PATH=C:\Program Files\Microsoft Platform SDK\Bin;C:\Program Files\Microsoft Platform SDK\Bin\WinNT;C:\Program Files\Microsoft Visual Studio\VC98\Bin;C:\Program Files\Microsoft Visual Studio\Common\MSDev98\Bin;C:\cygwin\bin;C:\cpanfly-5.16\var\megalib\bin;C:\Perl-5.16\site\bin;C:\Perl-5.16\bin;C:\Program Files\Microsoft Platform SDK\Bin;C:\Program Files\Microsoft Platform SDK\Bin\WinNT;C:\Program Files\Microsoft Visual Studio\VC98\Bin;C:\Program Files\Microsoft Visual Studio\Common\MSDev98\Bin;C:\cygwin\bin;C:\cpanfly-5.16\var\megalib\bin;C:\Perl-5.16\site\bin;C:\Perl-5.16\bin;C:\cygwin\bin;C:\Program Files\Perforce;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WindowsPowerShell\v1.0;C:\WINDOWS\system32\WindowsPowerShell\v1.0;C:\instantclient_11_2;C:\cygwin\bin;C:\Program Files\Perforce;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WindowsPowerShell\v1.0;C:\WINDOWS\system32\WindowsPowerShell\v1.0;C:\mysql\bin;C:\mysql\bin
Start 2015-09-16T02:51:53
ActivePerl-1600 CPAN-2.00
LIB=C:\PROGRA~1\MICROS~3\VC98\Lib\PSDK;C:\PROGRA~1\MICROS~2\Lib;C:\PROGRA~1\MICROS~3\VC98\Lib;C:\PROGRA~1\MICROS~3\VC98\MFC\Lib;C:\PROGRA~1\MICROS~3\VC98\Lib\PSDK;C:\PROGRA~1\MICROS~2\Lib;C:\PROGRA~1\MICROS~3\VC98\Lib;C:\PROGRA~1\MICROS~3\VC98\MFC\Lib
INCLUDE=C:\PROGRA~1\MICROS~2\Include;C:\PROGRA~1\MICROS~3\VC98\ATL\Include;C:\PROGRA~1\MICROS~3\VC98\Include;C:\PROGRA~1\MICROS~3\VC98\MFC\Include;C:\PROGRA~1\MICROS~2\Include;C:\PROGRA~1\MICROS~3\VC98\ATL\Include;C:\PROGRA~1\MICROS~3\VC98\Include;C:\PROGRA~1\MICROS~3\VC98\MFC\Include
PATH=C:/CPANFL~1.16/var/libs/bin;C:\PROGRA~1\MICROS~2\Bin;C:\PROGRA~1\MICROS~2\Bin\WinNT;C:\PROGRA~1\MICROS~3\VC98\Bin;C:\PROGRA~1\MICROS~3\Common\MSDev98\Bin;C:\cygwin\bin;C:\CPANFL~1.16\var\megalib\bin;C:\Perl-5.16\site\bin;C:\Perl-5.16\bin;C:\PROGRA~1\MICROS~2\Bin;C:\PROGRA~1\MICROS~2\Bin\WinNT;C:\PROGRA~1\MICROS~3\VC98\Bin;C:\PROGRA~1\MICROS~3\Common\MSDev98\Bin;C:\cygwin\bin;C:\CPANFL~1.16\var\megalib\bin;C:\Perl-5.16\site\bin;C:\Perl-5.16\bin;C:\cygwin\bin;C:\PROGRA~1\Perforce;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\INSTAN~1;C:\cygwin\bin;C:\PROGRA~1\Perforce;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\mysql\bin;C:\mysql\bin
Reading 'C:\cpanfly-5.16\var\cpan\Metadata'
  Database was generated on Wed, 16 Sep 2015 04:41:02 GMT
Running make for S/SC/SCHWIGON/Net-SSH-Perl-1.39.tar.gz
Fetching with LWP:
http://cpan.nas1.activestate.com/authors/id/S/SC/SCHWIGON/Net-SSH-Perl-1.39.tar.gz
Checksum for C:\cpanfly-5.16\var\cpan\sources\authors\id\S\SC\SCHWIGON\Net-SSH-Perl-1.39.tar.gz ok
Net-SSH-Perl-1.39/
Net-SSH-Perl-1.39/t/
Net-SSH-Perl-1.39/t/05-cipher.t
Net-SSH-Perl-1.39/t/00-signature.t
Net-SSH-Perl-1.39/t/config
Net-SSH-Perl-1.39/t/psshd
Net-SSH-Perl-1.39/t/03-packet.t
Net-SSH-Perl-1.39/t/test-common.pl
Net-SSH-Perl-1.39/t/99-perlcritic.t
Net-SSH-Perl-1.39/t/06-auth.t
Net-SSH-Perl-1.39/t/04-config.t
Net-SSH-Perl-1.39/t/99-pod.t
Net-SSH-Perl-1.39/t/01-compile.t
Net-SSH-Perl-1.39/t/99-yaml.t
Net-SSH-Perl-1.39/t/99-spellcheck.t
Net-SSH-Perl-1.39/t/06-circular.t
Net-SSH-Perl-1.39/t/02-buffer.t
Net-SSH-Perl-1.39/.perlcriticrc
Net-SSH-Perl-1.39/lib/
Net-SSH-Perl-1.39/lib/Net/
Net-SSH-Perl-1.39/lib/Net/SSH/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Kex.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/AuthMgr.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Buffer.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Agent.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Handle.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/SSH2.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/Authfile.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/Hosts.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/SSH1Misc.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/RSA.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/SSH1MP.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/Win32.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/Term.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Util/SSH2MP.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Comp.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Key/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Key/DSA.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Key/RSA.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Key/RSA1.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/RC4.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/CFB.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/CBC.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/DES.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/DES3.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/IDEA.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Cipher/Blowfish.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Constants.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/SSH1.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Channel.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/Rhosts.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/RSA.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/PublicKey.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/KeyboardInteractive.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/KeyboardInt.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/ChallengeResponse.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/Password.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth/Rhosts_RSA.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Comp/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Comp/Zlib.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Handle/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Handle/SSH2.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Handle/SSH1.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Config.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Mac.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Subsystem/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Subsystem/Server.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Subsystem/Client.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Kex/
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Kex/DH14.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Kex/DH1.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Kex/DH.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Packet.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/ChannelMgr.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Auth.pm
Net-SSH-Perl-1.39/lib/Net/SSH/Perl/Key.pm
Net-SSH-Perl-1.39/MANIFEST.SKIP
Net-SSH-Perl-1.39/Makefile.PL
Net-SSH-Perl-1.39/LICENSE
Net-SSH-Perl-1.39/META.yml
Net-SSH-Perl-1.39/eg/
Net-SSH-Perl-1.39/eg/pscp
Net-SSH-Perl-1.39/eg/cmd.pl
Net-SSH-Perl-1.39/eg/remoteinteract.pl
Net-SSH-Perl-1.39/eg/remoteinteract2.pl
Net-SSH-Perl-1.39/eg/pssh-keygen
Net-SSH-Perl-1.39/eg/pssh
Net-SSH-Perl-1.39/Changes
Net-SSH-Perl-1.39/MANIFEST
Net-SSH-Perl-1.39/README
Net-SSH-Perl-1.39/SIGNATURE
Net-SSH-Perl-1.39/ToDo

