424) # ADB->[-1]: 0 B->[-1]: 322828 ok 495 - ADB * A + 2 * AMB - AMB == B # +2 * 3943635858940273333672940075256405089127623651984787552288 = 322828284545454545458484848484848484515151516262626262630204241919546333939742637044953374781551866076227211794712 # -3943635858940273333672940075256405089127623651984787552288 = 322828284545454545458484848484848484515151516262626262626260606060606060606069696969696969692424242424242424242424 ok 496 - ADB * A/A == ADB # A 3030 # B 87876666555555555599544444444444444444444444731318080464646464635353535353535353564646464646464646464646417171717171717174242424242424242424242 # (3030 / 87876666555555555599544444444444444444444444731318080464646464635353535353535353564646464646464646464646417171717171717174242424242424242424242, 3030 % 87876666555555555599544444444444444444444444731318080464646464635353535353535353564646464646464646464646417171717171717174242424242424242424242 ) = 0 3030 ok 497 - ADB * B + 2 * AMB - AMB == A ok 498 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 0 != 0 ($B=87876666555555555599544444444444444444444444731318080464646464635353535353535353564646464646464646464646417171717171717174242424242424242424242) # ADB->[-1]: 0 B->[-1]: 87876666 ok 499 - ADB * A + 2 * AMB - AMB == B # +2 * 2332 = 87876666555555555599544444444444444444444444731318080464646464635353535353535353564646464646464646464646417171717171717174242424242424242426574 # -2332 = 87876666555555555599544444444444444444444444731318080464646464635353535353535353564646464646464646464646417171717171717174242424242424242424242 ok 500 - ADB * A/A == ADB # A 7373737373747474747474747777777494949494957575757575726262626262626222222222222229393939393939393 # B 4646464444444444444444444444444444 # (7373737373747474747474747777777494949494957575757575726262626262626222222222222229393939393939393 / 4646464444444444444444444444444444, 7373737373747474747474747777777494949494957575757575726262626262626222222222222229393939393939393 % 4646464444444444444444444444444444 ) = 1586956590739416988670303920447935823445233177041328346130303091 4598323753436967581095426562962989 ok 501 - ADB * B + 2 * AMB - AMB == A ok 502 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1586956590739416988670303920447935823445233177041328346130303091 != 1586956590739416988670303920447935823445233177041328346130303091 ($B=4646464444444444444444444444444444) # ADB->[-1]: 1 B->[-1]: 4646464 ok 503 - ADB * A + 2 * AMB - AMB == B # +2 * 4646464444444444444444444444444444 = 9292928888888888888888888888888888 # -4646464444444444444444444444444444 = 4646464444444444444444444444444444 ok 504 - ADB * A/A == ADB # A 85858585858585858585858585851313131313131212121212333333333333333333333333525252 # B 49494949494949494922902020202020202020111111121212121212121212121 # (85858585858585858585858585851313131313131212121212333333333333333333333333525252 / 49494949494949494922902020202020202020111111121212121212121212121, 85858585858585858585858585851313131313131212121212333333333333333333333333525252 % 49494949494949494922902020202020202020111111121212121212121212121 ) = 1734693877551020 20248150793643520912666824265082457437398474545454913419913611832 ok 505 - ADB * B + 2 * AMB - AMB == A ok 506 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1734693877551020 != 1734693877551020 ($B=49494949494949494922902020202020202020111111121212121212121212121) # ADB->[-1]: 1734693 B->[-1]: 49 ok 507 - ADB * A + 2 * AMB - AMB == B # +2 * 49494949494949494922902020202020202020111111121212121212121212121 = 98989898989898989845804040404040404040222222242424242424242424242 # -49494949494949494922902020202020202020111111121212121212121212121 = 49494949494949494922902020202020202020111111121212121212121212121 ok 508 - ADB * A/A == ADB # A 4343434343434343434343434343437474747474747410101010101051515151515151515151515151518484848484848484848484849191911212121212121212121212 # B 3333333336767676720202020202020202099999999999999999999 # (4343434343434343434343434343437474747474747410101010101051515151515151515151515151518484848484848484848484849191911212121212121212121212 / 3333333336767676720202020202020202099999999999999999999, 4343434343434343434343434343437474747474747410101010101051515151515151515151515151518484848484848484848484849191911212121212121212121212 % 3333333336767676720202020202020202099999999999999999999 ) = 1303030301687786980455741953266534950719472446589625730526625211071676248763802099 1038983277684428990364955375334328523192888369975923311 ok 509 - ADB * B + 2 * AMB - AMB == A ok 510 - ADB * B / B == ADB # seed: 840539, $ADB * $B / $B = 1303030301687786980455741953266534950719472446589625730526625211071676248763802099 != 1303030301687786980455741953266534950719472446589625730526625211071676248763802099 ($B=3333333336767676720202020202020202099999999999999999999) # ADB->[-1]: 1 B->[-1]: 3 ok 511 - ADB * A + 2 * AMB - AMB == B # +2 * 3333333336767676720202020202020202099999999999999999999 = 6666666673535353440404040404040404199999999999999999998 # -3333333336767676720202020202020202099999999999999999999 = 3333333336767676720202020202020202099999999999999999999 ok 512 - ADB * A/A == ADB ok t/mbimbf.t .......... 1..710 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 ok 225 ok 226 ok 227 ok 228 ok 229 ok 230 ok 231 ok 232 ok 233 ok 234 ok 235 ok 236 ok 237 ok 238 ok 239 ok 240 ok 241 ok 242 ok 243 ok 244 ok 245 ok 246 ok 247 ok 248 ok 249 ok 250 ok 251 ok 252 ok 253 ok 254 ok 255 ok 256 ok 257 ok 258 ok 259 ok 260 ok 261 ok 262 ok 263 ok 264 ok 265 ok 266 ok 267 ok 268 ok 269 ok 270 ok 271 ok 272 ok 273 ok 274 ok 275 ok 276 ok 277 ok 278 ok 279 ok 280 ok 281 ok 282 ok 283 ok 284 ok 285 ok 286 ok 287 ok 288 ok 289 ok 290 ok 291 ok 292 ok 293 ok 294 ok 295 ok 296 ok 297 ok 298 ok 299 ok 300 ok 301 ok 302 ok 303 ok 304 ok 305 ok 306 ok 307 ok 308 ok 309 ok 310 ok 311 ok 312 ok 313 ok 314 ok 315 ok 316 ok 317 ok 318 ok 319 ok 320 ok 321 ok 322 ok 323 ok 324 ok 325 ok 326 ok 327 ok 328 ok 329 ok 330 ok 331 ok 332 ok 333 ok 334 ok 335 ok 336 ok 337 ok 338 ok 339 ok 340 ok 341 ok 342 ok 343 ok 344 ok 345 ok 346 ok 347 ok 348 ok 349 ok 350 ok 351 ok 352 ok 353 ok 354 ok 355 ok 356 ok 357 ok 358 ok 359 ok 360 ok 361 ok 362 ok 363 ok 364 ok 365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok 380 ok 381 ok 382 ok 383 ok 384 ok 385 ok 386 ok 387 ok 388 ok 389 ok 390 ok 391 ok 392 ok 393 ok 394 ok 395 ok 396 ok 397 ok 398 ok 399 ok 400 ok 401 ok 402 ok 403 ok 404 ok 405 ok 406 ok 407 ok 408 ok 409 ok 410 ok 411 ok 412 ok 413 ok 414 ok 415 ok 416 ok 417 ok 418 ok 419 ok 420 ok 421 ok 422 ok 423 ok 424 ok 425 ok 426 ok 427 ok 428 ok 429 ok 430 ok 431 ok 432 ok 433 ok 434 ok 435 ok 436 ok 437 ok 438 ok 439 ok 440 ok 441 ok 442 ok 443 ok 444 ok 445 ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 672 ok 673 ok 674 ok 675 ok 676 ok 677 ok 678 ok 679 ok 680 ok 681 ok 682 ok 683 ok 684 ok 685 ok 686 ok 687 ok 688 ok 689 ok 690 ok 691 ok 692 ok 693 ok 694 ok 695 ok 696 ok 697 ok 698 ok 699 ok 700 ok 701 ok 702 ok 703 ok 704 ok 705 ok 706 ok 707 ok 708 ok 709 ok 710 ok t/nan_cmp.t ......... 1..26 ok 1 - 1 == 1 ok 2 - 1 != NaN ok 3 - NaN != 1 ok 4 - NaN != NaN ok 5 - NaN == 1 ok 6 - 1 == NaN ok 7 - NaN == NaN ok 8 - NaN <= 1 ok 9 - 1 <= NaN ok 10 - NaN <= NaN ok 11 - NaN >= 1 ok 12 - 1 >= NaN ok 13 - NaN >= NaN ok 14 - 1 == 1 ok 15 - 1 != NaN ok 16 - NaN != 1 ok 17 - NaN != NaN ok 18 - NaN == 1 ok 19 - 1 == NaN ok 20 - NaN == NaN ok 21 - NaN <= 1 ok 22 - 1 <= NaN ok 23 - NaN <= NaN ok 24 - NaN >= 1 ok 25 - 1 >= NaN ok 26 - NaN >= NaN ok t/new_overloaded.t .. 1..4 ok 1 ok 2 - BigFloat->new accepts overloaded numbers ok 3 - BigInt->new accepts overloaded numbers ok 4 - BigFloat from BigInt ok t/req_mbf0.t ........ 1..1 ok 1 - $x is 1 ok t/req_mbf1.t ........ 1..1 ok 1 ok t/req_mbfa.t ........ 1..1 ok 1 ok t/req_mbfi.t ........ 1..1 ok 1 ok t/req_mbfn.t ........ 1..1 ok 1 ok t/req_mbfw.t ........ 1..3 ok 1 - $x is 2 ok 2 - with ignored ok 3 - with ignored ok t/require.t ......... 1..1 ok 1 ok t/round.t ........... 1..95 ok 1 - round(3) ok 2 - round(3.1) ok 3 - round(3.5) ok 4 - round(3.6) ok 5 - round(3.9) ok 6 - bfround(3) ok 7 - bfround(3.1) ok 8 - bfround(3.5) ok 9 - bfround(3.6) ok 10 - bfround(3.9) ok 11 - bfround(2) ok 12 - bfround(2.1) ok 13 - bfround(2.5) ok 14 - bfround(2.6) ok 15 - bfround(2.9) ok 16 - bfround(-2) ok 17 - bfround(-2.1) ok 18 - bfround(-2.5) ok 19 - bfround(-2.6) ok 20 - bfround(-2.9) ok 21 - bfround(-3) ok 22 - bfround(-3.1) ok 23 - bfround(-3.5) ok 24 - bfround(-3.6) ok 25 - bfround(-3.9) ok 26 - bround(4) ok 27 - bround(4.1) ok 28 - bround(4.5) ok 29 - bround(4.6) ok 30 - bround(4.9) ok 31 - bround(3) ok 32 - bround(3.1) ok 33 - bround(3.5) ok 34 - bround(3.6) ok 35 - bround(3.9) ok 36 - bround(2) ok 37 - bround(2.1) ok 38 - bround(2.5) ok 39 - bround(2.6) ok 40 - bround(2.9) ok 41 - bsqrt(4) ok 42 - bsqrt(4.1) ok 43 - bsqrt(4.5) ok 44 - bsqrt(4.6) ok 45 - bsqrt(4.9) ok 46 - bsqrt(3) ok 47 - bsqrt(3.1) ok 48 - bsqrt(3.5) ok 49 - bsqrt(3.6) ok 50 - bsqrt(3.9) ok 51 - bsqrt(2) ok 52 - bsqrt(2.1) ok 53 - bsqrt(2.5) ok 54 - bsqrt(2.6) ok 55 - bsqrt(2.9) ok 56 - bsqrt(undef,2) ok 57 - bsqrt(undef,2.1) ok 58 - bsqrt(undef.2.5) ok 59 - bsqrt(undef,2.6) ok 60 - bsqrt(undef,2.9) ok 61 - bsqrt(undef,-2) ok 62 - bsqrt(undef,-2.1) ok 63 - bsqrt(undef.