  CPAN.pm: Building S/SC/SCHWIGON/Net-SSH-Perl-1.39.tar.gz

>>> C:\Perl-5.16\bin\perl.exe Makefile.PL
This is Net::SSH::Perl.

As of version 1.00, Net::SSH::Perl supports both the SSH1 and
SSH2 protocols natively. The two protocols have different
module prerequisitives, so you need to decide which protocol(s)
you plan to use. If you use one or the other, only those modules
for your chosen protocol will be installed; if you choose both,
all of the supporting modules will be installed. Please choose
the protocols you'd like to use from the following list ("Both"
is the default).

    [1] SSH1
    [2] SSH2
    [3] Both SSH1 and SSH2

Which protocol(s) do you plan to use? [3] 3

Some of the Net::SSH::Perl ciphers depend on a Crypt:: module from
CPAN. You may already have the necessary modules installed, in which
case you don't need to bother with this step. Otherwise you'll need
to install at least one cipher to use Net::SSH::Perl. Please choose
at least one from the following list (Crypt::IDEA is the default).

    [1] IDEA
    [2] DES
    [3] DES3
    [4] Blowfish
    [5] RC4

Enter your choices, separated by spaces: [1] 1

Checking for optional modules

Crypt::RSA is required if you wish to use the ssh-rsa public
key algorithm (ssh-dss is used by default).

Would you like to install it? (y/n) [y] y
Warning: prerequisite Crypt::DH 0.01 not found.
Warning: prerequisite Crypt::RSA 1.37 not found.
Warning: prerequisite Math::GMP 1.04 not found.
Warning: prerequisite Math::Pari 2.001804 not found.

Checking if your kit is complete...
Looks good
Generating a nmake-style Makefile
Writing Makefile for Net::SSH::Perl
Writing MYMETA.yml and MYMETA.json
---- Unsatisfied dependencies detected during ----
----     SCHWIGON/Net-SSH-Perl-1.39.tar.gz    ----
    Crypt::DH [requires]
    Math::GMP [requires]
    Crypt::RSA [requires]
    Math::Pari [requires]
Running make test
  Delayed until after prerequisites
Running test for module 'Crypt::DH'
Running make for M/MI/MITHALDU/Crypt-DH-0.07.tar.gz
Checksum for C:\cpanfly-5.16\var\cpan\sources\authors\id\M\MI\MITHALDU\Crypt-DH-0.07.tar.gz ok
./
./Crypt-DH-0.07/
./Crypt-DH-0.07/Changes
./Crypt-DH-0.07/inc/
./Crypt-DH-0.07/inc/Devel/
./Crypt-DH-0.07/inc/Devel/CheckLib.pm
./Crypt-DH-0.07/inc/Module/
./Crypt-DH-0.07/inc/Module/AutoInstall.pm
./Crypt-DH-0.07/inc/Module/Install/
./Crypt-DH-0.07/inc/Module/Install/AutoInstall.pm
./Crypt-DH-0.07/inc/Module/Install/Base.pm
./Crypt-DH-0.07/inc/Module/Install/Can.pm
./Crypt-DH-0.07/inc/Module/Install/CheckLib.pm
./Crypt-DH-0.07/inc/Module/Install/Fetch.pm
./Crypt-DH-0.07/inc/Module/Install/GithubMeta.pm
./Crypt-DH-0.07/inc/Module/Install/Include.pm
./Crypt-DH-0.07/inc/Module/Install/Makefile.pm
./Crypt-DH-0.07/inc/Module/Install/Metadata.pm
./Crypt-DH-0.07/inc/Module/Install/ReadmeFromPod.pm
./Crypt-DH-0.07/inc/Module/Install/Win32.pm
./Crypt-DH-0.07/inc/Module/Install/WriteAll.pm
./Crypt-DH-0.07/inc/Module/Install.pm
./Crypt-DH-0.07/inc/Test/
./Crypt-DH-0.07/inc/Test/More.pm
./Crypt-DH-0.07/lib/
./Crypt-DH-0.07/lib/Crypt/
./Crypt-DH-0.07/lib/Crypt/DH.pm
./Crypt-DH-0.07/Makefile.PL
./Crypt-DH-0.07/MANIFEST
./Crypt-DH-0.07/META.yml
./Crypt-DH-0.07/README
./Crypt-DH-0.07/t/
./Crypt-DH-0.07/t/00-compile.t
./Crypt-DH-0.07/t/01-dh.t
./Crypt-DH-0.07/ToDo