-2.5) ok 64 - bsqrt(undef,-2.6) ok 65 - bsqrt(undef,-2.9) ok 66 - bdiv(2,6) ok 67 - bdiv(2,6.1) ok 68 - bdiv(2,6.5) ok 69 - bdiv(2,6.6) ok 70 - bdiv(2,6.9) ok 71 - bdiv(2,4) ok 72 - bdiv(2,4.1) ok 73 - bdiv(2,4.5) ok 74 - bdiv(2,4.6) ok 75 - bdiv(2,4.9) ok 76 - bdiv(2,3) ok 77 - bdiv(2,3.1) ok 78 - bdiv(2,3.5) ok 79 - bdiv(2,3.6) ok 80 - bdiv(2,3.9) ok 81 - bdiv(undef,-6) ok 82 - bdiv(2,undef,-6.1) ok 83 - bdiv(2,undef.-6.5) ok 84 - bdiv(2,undef,-6.6) ok 85 - bdiv(2,undef,-6.9) ok 86 - bdiv(undef,-4) ok 87 - bdiv(2,undef,-4.1) ok 88 - bdiv(2,undef.-4.5) ok 89 - bdiv(2,undef,-4.6) ok 90 - bdiv(2,undef,-4.9) ok 91 - bdiv(undef,-3) ok 92 - bdiv(2,undef,-3.1) ok 93 - bdiv(2,undef.-3.5) ok 94 - bdiv(2,undef,-3.6) ok 95 - bdiv(2,undef,-3.9) ok t/sub_ali.t ......... 1..6 ok 1 - 123 is positive ok 2 - 123 is not negative ok 3 - 123 is 123 as int ok 4 - as_int(123) is of class Math::BigInt ok 5 - -123 is not positive ok 6 - -123 is negative ok t/sub_mbf.t ......... 1..2328 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 ok 225 ok 226 ok 227 ok 228 ok 229 ok 230 ok 231 ok 232 ok 233 ok 234 ok 235 ok 236 ok 237 ok 238 ok 239 ok 240 ok 241 ok 242 ok 243 ok 244 ok 245 ok 246 ok 247 ok 248 ok 249 ok 250 ok 251 ok 252 ok 253 ok 254 ok 255 ok 256 ok 257 ok 258 ok 259 ok 260 ok 261 ok 262 ok 263 ok 264 ok 265 ok 266 ok 267 ok 268 ok 269 ok 270 ok 271 ok 272 ok 273 ok 274 ok 275 ok 276 ok 277 ok 278 ok 279 ok 280 ok 281 ok 282 ok 283 ok 284 ok 285 ok 286 ok 287 ok 288 ok 289 ok 290 ok 291 ok 292 ok 293 ok 294 ok 295 ok 296 ok 297 ok 298 ok 299 ok 300 ok 301 ok 302 ok 303 ok 304 ok 305 ok 306 ok 307 ok 308 ok 309 ok 310 ok 311 ok 312 ok 313 ok 314 ok 315 ok 316 ok 317 ok 318 ok 319 ok 320 ok 321 ok 322 ok 323 ok 324 ok 325 ok 326 ok 327 ok 328 ok 329 ok 330 ok 331 ok 332 ok 333 ok 334 ok 335 ok 336 ok 337 ok 338 ok 339 ok 340 ok 341 ok 342 ok 343 ok 344 ok 345 ok 346 ok 347 ok 348 ok 349 ok 350 ok 351 ok 352 ok 353 ok 354 ok 355 ok 356 ok 357 ok 358 ok 359 ok 360 ok 361 ok 362 ok 363 ok 364 ok 365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok 380 ok 381 ok 382 ok 383 ok 384 ok 385 ok 386 ok 387 ok 388 ok 389 ok 390 ok 391 ok 392 ok 393 ok 394 ok 395 ok 396 ok 397 ok 398 ok 399 ok 400 ok 401 ok 402 ok 403 ok 404 ok 405 ok 406 ok 407 ok 408 ok 409 ok 410 ok 411 ok 412 ok 413 ok 414 ok 415 ok 416 ok 417 ok 418 ok 419 ok 420 ok 421 ok 422 ok 423 ok 424 ok 425 ok 426 ok 427 ok 428 ok 429 ok 430 ok 431 ok 432 ok 433 ok 434 ok 435 ok 436 ok 437 ok 438 ok 439 ok 440 ok 441 ok 442 ok 443 ok 444 ok 445 ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 672 ok 673 ok 674 ok 675 ok 676 ok 677 ok 678 ok 679 ok 680 ok 681 ok 682 ok 683 ok 684 ok 685 ok 686 ok 687 ok 688 ok 689 ok 690 ok 691 ok 692 ok 693 ok 694 ok 695 ok 696 ok 697 ok 698 ok 699 ok 700 ok 701 ok 702 ok 703 ok 704 ok 705 ok 706 ok 707 ok 708 ok 709 ok 710 ok 711 ok 712 ok 713 ok 714 ok 715 ok 716 ok 717 ok 718 ok 719 ok 720 ok 721 ok 722 ok 723 ok 724 ok 725 ok 726 ok 727 ok 728 ok 729 ok 730 ok 731 ok 732 ok 733 ok 734 ok 735 ok 736 ok 737 ok 738 ok 739 ok 740 ok 741 ok 742 ok 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2025 ok 2026 ok 2027 ok 2028 ok 2029 ok 2030 ok 2031 ok 2032 ok 2033 ok 2034 ok 2035 ok 2036 ok 2037 ok 2038 ok 2039 ok 2040 ok 2041 ok 2042 ok 2043 ok 2044 ok 2045 ok 2046 ok 2047 ok 2048 ok 2049 ok 2050 ok 2051 ok 2052 ok 2053 ok 2054 ok 2055 ok 2056 ok 2057 ok 2058 ok 2059 ok 2060 ok 2061 ok 2062 ok 2063 ok 2064 ok 2065 ok 2066 ok 2067 ok 2068 ok 2069 ok 2070 ok 2071 ok 2072 ok 2073 ok 2074 ok 2075 ok 2076 ok 2077 ok 2078 ok 2079 ok 2080 ok 2081 ok 2082 ok 2083 ok 2084 ok 2085 ok 2086 ok 2087 ok 2088 ok 2089 ok 2090 ok 2091 ok 2092 ok 2093 ok 2094 ok 2095 ok 2096 ok 2097 ok 2098 ok 2099 ok 2100 ok 2101 ok 2102 ok 2103 ok 2104 ok 2105 ok 2106 ok 2107 ok 2108 ok 2109 ok 2110 ok 2111 ok 2112 ok 2113 ok 2114 ok 2115 ok 2116 ok 2117 ok 2118 ok 2119 ok 2120 ok 2121 ok 2122 ok 2123 ok 2124 ok 2125 ok 2126 ok 2127 ok 2128 ok 2129 ok 2130 ok 2131 ok 2132 ok 2133 ok 2134 ok 2135 ok 2136 ok 2137 ok 2138 ok 2139 ok 2140 ok 2141 ok 2142 ok 2143 ok 2144 ok 2145 ok 2146 ok 2147 ok 2148 ok 2149 ok 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2275 ok 2276 ok 2277 ok 2278 ok 2279 ok 2280 ok 2281 ok 2282 ok 2283 ok 2284 ok 2285 ok 2286 ok 2287 ok 2288 ok 2289 ok 2290 ok 2291 ok 2292 ok 2293 ok 2294 ok 2295 ok 2296 ok 2297 ok 2298 ok 2299 ok 2300 ok 2301 ok 2302 ok 2303 ok 2304 ok 2305 ok 2306 ok 2307 ok 2308 ok 2309 ok 2310 ok 2311 ok 2312 - no warnings and zero result ok 2313 - no warnings and one as result ok 2314 ok 2315 ok 2316 ok 2317 ok 2318 ok 2319 ok 2320 ok 2321 ok 2322 ok 2323 ok 2324 - The object isa Math::BigFloat ok 2325 ok 2326 ok 2327 ok 2328 ok t/sub_mbi.t ......... 1..3624 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 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365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok 380 ok 381 ok 382 ok 383 ok 384 ok 385 ok 386 ok 387 ok 388 ok 389 ok 390 ok 391 ok 392 ok 393 ok 394 ok 395 ok 396 ok 397 ok 398 ok 399 ok 400 ok 401 ok 402 ok 403 ok 404 ok 405 ok 406 ok 407 ok 408 ok 409 ok 410 ok 411 ok 412 ok 413 ok 414 ok 415 ok 416 ok 417 ok 418 ok 419 ok 420 ok 421 ok 422 ok 423 ok 424 ok 425 ok 426 ok 427 ok 428 ok 429 ok 430 ok 431 ok 432 ok 433 ok 434 ok 435 ok 436 ok 437 ok 438 ok 439 ok 440 ok 441 ok 442 ok 443 ok 444 ok 445 ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 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ok 3564 ok 3565 ok 3566 ok 3567 ok 3568 ok 3569 ok 3570 ok 3571 ok 3572 ok 3573 ok 3574 ok 3575 ok 3576 ok 3577 ok 3578 ok 3579 ok 3580 ok 3581 ok 3582 ok 3583 ok 3584 ok 3585 ok 3586 ok 3587 ok 3588 ok 3589 ok 3590 ok 3591 ok 3592 ok 3593 ok 3594 ok 3595 ok 3596 ok 3597 ok 3598 ok 3599 ok 3600 ok 3601 ok 3602 ok 3603 ok 3604 ok 3605 ok 3606 ok 3607 ok 3608 ok 3609 ok 3610 ok 3611 ok 3612 ok 3613 ok 3614 ok 3615 ok 3616 ok 3617 ok 3618 ok 3619 ok 3620 ok 3621 - The object isa Math::BigInt ok 3622 ok 3623 ok 3624 ok t/sub_mif.t ......... 1..684 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 ok 225 ok 226 ok 227 ok 228 ok 229 ok 230 ok 231 ok 232 ok 233 ok 234 ok 235 ok 236 ok 237 ok 238 ok 239 ok 240 ok 241 ok 242 ok 243 ok 244 ok 245 ok 246 ok 247 ok 248 ok 249 ok 250 ok 251 ok 252 ok 253 ok 254 ok 255 ok 256 ok 257 ok 258 ok 259 ok 260 ok 261 ok 262 ok 263 ok 264 ok 265 ok 266 ok 267 ok 268 ok 269 ok 270 ok 271 ok 272 ok 273 ok 274 ok 275 ok 276 ok 277 ok 278 ok 279 ok 280 ok 281 ok 282 ok 283 ok 284 ok 285 ok 286 ok 287 ok 288 ok 289 ok 290 ok 291 ok 292 ok 293 ok 294 ok 295 ok 296 ok 297 ok 298 ok 299 ok 300 ok 301 ok 302 ok 303 ok 304 ok 305 ok 306 ok 307 ok 308 ok 309 ok 310 ok 311 ok 312 ok 313 ok 314 ok 315 ok 316 ok 317 ok 318 ok 319 ok 320 ok 321 ok 322 ok 323 ok 324 ok 325 ok 326 ok 327 ok 328 ok 329 ok 330 ok 331 ok 332 ok 333 ok 334 ok 335 ok 336 ok 337 ok 338 ok 339 ok 340 ok 341 ok 342 ok 343 ok 344 ok 345 ok 346 ok 347 ok 348 ok 349 ok 350 ok 351 ok 352 ok 353 ok 354 ok 355 ok 356 ok 357 ok 358 ok 359 ok 360 ok 361 ok 362 ok 363 ok 364 ok 365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok 380 ok 381 ok 382 ok 383 ok 384 ok 385 ok 386 ok 387 ok 388 ok 389 ok 390 ok 391 ok 392 ok 393 ok 394 ok 395 ok 396 ok 397 ok 398 ok 399 ok 400 ok 401 ok 402 ok 403 ok 404 ok 405 ok 406 ok 407 ok 408 ok 409 ok 410 ok 411 ok 412 ok 413 ok 414 ok 415 ok 416 ok 417 ok 418 ok 419 ok 420 ok 421 ok 422 ok 423 ok 424 ok 425 ok 426 ok 427 ok 428 ok 429 ok 430 ok 431 ok 432 ok 433 ok 434 ok 435 ok 436 ok 437 ok 438 ok 439 ok 440 ok 441 ok 442 ok 443 ok 444 ok 445 ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 672 ok 673 ok 674 ok 675 ok 676 ok 677 ok 678 ok 679 ok 680 ok 681 ok 682 ok 683 ok 684 ok t/trap.t ............ 1..43 ok 1 - can config() ok 2 - trap_nan defaults to 0 ok 3 - trap_inf defaults to 0 ok 4 - trap_nan now true ok 5 - died ok 6 - $x after new() never modified ok 7 - trap_nan disabled ok 8 - trap_inf enabled ok 9 - died ok 10 - $x after new() never modified ok 11 - died ok 12 - $x after new() never modified ok 13 - died ok 14 - $x after new() never modified ok 15 - died ok 16 - $x after new() never modified ok 17 - died ok 18 - $x after new not modified ok 19 - died ok 20 - $x after new not modified ok 21 - can config() ok 22 - trap_nan defaults to 0 ok 23 - trap_inf defaults to 0 ok 24 - trap_nan now true ok 25 - died ok 26 - $x after new() never modified ok 27 - trap_nan disabled ok 28 - trap_inf enabled ok 29 - died ok 30 - $x after new() never modified ok 31 - died ok 32 - $x after new() never modified ok 33 - died ok 34 - $x after new() never modified ok 35 - died ok 36 - $x after new() never modified ok 37 - died ok 38 - $x after new not modified ok 39 - died ok 40 - $x after new not modified ok 41 - never modified since it dies ok 42 - never modified since it dies ok 43 - never modified since it dies ok t/upgrade.t ......... 