  CPAN.pm: Building M/MI/MITHALDU/Crypt-DH-0.07.tar.gz

>>> C:\Perl-5.16\bin\perl.exe Makefile.PL
Warning: prerequisite Math::BigInt::Pari 1.13 not found.
*** Module::AutoInstall version 1.06
*** Checking for Perl dependencies...
*** Since we're running under CPAN, I'll just let it take care
    of the dependency's installation later.
[Core Features]
- Test::More         ...loaded. (0.98 >= 0.47)
- Math::BigInt::Pari ...missing. (would need 1.13)
- Math::BigInt       ...loaded. (1.9997 >= 1.60)
*** Module::AutoInstall configuration finished.
Checking if your kit is complete...
Looks good
Generating a nmake-style Makefile
Writing Makefile for Crypt::DH
Writing MYMETA.yml and MYMETA.json
---- Unsatisfied dependencies detected during ----
----       MITHALDU/Crypt-DH-0.07.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-1.19.tar.gz
Fetching with LWP:
http://cpan.nas1.activestate.com/authors/id/P/PJ/PJACKLAM/Math-BigInt-Pari-1.19.tar.gz
Checksum for C:\cpanfly-5.16\var\cpan\sources\authors\id\P\PJ\PJACKLAM\Math-BigInt-Pari-1.19.tar.gz ok
Math-BigInt-Pari-1.19/
Math-BigInt-Pari-1.19/CHANGES
Math-BigInt-Pari-1.19/inc/
Math-BigInt-Pari-1.19/inc/Module/
Math-BigInt-Pari-1.19/inc/Module/Install/
Math-BigInt-Pari-1.19/inc/Module/Install/Base.pm
Math-BigInt-Pari-1.19/inc/Module/Install/Can.pm
Math-BigInt-Pari-1.19/inc/Module/Install/Fetch.pm
Math-BigInt-Pari-1.19/inc/Module/Install/Makefile.pm
Math-BigInt-Pari-1.19/inc/Module/Install/Metadata.pm
Math-BigInt-Pari-1.19/inc/Module/Install/Win32.pm
Math-BigInt-Pari-1.19/inc/Module/Install/WriteAll.pm
Math-BigInt-Pari-1.19/inc/Module/Install.pm
Math-BigInt-Pari-1.19/lib/
Math-BigInt-Pari-1.19/lib/Math/
Math-BigInt-Pari-1.19/lib/Math/BigInt/
Math-BigInt-Pari-1.19/lib/Math/BigInt/Pari.pm
Math-BigInt-Pari-1.19/LICENSE
Math-BigInt-Pari-1.19/Makefile.PL
Math-BigInt-Pari-1.19/MANIFEST
Math-BigInt-Pari-1.19/MANIFEST.SKIP
Math-BigInt-Pari-1.19/META.json
Math-BigInt-Pari-1.19/META.yml
Math-BigInt-Pari-1.19/README
Math-BigInt-Pari-1.19/SIGNATURE
Math-BigInt-Pari-1.19/t/
Math-BigInt-Pari-1.19/t/00sig.t
Math-BigInt-Pari-1.19/t/01load.t
Math-BigInt-Pari-1.19/t/02pod.t
Math-BigInt-Pari-1.19/t/03podcov.t
Math-BigInt-Pari-1.19/t/bigfltpm.inc
Math-BigInt-Pari-1.19/t/bigfltpm.t
Math-BigInt-Pari-1.19/t/bigintpari.t
Math-BigInt-Pari-1.19/t/bigintpm.inc
Math-BigInt-Pari-1.19/t/bigintpm.t
Math-BigInt-Pari-1.19/t/biglog.t
Math-BigInt-Pari-1.19/t/bigroot.t