1..2114 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 ok 225 ok 226 ok 227 ok 228 ok 229 ok 230 ok 231 ok 232 ok 233 ok 234 ok 235 ok 236 ok 237 ok 238 ok 239 ok 240 ok 241 ok 242 ok 243 ok 244 ok 245 ok 246 ok 247 ok 248 ok 249 ok 250 ok 251 ok 252 ok 253 ok 254 ok 255 ok 256 ok 257 ok 258 ok 259 ok 260 ok 261 ok 262 ok 263 ok 264 ok 265 ok 266 ok 267 ok 268 ok 269 ok 270 ok 271 ok 272 ok 273 ok 274 ok 275 ok 276 ok 277 ok 278 ok 279 ok 280 ok 281 ok 282 ok 283 ok 284 ok 285 ok 286 ok 287 ok 288 ok 289 ok 290 ok 291 ok 292 ok 293 ok 294 ok 295 ok 296 ok 297 ok 298 ok 299 ok 300 ok 301 ok 302 ok 303 ok 304 ok 305 ok 306 ok 307 ok 308 ok 309 ok 310 ok 311 ok 312 ok 313 ok 314 ok 315 ok 316 ok 317 ok 318 ok 319 ok 320 ok 321 ok 322 ok 323 ok 324 ok 325 ok 326 ok 327 ok 328 ok 329 ok 330 ok 331 ok 332 ok 333 ok 334 ok 335 ok 336 ok 337 ok 338 ok 339 ok 340 ok 341 ok 342 ok 343 ok 344 ok 345 ok 346 ok 347 ok 348 ok 349 ok 350 ok 351 ok 352 ok 353 ok 354 ok 355 ok 356 ok 357 ok 358 ok 359 ok 360 ok 361 ok 362 ok 363 ok 364 ok 365 ok 366 ok 367 ok 368 ok 369 ok 370 ok 371 ok 372 ok 373 ok 374 ok 375 ok 376 ok 377 ok 378 ok 379 ok 380 ok 381 ok 382 ok 383 ok 384 ok 385 ok 386 ok 387 ok 388 ok 389 ok 390 ok 391 ok 392 ok 393 ok 394 ok 395 ok 396 ok 397 ok 398 ok 399 ok 400 ok 401 ok 402 ok 403 ok 404 ok 405 ok 406 ok 407 ok 408 ok 409 ok 410 ok 411 ok 412 ok 413 ok 414 ok 415 ok 416 ok 417 ok 418 ok 419 ok 420 ok 421 ok 422 ok 423 ok 424 ok 425 ok 426 ok 427 ok 428 ok 429 ok 430 ok 431 ok 432 ok 433 ok 434 ok 435 ok 436 ok 437 ok 438 ok 439 ok 440 ok 441 ok 442 ok 443 ok 444 ok 445 ok 446 ok 447 ok 448 ok 449 ok 450 ok 451 ok 452 ok 453 ok 454 ok 455 ok 456 ok 457 ok 458 ok 459 ok 460 ok 461 ok 462 ok 463 ok 464 ok 465 ok 466 ok 467 ok 468 ok 469 ok 470 ok 471 ok 472 ok 473 ok 474 ok 475 ok 476 ok 477 ok 478 ok 479 ok 480 ok 481 ok 482 ok 483 ok 484 ok 485 ok 486 ok 487 ok 488 ok 489 ok 490 ok 491 ok 492 ok 493 ok 494 ok 495 ok 496 ok 497 ok 498 ok 499 ok 500 ok 501 ok 502 ok 503 ok 504 ok 505 ok 506 ok 507 ok 508 ok 509 ok 510 ok 511 ok 512 ok 513 ok 514 ok 515 ok 516 ok 517 ok 518 ok 519 ok 520 ok 521 ok 522 ok 523 ok 524 ok 525 ok 526 ok 527 ok 528 ok 529 ok 530 ok 531 ok 532 ok 533 ok 534 ok 535 ok 536 ok 537 ok 538 ok 539 ok 540 ok 541 ok 542 ok 543 ok 544 ok 545 ok 546 ok 547 ok 548 ok 549 ok 550 ok 551 ok 552 ok 553 ok 554 ok 555 ok 556 ok 557 ok 558 ok 559 ok 560 ok 561 ok 562 ok 563 ok 564 ok 565 ok 566 ok 567 ok 568 ok 569 ok 570 ok 571 ok 572 ok 573 ok 574 ok 575 ok 576 ok 577 ok 578 ok 579 ok 580 ok 581 ok 582 ok 583 ok 584 ok 585 ok 586 ok 587 ok 588 ok 589 ok 590 ok 591 ok 592 ok 593 ok 594 ok 595 ok 596 ok 597 ok 598 ok 599 ok 600 ok 601 ok 602 ok 603 ok 604 ok 605 ok 606 ok 607 ok 608 ok 609 ok 610 ok 611 ok 612 ok 613 ok 614 ok 615 ok 616 ok 617 ok 618 ok 619 ok 620 ok 621 ok 622 ok 623 ok 624 ok 625 ok 626 ok 627 ok 628 ok 629 ok 630 ok 631 ok 632 ok 633 ok 634 ok 635 ok 636 ok 637 ok 638 ok 639 ok 640 ok 641 ok 642 ok 643 ok 644 ok 645 ok 646 ok 647 ok 648 ok 649 ok 650 ok 651 ok 652 ok 653 ok 654 ok 655 ok 656 ok 657 ok 658 ok 659 ok 660 ok 661 ok 662 ok 663 ok 664 ok 665 ok 666 ok 667 ok 668 ok 669 ok 670 ok 671 ok 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ok 2167 ok 2168 ok 2169 ok 2170 ok 2171 ok 2172 ok 2173 ok 2174 ok 2175 ok 2176 ok 2177 ok 2178 ok 2179 ok 2180 ok 2181 ok 2182 ok 2183 ok 2184 ok 2185 ok 2186 ok 2187 ok 2188 ok 2189 ok 2190 ok 2191 ok 2192 ok 2193 ok 2194 ok 2195 ok 2196 ok 2197 ok 2198 ok 2199 ok 2200 ok 2201 ok 2202 ok 2203 ok 2204 ok 2205 ok 2206 ok 2207 ok 2208 ok 2209 ok 2210 ok 2211 ok 2212 ok 2213 ok 2214 ok 2215 ok 2216 ok 2217 ok 2218 ok 2219 ok 2220 ok 2221 ok 2222 ok 2223 ok 2224 ok 2225 ok 2226 ok 2227 ok 2228 ok 2229 ok 2230 ok 2231 ok 2232 ok 2233 ok 2234 ok 2235 ok 2236 ok 2237 ok 2238 ok 2239 ok 2240 ok 2241 ok 2242 ok 2243 ok 2244 ok 2245 ok 2246 ok 2247 ok 2248 ok 2249 ok 2250 ok 2251 ok 2252 ok 2253 ok 2254 ok 2255 ok 2256 ok 2257 ok 2258 ok 2259 ok 2260 ok 2261 ok 2262 ok 2263 ok 2264 ok 2265 ok 2266 ok 2267 ok 2268 ok 2269 ok 2270 ok 2271 ok 2272 ok 2273 ok 2274 ok 2275 ok 2276 ok 2277 ok 2278 ok 2279 ok 2280 ok 2281 ok 2282 ok 2283 ok 2284 ok 2285 ok 2286 ok 2287 ok 2288 ok 2289 ok 2290 ok 2291 ok 2292 ok 2293 ok 2294 ok 2295 ok 2296 ok 2297 ok 2298 ok 2299 ok 2300 ok 2301 ok 2302 ok 2303 ok 2304 ok 2305 ok 2306 ok 2307 ok 2308 ok 2309 ok 2310 ok 2311 ok 2312 ok 2313 - no warnings and zero result ok 2314 - no warnings and one as result ok 2315 ok 2316 ok 2317 ok 2318 ok 2319 ok 2320 ok 2321 ok 2322 