  CPAN.pm: Building P/PJ/PJACKLAM/Math-BigInt-Pari-1.19.tar.gz

>>> C:\Perl-5.16\bin\perl.exe Makefile.PL
Warning: prerequisite Math::BigInt 1.999701 not found. We have 1.9997.
Warning: prerequisite Math::Pari 2.010709 not found.
Checking if your kit is complete...
Looks good
Generating a nmake-style Makefile
Writing Makefile for Math::BigInt::Pari
Writing MYMETA.yml and MYMETA.json
---- Unsatisfied dependencies detected during ----
----   PJACKLAM/Math-BigInt-Pari-1.19.tar.gz  ----
    Math::BigInt [requires]
    Math::Pari [requires]
Running make test
  Delayed until after prerequisites
Running test for module 'Math::BigInt'
Running make for P/PJ/PJACKLAM/Math-BigInt-1.999701.tar.gz
Fetching with LWP:
http://cpan.nas1.activestate.com/authors/id/P/PJ/PJACKLAM/Math-BigInt-1.999701.tar.gz
Checksum for C:\cpanfly-5.16\var\cpan\sources\authors\id\P\PJ\PJACKLAM\Math-BigInt-1.999701.tar.gz ok
Math-BigInt-1.999701/
Math-BigInt-1.999701/BENCHMARK
Math-BigInt-1.999701/BUGS
Math-BigInt-1.999701/CHANGES
Math-BigInt-1.999701/CREDITS
Math-BigInt-1.999701/examples/
Math-BigInt-1.999701/examples/1000.txt
Math-BigInt-1.999701/examples/bigprimes.pl
Math-BigInt-1.999701/examples/prime.pl
Math-BigInt-1.999701/GOALS
Math-BigInt-1.999701/HISTORY
Math-BigInt-1.999701/inc/
Math-BigInt-1.999701/inc/Module/
Math-BigInt-1.999701/inc/Module/Install/
Math-BigInt-1.999701/inc/Module/Install/Base.pm
Math-BigInt-1.999701/inc/Module/Install/Can.pm
Math-BigInt-1.999701/inc/Module/Install/Fetch.pm
Math-BigInt-1.999701/inc/Module/Install/Makefile.pm
Math-BigInt-1.999701/inc/Module/Install/Metadata.pm
Math-BigInt-1.999701/inc/Module/Install/Win32.pm
Math-BigInt-1.999701/inc/Module/Install/WriteAll.pm
Math-BigInt-1.999701/inc/Module/Install.pm
Math-BigInt-1.999701/INSTALL
Math-BigInt-1.999701/lib/
Math-BigInt-1.999701/lib/Math/
Math-BigInt-1.999701/lib/Math/BigFloat.pm
Math-BigInt-1.999701/lib/Math/BigInt/
Math-BigInt-1.999701/lib/Math/BigInt/Calc.pm
Math-BigInt-1.999701/lib/Math/BigInt/CalcEmu.pm
Math-BigInt-1.999701/lib/Math/BigInt.pm
Math-BigInt-1.999701/LICENSE
Math-BigInt-1.999701/Makefile.PL
Math-BigInt-1.999701/MANIFEST
Math-BigInt-1.999701/MANIFEST.SKIP
Math-BigInt-1.999701/META.json
Math-BigInt-1.999701/META.yml
Math-BigInt-1.999701/NEW
Math-BigInt-1.999701/README
Math-BigInt-1.999701/SIGNATURE
Math-BigInt-1.999701/t/
Math-BigInt-1.999701/t/00sig.t
Math-BigInt-1.999701/t/01load.t
Math-BigInt-1.999701/t/02pod.t
Math-BigInt-1.999701/t/03podcov.t
Math-BigInt-1.999701/t/alias.inc
Math-BigInt-1.999701/t/bare_mbf.t
Math-BigInt-1.999701/t/bare_mbi.t
Math-BigInt-1.999701/t/bare_mif.t
Math-BigInt-1.999701/t/bigfltpm.inc
Math-BigInt-1.999701/t/bigfltpm.t
Math-BigInt-1.999701/t/bigintc.t
Math-BigInt-1.999701/t/bigintpm.inc
Math-BigInt-1.999701/t/bigintpm.t
Math-BigInt-1.999701/t/bigints.t
Math-BigInt-1.999701/t/biglog.t
Math-BigInt-1.999701/t/bigroot.t
Math-BigInt-1.999701/t/big_pi_e.t
Math-BigInt-1.999701/t/calling.t
Math-BigInt-1.999701/t/config.t
Math-BigInt-1.999701/t/constant.t
Math-BigInt-1.999701/t/const_mbf.t
Math-BigInt-1.999701/t/downgrade.t
Math-BigInt-1.999701/t/inf_nan.t
Math-BigInt-1.999701/t/isa.t
Math-BigInt-1.999701/t/lib_load.t
Math-BigInt-1.999701/t/Math/
Math-BigInt-1.999701/t/Math/BigFloat/
Math-BigInt-1.999701/t/Math/BigFloat/Subclass.pm
Math-BigInt-1.999701/t/Math/BigInt/
Math-BigInt-1.999701/t/Math/BigInt/BareCalc.pm
Math-BigInt-1.999701/t/Math/BigInt/Scalar.pm
Math-BigInt-1.999701/t/Math/BigInt/Subclass.pm
Math-BigInt-1.999701/t/mbf_ali.t
Math-BigInt-1.999701/t/mbimbf.inc
Math-BigInt-1.999701/t/mbimbf.t
Math-BigInt-1.999701/t/mbi_ali.t
Math-BigInt-1.999701/t/mbi_rand.t
Math-BigInt-1.999701/t/nan_cmp.t
Math-BigInt-1.999701/t/new_overloaded.t
Math-BigInt-1.999701/t/require.t
Math-BigInt-1.999701/t/req_mbf0.t
Math-BigInt-1.999701/t/req_mbf1.t
Math-BigInt-1.999701/t/req_mbfa.t
Math-BigInt-1.999701/t/req_mbfi.t
Math-BigInt-1.999701/t/req_mbfn.t
Math-BigInt-1.999701/t/req_mbfw.t
Math-BigInt-1.999701/t/round.t
Math-BigInt-1.999701/t/rt-16221.t
Math-BigInt-1.999701/t/sub_ali.t
Math-BigInt-1.999701/t/sub_mbf.t
Math-BigInt-1.999701/t/sub_mbi.t
Math-BigInt-1.999701/t/sub_mif.t
Math-BigInt-1.999701/t/trap.t
Math-BigInt-1.999701/t/upgrade.inc
Math-BigInt-1.999701/t/upgrade.t
Math-BigInt-1.999701/t/upgrade2.t
Math-BigInt-1.999701/t/upgradef.t
Math-BigInt-1.999701/t/use.t
Math-BigInt-1.999701/t/use_lib1.t
Math-BigInt-1.999701/t/use_lib2.t
Math-BigInt-1.999701/t/use_lib3.t
Math-BigInt-1.999701/t/use_lib4.t
Math-BigInt-1.999701/t/use_mbfw.t
Math-BigInt-1.999701/t/with_sub.t
Math-BigInt-1.999701/t/_e_math.t
Math-BigInt-1.999701/TODO