ok 2323 ok All tests successful. Files=52, Tests=27902, 21 wallclock secs ( 3.41 usr + 0.27 sys = 3.67 CPU) Result: PASS PJACKLAM/Math-BigInt-1.993.tar.gz nmake test TEST_VERBOSE=1 -- OK Fetching with LWP: http://cpan.nas.activestate.com/authors/id/P/PJ/PJACKLAM/CHECKSUMS DISTNAME-VERSION 'Math-BigInt-1.992' found in META.yml is bogus, ignoring at C:\cpanfly\lib/Fly/MakePPD.pm line 131. Peter John Acklam <pjacklam@online.no> Arbitrary size integer/float math package >>> (cd C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb && tar cvf - Math-BigInt-1.993.ppd blib) | gzip -c >C:/cpanfly/var/REPO/P/PJ/PJACKLAM/Math-BigInt-1.993.tar.gz Math-BigInt-1.993.ppd blib/ blib/lib/ blib/lib/Math/ blib/lib/Math/BigFloat.pm blib/lib/Math/BigInt/ blib/lib/Math/BigInt/Calc.pm blib/lib/Math/BigInt/CalcEmu.pm blib/lib/Math/BigInt.pm >>> mv C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/Math-BigInt-1.993.ppd C:/cpanfly/var/REPO/P/PJ/PJACKLAM Running make for P/PJ/PJACKLAM/Math-BigInt-Pari-1.16.tar.gz Prepending C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib to PERL5LIB for 'get' Has already been unwrapped into directory C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj Prepending C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib to PERL5LIB for 'make' CPAN.pm: Going to build P/PJ/PJACKLAM/Math-BigInt-Pari-1.16.tar.gz Warning: Prerequisite 'Math::Pari => 2.010709' for 'PJACKLAM/Math-BigInt-Pari-1.16.tar.gz' failed when processing 'ILYAZ/modules/Math-Pari-2.01080605.tar.gz' with 'writemakefile => NO 'C:\Perl64\bin\perl.exe Makefile.PL' returned status 65280'. Continuing, but chances to succeed are limited. >>> nmake Microsoft (R) Program Maintenance Utility Version 7.00.8882 Copyright (C) Microsoft Corp 1988-2000. All rights reserved. cp lib/Math/BigInt/Pari.pm blib\lib\Math\BigInt\Pari.pm PJACKLAM/Math-BigInt-Pari-1.16.tar.gz nmake -- OK Prepending C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib to PERL5LIB for 'test' Running make test >>> nmake test TEST_VERBOSE=1 Microsoft (R) Program Maintenance Utility Version 7.00.8882 Copyright (C) Microsoft Corp 1988-2000. All rights reserved. C:\Perl64\bin\perl.exe "-MExtUtils::Command::MM" "-e" "test_harness(1, 'inc', 'blib\lib', 'blib\arch')" t/*.t t/00sig.t ....... skipped: Set the environment variable TEST_SIGNATURE to enable this test. # Failed test 'use Math::BigInt::Pari;' # at t/01load.t line 8. # Tried to use 'Math::BigInt::Pari'. # Error: Can't locate Math/Pari.pm in @INC (@INC contains: C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\inc C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:/Perl64/site/lib C:/Perl64/lib .) at C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib/Math/BigInt/Pari.pm line 8. # BEGIN failed--compilation aborted at C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib/Math/BigInt/Pari.pm line 8. # Compilation failed in require at (eval 4) line 2. # BEGIN failed--compilation aborted at (eval 4) line 2. Use of uninitialized value $Math::BigInt::Pari::VERSION in concatenation (.) or string at t/01load.t line 12. # Testing Math::BigInt::Pari # ==> Perl 5.010000, C:\Perl64\bin\perl.exe # ==> Math::BigInt 1.993 # Looks like you failed 1 test of 2. t/01load.t ...... 1..2 not ok 1 - use Math::BigInt::Pari; ok 2 - use Math::BigInt; Dubious, test returned 1 (wstat 256, 0x100) Failed 1/2 subtests t/02pod.t ....... 1..1 ok 1 - POD test for blib\lib\Math\BigInt\Pari.pm ok # Failed test 'All our Math::BigInt::Pari are covered' # at C:/cpanfly/var/megalib/Test/Pod/Coverage.pm line 126. # Math::BigInt::Pari: Couldn't compile 'Math::BigInt::Pari' to inspect: Can't locate Math/Pari.pm in @INC (@INC contains: C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\inc C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:/Perl64/site/lib C:/Perl64/lib .) at C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib/Math/BigInt/Pari.pm line 8. # BEGIN failed--compilation aborted at C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib/Math/BigInt/Pari.pm line 8. # Compilation failed in require at (eval 16) line 3. # Looks like you failed 1 test of 1. t/03podcov.t .... 1..1 not ok 1 - All our Math::BigInt::Pari are covered Dubious, test returned 1 (wstat 256, 0x100) Failed 1/1 subtests t/bigfltpm.t .... 1..2327 ok 1 ok 2 ok 3 ok 4 ok 5 ok 6 ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 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ok 2172 ok 2173 ok 2174 ok 2175 ok 2176 ok 2177 ok 2178 ok 2179 ok 2180 ok 2181 ok 2182 ok 2183 ok 2184 ok 2185 ok 2186 ok 2187 ok 2188 ok 2189 ok 2190 ok 2191 ok 2192 ok 2193 ok 2194 ok 2195 ok 2196 ok 2197 ok 2198 ok 2199 ok 2200 ok 2201 ok 2202 ok 2203 ok 2204 ok 2205 ok 2206 ok 2207 ok 2208 ok 2209 ok 2210 ok 2211 ok 2212 ok 2213 ok 2214 ok 2215 ok 2216 ok 2217 ok 2218 ok 2219 ok 2220 ok 2221 ok 2222 ok 2223 ok 2224 ok 2225 ok 2226 ok 2227 ok 2228 ok 2229 ok 2230 ok 2231 ok 2232 ok 2233 ok 2234 ok 2235 ok 2236 ok 2237 ok 2238 ok 2239 ok 2240 ok 2241 ok 2242 ok 2243 ok 2244 ok 2245 ok 2246 ok 2247 ok 2248 ok 2249 ok 2250 ok 2251 ok 2252 ok 2253 ok 2254 ok 2255 ok 2256 ok 2257 ok 2258 ok 2259 ok 2260 ok 2261 ok 2262 ok 2263 ok 2264 ok 2265 ok 2266 ok 2267 ok 2268 ok 2269 ok 2270 ok 2271 ok 2272 ok 2273 ok 2274 ok 2275 ok 2276 ok 2277 ok 2278 ok 2279 ok 2280 ok 2281 ok 2282 ok 2283 ok 2284 ok 2285 ok 2286 ok 2287 ok 2288 ok 2289 ok 2290 ok 2291 ok 2292 ok 2293 ok 2294 ok 2295 ok 2296 ok 2297 ok 2298 ok 2299 ok 2300 ok 2301 ok 2302 ok 2303 ok 2304 ok 2305 ok 2306 ok 2307 ok 2308 ok 2309 ok 2310 ok 2311 ok 2312 ok 2313 ok 2314 ok 2315 ok 2316 ok 2317 - no warnings and zero result ok 2318 - no warnings and one as result ok 2319 ok 2320 ok 2321 ok 2322 ok 2323 ok 2324 ok 2325 ok 2326 ok 2327 ok Can't locate Math/Pari.pm in @INC (@INC contains: ../lib C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\inc C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:/Perl64/site/lib C:/Perl64/lib .) at ../lib/Math/BigInt/Pari.pm line 8. BEGIN failed--compilation aborted at ../lib/Math/BigInt/Pari.pm line 8. Compilation failed in require at t/bigintpari.t line 17. BEGIN failed--compilation aborted at t/bigintpari.t line 17. t/bigintpari.t .. 1..117 # Running under perl version 5.010000 for MSWin32 # Win32::BuildNumber 1003 # Current time local: Wed Aug 3 05:30:23 2011 # Current time GMT: Wed Aug 3 12:30:23 2011 # Using Test.pm version 1.25 Dubious, test returned 2 (wstat 512, 0x200) Failed 117/117 subtests t/bigintpm.t .... 1..3625 ok 1 - from_hex() works ok 2 - from_hex() works with long numbers ok 3 - from_bin() works ok 4 - from_bin() works with big numbers ok 5 - from_oct() works ok 6 - from_oct() works with big numbers ok 7 ok 8 ok 9 ok 10 ok 11 ok 12 ok 13 ok 14 ok 15 ok 16 ok 17 ok 18 ok 19 ok 20 ok 21 ok 22 ok 23 ok 24 ok 25 ok 26 ok 27 ok 28 ok 29 ok 30 ok 31 ok 32 ok 33 ok 34 ok 35 ok 36 ok 37 ok 38 ok 39 ok 40 ok 41 ok 42 ok 43 ok 44 ok 45 ok 46 ok 47 ok 48 ok 49 ok 50 ok 51 ok 52 ok 53 ok 54 ok 55 ok 56 ok 57 ok 58 ok 59 ok 60 ok 61 ok 62 ok 63 ok 64 ok 65 ok 66 ok 67 ok 68 ok 69 ok 70 ok 71 ok 72 ok 73 ok 74 ok 75 ok 76 ok 77 ok 78 ok 79 ok 80 ok 81 ok 82 ok 83 ok 84 ok 85 ok 86 ok 87 ok 88 ok 89 ok 90 ok 91 ok 92 ok 93 ok 94 ok 95 ok 96 ok 97 ok 98 ok 99 ok 100 ok 101 ok 102 ok 103 ok 104 ok 105 ok 106 ok 107 ok 108 ok 109 ok 110 ok 111 ok 112 ok 113 ok 114 ok 115 ok 116 ok 117 ok 118 ok 119 ok 120 ok 121 ok 122 ok 123 ok 124 ok 125 ok 126 ok 127 ok 128 ok 129 ok 130 ok 131 ok 132 ok 133 ok 134 ok 135 ok 136 ok 137 ok 138 ok 139 ok 140 ok 141 ok 142 ok 143 ok 144 ok 145 ok 146 ok 147 ok 148 ok 149 ok 150 ok 151 ok 152 ok 153 ok 154 ok 155 ok 156 ok 157 ok 158 ok 159 ok 160 ok 161 ok 162 ok 163 ok 164 ok 165 ok 166 ok 167 ok 168 ok 169 ok 170 ok 171 ok 172 ok 173 ok 174 ok 175 ok 176 ok 177 ok 178 ok 179 ok 180 ok 181 ok 182 ok 183 ok 184 ok 185 ok 186 ok 187 ok 188 ok 189 ok 190 ok 191 ok 192 ok 193 ok 194 ok 195 ok 196 ok 197 ok 198 ok 199 ok 200 ok 201 ok 202 ok 203 ok 204 ok 205 ok 206 ok 207 ok 208 ok 209 ok 210 ok 211 ok 212 ok 213 ok 214 ok 215 ok 216 ok 217 ok 218 ok 219 ok 220 ok 221 ok 222 ok 223 ok 224 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2.302585092994045684017991454684364207601 ok 16 - -2.302585092994045684017991454684364207601 ok 17 - -4.605170185988091368035982909368728415202 ok 18 - -6.907755278982137052053974364053092622803 ok 19 - -9.210340371976182736071965818737456830404 ok 20 - 0.6931471805599453094172321214581765680755 ok 21 - 1.386294361119890618834464242916353136151 ok 22 - -1.609437912 ok 23 - -1.203972804 ok 24 - -0.9162907319 ok 25 - -0.6931471806 ok 26 - -0.5108256238 ok 27 - -0.3566749439 ok 28 - -0.2231435513 ok 29 - -0.1053605157 ok 30 - 2.197224577 ok 31 - 1.000000000 ok 32 - 1.000000000 ok 33 - 1.000000000 ok 34 - 2.000000000 ok 35 - 2.000000000 ok 36 - 2.000000000 ok 37 - 4.000000000 ok 38 - 1.056219968 ok 39 - 3.981071706 ok 40 - blog(100) ok 41 - 2 ** 32 ok 42 - 3 ** 32 ok 43 - 2 ** 65 ok 44 - blog(777**256, 12345678901234) ok 45 - blog(777**777, 777) ok 46 - 14.14213562 ok 47 - 4.472135955 ok 48 - 1.414213562 ok 49 - 0.4472135955 ok 50 - 0.1414213562 ok 51 - 0.7 ok 52 - 0.7000000000 ok 53 - 0.04472135955 ok 54 - 0.01414213562 ok 55 - 0.07 ok 56 - 0.07000000000 ok 57 - 0.001414213562 ok 58 - 0.1449137675 ok 59 - 1.095445115 ok 60 - 1.109053651 ok 61 - 3.507135583 ok 62 - 3.146426545 ok 63 - 3.141500000 ok 64 - 3.1415 ok 65 - 0.5169187652 ok 66 - bexp(1) ok 67 - bexp(2) ok 68 - bexp(12.5) ok 69 - bexp(100) ok 70 - bexp(12.5) to 91 digits ok t/bigroot.t ..... 