  CPAN.pm: Building P/PJ/PJACKLAM/Math-BigInt-1.999701.tar.gz

>>> C:\Perl-5.16\bin\perl.exe Makefile.PL
Checking if your kit is complete...
Looks good
Generating a nmake-style Makefile
Writing Makefile for Math::BigInt
Writing MYMETA.yml and MYMETA.json
>>> nmake

Microsoft (R) Program Maintenance Utility   Version 7.00.8882
Copyright (C) Microsoft Corp 1988-2000. All rights reserved.

cp lib/Math/BigInt/CalcEmu.pm blib\lib\Math\BigInt\CalcEmu.pm
cp lib/Math/BigInt.pm blib\lib\Math\BigInt.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-1.999701.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:\Perl-5.16\bin\perl.exe" "-MExtUtils::Command::MM" "-MTest::Harness" "-e" "undef *Test::Harness::Switches; 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 with Perl 5.016000, C:\Perl-5.16\bin\perl.exe
# 
#      Version Module
#      ------- ------
#     1.999701 Math::BigInt
#     1.999701 Math::BigFloat
#     1.999701 Math::BigInt::Calc
# 
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 - Math::BigInt is covered
ok 2 - Math::BigFloat is 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
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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
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ok 23 - param0 modified
ok 24 - sub +x + -y
ok 25 - param0 modified
ok 26 - sub -x + +y
ok
t\bare_mbf.t ........ 
1..2340
# BareCalc using Calc v1.999701
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ok
t\bare_mbi.t ........ 
1..3649
# BareCalc using Calc v1.999701
# Math::BigInt::BareCalc
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ok 3390 - ok
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ok 3596 # skip no 64 bit integer support
ok 3597 # skip no 64 bit integer support
ok 3598 # skip no 64 bit integer support
ok 3599 # skip no 64 bit integer support
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ok
t\bare_mif.t ........ 
1..685
# BareCalc using Calc v1.999701
# Math::BigInt::BareCalc
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t\big_pi_e.t ........ 
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t\bigfltpm.t ........ 
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t\bigintc.t ......... 
1..379
# BASE_LEN = 7
# MAX_VAL = 9999999
# AND_BITS = 23
# XOR_BITS = 23
# IOR_BITS = 23
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# _root( 99, 99) 
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# _root( 999, 999) 
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# _root( 9999, 9999) 
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# _root( 99999, 99999) 
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# _root( 999999, 999999) 
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# _root( 9999999, 9999999) 
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t\bigintpm.t ........ 
1..3655
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
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ok 3396 - ok
ok 3397 - ok
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ok 3400 - ok
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ok 3406
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ok 3599
ok 3600
ok 3601
ok 3602 # skip no 64 bit integer support
ok 3603 # skip no 64 bit integer support
ok 3604 # skip no 64 bit integer support
ok 3605 # skip no 64 bit integer support
ok 3606
ok 3607
ok 3608
ok 3609
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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
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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
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 - 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
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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
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t\inf_nan.t ......... 
1..2016
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ok 1535 - x Math::BigInt::Subclass inf / 1
ok 1536 - r Math::BigInt::Subclass inf / 1
ok 1537 - t Math::BigInt::Subclass inf / 1
ok 1538 - d Math::BigInt::Subclass inf / 1
ok 1539 - m Math::BigInt::Subclass inf % 1
ok 1540 - o Math::BigInt::Subclass inf % 1
ok 1541 - t Math::BigFloat inf / 1
ok 1542 - d Math::BigFloat inf / 1
ok 1543 - m Math::BigFloat inf % 1
ok 1544 - o Math::BigFloat inf % 1
ok 1545 - t Math::BigFloat::Subclass inf / 1
ok 1546 - d Math::BigFloat::Subclass inf / 1
ok 1547 - m Math::BigFloat::Subclass inf % 1
ok 1548 - o Math::BigFloat::Subclass inf % 1
ok 1549 - x Math::BigInt NaN / 1
ok 1550 - r Math::BigInt NaN / 1
ok 1551 - t Math::BigInt NaN / 1
ok 1552 - d Math::BigInt NaN / 1
ok 1553 - m Math::BigInt NaN % 1
ok 1554 - o Math::BigInt NaN % 1
ok 1555 - x Math::BigInt::Subclass NaN / 1
ok 1556 - r Math::BigInt::Subclass NaN / 1
ok 1557 - t Math::BigInt::Subclass NaN / 1
ok 1558 - d Math::BigInt::Subclass NaN / 1
ok 1559 - m Math::BigInt::Subclass NaN % 1
ok 1560 - o Math::BigInt::Subclass NaN % 1
ok 1561 - t Math::BigFloat NaN / 1
ok 1562 - d Math::BigFloat NaN / 1
ok 1563 - m Math::BigFloat NaN % 1
ok 1564 - o Math::BigFloat NaN % 1
ok 1565 - t Math::BigFloat::Subclass NaN / 1
ok 1566 - d Math::BigFloat::Subclass NaN / 1
ok 1567 - m Math::BigFloat::Subclass NaN % 1
ok 1568 - o Math::BigFloat::Subclass NaN % 1
ok 1569 - x Math::BigInt -inf / inf
ok 1570 - r Math::BigInt -inf / inf
ok 1571 - t Math::BigInt -inf / inf
ok 1572 - d Math::BigInt -inf / inf
ok 1573 - m Math::BigInt -inf % inf
ok 1574 - o Math::BigInt -inf % inf
ok 1575 - x Math::BigInt::Subclass -inf / inf
ok 1576 - r Math::BigInt::Subclass -inf / inf
ok 1577 - t Math::BigInt::Subclass -inf / inf
ok 1578 - d Math::BigInt::Subclass -inf / inf
ok 1579 - m Math::BigInt::Subclass -inf % inf
ok 1580 - o Math::BigInt::Subclass -inf % inf
ok 1581 - t Math::BigFloat -inf / inf
ok 1582 - d Math::BigFloat -inf / inf
ok 1583 - m Math::BigFloat -inf % inf
ok 1584 - o Math::BigFloat -inf % inf
ok 1585 - t Math::BigFloat::Subclass -inf / inf
ok 1586 - d Math::BigFloat::Subclass -inf / inf
ok 1587 - m Math::BigFloat::Subclass -inf % inf
ok 1588 - o Math::BigFloat::Subclass -inf % inf
ok 1589 - x Math::BigInt -1 / inf
ok 1590 - r Math::BigInt -1 / inf
ok 1591 - t Math::BigInt -1 / inf
ok 1592 - d Math::BigInt -1 / inf
ok 1593 - m Math::BigInt -1 % inf
ok 1594 - o Math::BigInt -1 % inf
ok 1595 - x Math::BigInt::Subclass -1 / inf
ok 1596 - r Math::BigInt::Subclass -1 / inf
ok 1597 - t Math::BigInt::Subclass -1 / inf
ok 1598 - d Math::BigInt::Subclass -1 / inf
ok 1599 - m Math::BigInt::Subclass -1 % inf
ok 1600 - o Math::BigInt::Subclass -1 % inf
ok 1601 - t Math::BigFloat -1 / inf
ok 1602 - d Math::BigFloat -1 / inf
ok 1603 - m Math::BigFloat -1 % inf
ok 1604 - o Math::BigFloat -1 % inf
ok 1605 - t Math::BigFloat::Subclass -1 / inf
ok 1606 - d Math::BigFloat::Subclass -1 / inf
ok 1607 - m Math::BigFloat::Subclass -1 % inf
ok 1608 - o Math::BigFloat::Subclass -1 % inf
ok 1609 - x Math::BigInt -0 / inf
ok 1610 - r Math::BigInt -0 / inf
ok 1611 - t Math::BigInt -0 / inf
ok 1612 - d Math::BigInt -0 / inf
ok 1613 - m Math::BigInt -0 % inf
ok 1614 - o Math::BigInt -0 % inf
ok 1615 - x Math::BigInt::Subclass -0 / inf