1..8 ok 1 - Try: Math::BigFloat 2->bpow(120)->broot(8,undef) == 32768 ok 2 - Try: Math::BigInt 2->bpow(120)->broot(8,undef) == 32768 ok 3 - Try: Math::BigFloat 2->bpow(60)->broot(8,undef) == 181.0193359837561662466161566988413540569 ok 4 - Try: Math::BigInt 2->bpow(60)->broot(8,undef) == 181 ok 5 - Try: Math::BigFloat 2->bpow(60)->broot(9,undef) == 101.5936673259647663841091609134277286651 ok 6 - Try: Math::BigInt 2->bpow(60)->broot(9,undef) == 101 ok 7 - Try: Math::BigFloat 2->bpow(60)->broot(17,undef) == 11.54672461623965153271017217302844672562 ok 8 - Try: Math::BigInt 2->bpow(60)->broot(17,undef) == 11 ok t/pod.t ......... 1..1 ok 1 - POD test for ../lib/Math/BigInt/Pari.pm ok # Failed test 'All our Math::BigInt::Pari are covered' # at t/pod_cov.t line 28. # Math::BigInt::Pari: Couldn't compile 'Math::BigInt::Pari' to inspect: Can't locate Math/Pari.pm in @INC (@INC contains: ../lib C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\inc C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\lib C:\cpanfly\var\cpan\build\Math-BigInt-Pari-1.16-biDzoj\blib\arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib C:/cpanfly/var/megalib C:/Perl64/site/lib C:/Perl64/lib .) at ../lib/Math/BigInt/Pari.pm line 8. # BEGIN failed--compilation aborted at ../lib/Math/BigInt/Pari.pm line 8. # Compilation failed in require at (eval 15) line 3. # Looks like you failed 1 test of 1. t/pod_cov.t ..... 1..1 not ok 1 - All our Math::BigInt::Pari are covered Dubious, test returned 1 (wstat 256, 0x100) Failed 1/1 subtests Test Summary Report ------------------- t/01load.t (Wstat: 256 Tests: 2 Failed: 1) Failed test: 1 Non-zero exit status: 1 t/03podcov.t (Wstat: 256 Tests: 1 Failed: 1) Failed test: 1 Non-zero exit status: 1 t/bigintpari.t (Wstat: 512 Tests: 0 Failed: 0) Non-zero exit status: 2 Parse errors: Bad plan. You planned 117 tests but ran 0. t/pod_cov.t (Wstat: 256 Tests: 1 Failed: 1) Failed test: 1 Non-zero exit status: 1 Files=11, Tests=6036, 6 wallclock secs ( 0.78 usr + 0.13 sys = 0.91 CPU) Result: FAIL Failed 4/11 test programs. 3/6036 subtests failed. NMAKE : fatal error U1077: 'C:\Perl64\bin\perl.exe' : return code '0x1' Stop. PJACKLAM/Math-BigInt-Pari-1.16.tar.gz nmake test TEST_VERBOSE=1 -- NOT OK //hint// to see the cpan-testers results for installing this module, try: reports PJACKLAM/Math-BigInt-Pari-1.16.tar.gz Running make for B/BI/BINGOS/AAAA-Crypt-DH-0.04.tar.gz Prepending C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib to PERL5LIB for 'get' Has already been unwrapped into directory C:\cpanfly\var\cpan\build\AAAA-Crypt-DH-0.04-1xJGf0 Prepending C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib to PERL5LIB for 'make' CPAN.pm: Going to build B/BI/BINGOS/AAAA-Crypt-DH-0.04.tar.gz Warning: Prerequisite 'Math::BigInt::Pari => 1.13' for 'BINGOS/AAAA-Crypt-DH-0.04.tar.gz' failed when processing 'PJACKLAM/Math-BigInt-Pari-1.16.tar.gz' with 'make_test => NO'. Continuing, but chances to succeed are limited. >>> nmake Microsoft (R) Program Maintenance Utility Version 7.00.8882 Copyright (C) Microsoft Corp 1988-2000. All rights reserved. cp lib/AAAA/Crypt/DH.pm blib\lib\AAAA\Crypt\DH.pm BINGOS/AAAA-Crypt-DH-0.04.tar.gz nmake -- OK Prepending C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/arch C:\cpanfly\var\cpan\build\Math-BigInt-1.993-oe4Ogb/blib/lib to PERL5LIB for 'test' Running make test >>> nmake test TEST_VERBOSE=1 Microsoft (R) Program Maintenance Utility Version 7.00.8882 Copyright (C) Microsoft Corp 1988-2000. All rights reserved. C:\Perl64\bin\perl.exe "-MExtUtils::Command::MM" "-e" "test_harness(1, 'inc', 'blib\lib', 'blib\arch')" t/*.t t/00_compile.t ....... ok 1 - use AAAA::Crypt::DH; 1..1 ok t/99_pod.t ........... 1..1 ok 1 - POD test for blib\lib\AAAA\Crypt\DH.pm ok t/99_pod_coverage.t .. 1..1 ok 1 - Pod coverage on AAAA::Crypt::DH ok All tests successful. Files=3, Tests=3, 1 wallclock secs ( 0.03 usr + 0.00 sys = 0.03 CPU) Result: PASS BINGOS/AAAA-Crypt-DH-0.04.tar.gz Tests succeeded but one dependency not OK (Math::BigInt::Pari) BINGOS/AAAA-Crypt-DH-0.04.tar.gz [dependencies] -- NA Finished 2011-08-03T05:30:29