ok 1616 - r Math::BigInt::Subclass -0 / inf
ok 1617 - t Math::BigInt::Subclass -0 / inf
ok 1618 - d Math::BigInt::Subclass -0 / inf
ok 1619 - m Math::BigInt::Subclass -0 % inf
ok 1620 - o Math::BigInt::Subclass -0 % inf
ok 1621 - t Math::BigFloat -0 / inf
ok 1622 - d Math::BigFloat -0 / inf
ok 1623 - m Math::BigFloat -0 % inf
ok 1624 - o Math::BigFloat -0 % inf
ok 1625 - t Math::BigFloat::Subclass -0 / inf
ok 1626 - d Math::BigFloat::Subclass -0 / inf
ok 1627 - m Math::BigFloat::Subclass -0 % inf
ok 1628 - o Math::BigFloat::Subclass -0 % inf
ok 1629 - x Math::BigInt 0 / inf
ok 1630 - r Math::BigInt 0 / inf
ok 1631 - t Math::BigInt 0 / inf
ok 1632 - d Math::BigInt 0 / inf
ok 1633 - m Math::BigInt 0 % inf
ok 1634 - o Math::BigInt 0 % inf
ok 1635 - x Math::BigInt::Subclass 0 / inf
ok 1636 - r Math::BigInt::Subclass 0 / inf
ok 1637 - t Math::BigInt::Subclass 0 / inf
ok 1638 - d Math::BigInt::Subclass 0 / inf
ok 1639 - m Math::BigInt::Subclass 0 % inf
ok 1640 - o Math::BigInt::Subclass 0 % inf
ok 1641 - t Math::BigFloat 0 / inf
ok 1642 - d Math::BigFloat 0 / inf
ok 1643 - m Math::BigFloat 0 % inf
ok 1644 - o Math::BigFloat 0 % inf
ok 1645 - t Math::BigFloat::Subclass 0 / inf
ok 1646 - d Math::BigFloat::Subclass 0 / inf
ok 1647 - m Math::BigFloat::Subclass 0 % inf
ok 1648 - o Math::BigFloat::Subclass 0 % inf
ok 1649 - x Math::BigInt 1 / inf
ok 1650 - r Math::BigInt 1 / inf
ok 1651 - t Math::BigInt 1 / inf
ok 1652 - d Math::BigInt 1 / inf
ok 1653 - m Math::BigInt 1 % inf
ok 1654 - o Math::BigInt 1 % inf
ok 1655 - x Math::BigInt::Subclass 1 / inf
ok 1656 - r Math::BigInt::Subclass 1 / inf
ok 1657 - t Math::BigInt::Subclass 1 / inf
ok 1658 - d Math::BigInt::Subclass 1 / inf
ok 1659 - m Math::BigInt::Subclass 1 % inf
ok 1660 - o Math::BigInt::Subclass 1 % inf
ok 1661 - t Math::BigFloat 1 / inf
ok 1662 - d Math::BigFloat 1 / inf
ok 1663 - m Math::BigFloat 1 % inf
ok 1664 - o Math::BigFloat 1 % inf
ok 1665 - t Math::BigFloat::Subclass 1 / inf
ok 1666 - d Math::BigFloat::Subclass 1 / inf
ok 1667 - m Math::BigFloat::Subclass 1 % inf
ok 1668 - o Math::BigFloat::Subclass 1 % inf
ok 1669 - x Math::BigInt inf / inf
ok 1670 - r Math::BigInt inf / inf
ok 1671 - t Math::BigInt inf / inf
ok 1672 - d Math::BigInt inf / inf
ok 1673 - m Math::BigInt inf % inf
ok 1674 - o Math::BigInt inf % inf
ok 1675 - x Math::BigInt::Subclass inf / inf
ok 1676 - r Math::BigInt::Subclass inf / inf
ok 1677 - t Math::BigInt::Subclass inf / inf
ok 1678 - d Math::BigInt::Subclass inf / inf
ok 1679 - m Math::BigInt::Subclass inf % inf
ok 1680 - o Math::BigInt::Subclass inf % inf
ok 1681 - t Math::BigFloat inf / inf
ok 1682 - d Math::BigFloat inf / inf
ok 1683 - m Math::BigFloat inf % inf
ok 1684 - o Math::BigFloat inf % inf
ok 1685 - t Math::BigFloat::Subclass inf / inf
ok 1686 - d Math::BigFloat::Subclass inf / inf
ok 1687 - m Math::BigFloat::Subclass inf % inf
ok 1688 - o Math::BigFloat::Subclass inf % inf
ok 1689 - x Math::BigInt NaN / inf
ok 1690 - r Math::BigInt NaN / inf
ok 1691 - t Math::BigInt NaN / inf
ok 1692 - d Math::BigInt NaN / inf
ok 1693 - m Math::BigInt NaN % inf
ok 1694 - o Math::BigInt NaN % inf
ok 1695 - x Math::BigInt::Subclass NaN / inf
ok 1696 - r Math::BigInt::Subclass NaN / inf
ok 1697 - t Math::BigInt::Subclass NaN / inf
ok 1698 - d Math::BigInt::Subclass NaN / inf
ok 1699 - m Math::BigInt::Subclass NaN % inf
ok 1700 - o Math::BigInt::Subclass NaN % inf
ok 1701 - t Math::BigFloat NaN / inf
ok 1702 - d Math::BigFloat NaN / inf
ok 1703 - m Math::BigFloat NaN % inf
ok 1704 - o Math::BigFloat NaN % inf
ok 1705 - t Math::BigFloat::Subclass NaN / inf
ok 1706 - d Math::BigFloat::Subclass NaN / inf
ok 1707 - m Math::BigFloat::Subclass NaN % inf
ok 1708 - o Math::BigFloat::Subclass NaN % inf
ok 1709 - x Math::BigInt -inf / NaN
ok 1710 - r Math::BigInt -inf / NaN
ok 1711 - t Math::BigInt -inf / NaN
ok 1712 - d Math::BigInt -inf / NaN
ok 1713 - m Math::BigInt -inf % NaN
ok 1714 - o Math::BigInt -inf % NaN
ok 1715 - x Math::BigInt::Subclass -inf / NaN
ok 1716 - r Math::BigInt::Subclass -inf / NaN
ok 1717 - t Math::BigInt::Subclass -inf / NaN
ok 1718 - d Math::BigInt::Subclass -inf / NaN
ok 1719 - m Math::BigInt::Subclass -inf % NaN
ok 1720 - o Math::BigInt::Subclass -inf % NaN
ok 1721 - t Math::BigFloat -inf / NaN
ok 1722 - d Math::BigFloat -inf / NaN
ok 1723 - m Math::BigFloat -inf % NaN
ok 1724 - o Math::BigFloat -inf % NaN
ok 1725 - t Math::BigFloat::Subclass -inf / NaN
ok 1726 - d Math::BigFloat::Subclass -inf / NaN
ok 1727 - m Math::BigFloat::Subclass -inf % NaN
ok 1728 - o Math::BigFloat::Subclass -inf % NaN
ok 1729 - x Math::BigInt -1 / NaN
ok 1730 - r Math::BigInt -1 / NaN
ok 1731 - t Math::BigInt -1 / NaN
ok 1732 - d Math::BigInt -1 / NaN
ok 1733 - m Math::BigInt -1 % NaN
ok 1734 - o Math::BigInt -1 % NaN
ok 1735 - x Math::BigInt::Subclass -1 / NaN
ok 1736 - r Math::BigInt::Subclass -1 / NaN
ok 1737 - t Math::BigInt::Subclass -1 / NaN
ok 1738 - d Math::BigInt::Subclass -1 / NaN
ok 1739 - m Math::BigInt::Subclass -1 % NaN
ok 1740 - o Math::BigInt::Subclass -1 % NaN
ok 1741 - t Math::BigFloat -1 / NaN
ok 1742 - d Math::BigFloat -1 / NaN
ok 1743 - m Math::BigFloat -1 % NaN
ok 1744 - o Math::BigFloat -1 % NaN
ok 1745 - t Math::BigFloat::Subclass -1 / NaN
ok 1746 - d Math::BigFloat::Subclass -1 / NaN
ok 1747 - m Math::BigFloat::Subclass -1 % NaN
ok 1748 - o Math::BigFloat::Subclass -1 % NaN
ok 1749 - x Math::BigInt -0 / NaN
ok 1750 - r Math::BigInt -0 / NaN
ok 1751 - t Math::BigInt -0 / NaN
ok 1752 - d Math::BigInt -0 / NaN
ok 1753 - m Math::BigInt -0 % NaN
ok 1754 - o Math::BigInt -0 % NaN
ok 1755 - x Math::BigInt::Subclass -0 / NaN
ok 1756 - r Math::BigInt::Subclass -0 / NaN
ok 1757 - t Math::BigInt::Subclass -0 / NaN
ok 1758 - d Math::BigInt::Subclass -0 / NaN
ok 1759 - m Math::BigInt::Subclass -0 % NaN
ok 1760 - o Math::BigInt::Subclass -0 % NaN
ok 1761 - t Math::BigFloat -0 / NaN
ok 1762 - d Math::BigFloat -0 / NaN
ok 1763 - m Math::BigFloat -0 % NaN
ok 1764 - o Math::BigFloat -0 % NaN
ok 1765 - t Math::BigFloat::Subclass -0 / NaN
ok 1766 - d Math::BigFloat::Subclass -0 / NaN
ok 1767 - m Math::BigFloat::Subclass -0 % NaN
ok 1768 - o Math::BigFloat::Subclass -0 % NaN
ok 1769 - x Math::BigInt 0 / NaN
ok 1770 - r Math::BigInt 0 / NaN
ok 1771 - t Math::BigInt 0 / NaN
ok 1772 - d Math::BigInt 0 / NaN
ok 1773 - m Math::BigInt 0 % NaN
ok 1774 - o Math::BigInt 0 % NaN
ok 1775 - x Math::BigInt::Subclass 0 / NaN
ok 1776 - r Math::BigInt::Subclass 0 / NaN
ok 1777 - t Math::BigInt::Subclass 0 / NaN
ok 1778 - d Math::BigInt::Subclass 0 / NaN
ok 1779 - m Math::BigInt::Subclass 0 % NaN
ok 1780 - o Math::BigInt::Subclass 0 % NaN
ok 1781 - t Math::BigFloat 0 / NaN
ok 1782 - d Math::BigFloat 0 / NaN
ok 1783 - m Math::BigFloat 0 % NaN
ok 1784 - o Math::BigFloat 0 % NaN
ok 1785 - t Math::BigFloat::Subclass 0 / NaN
ok 1786 - d Math::BigFloat::Subclass 0 / NaN
ok 1787 - m Math::BigFloat::Subclass 0 % NaN
ok 1788 - o Math::BigFloat::Subclass 0 % NaN
ok 1789 - x Math::BigInt 1 / NaN
ok 1790 - r Math::BigInt 1 / NaN
ok 1791 - t Math::BigInt 1 / NaN
ok 1792 - d Math::BigInt 1 / NaN
ok 1793 - m Math::BigInt 1 % NaN
ok 1794 - o Math::BigInt 1 % NaN
ok 1795 - x Math::BigInt::Subclass 1 / NaN
ok 1796 - r Math::BigInt::Subclass 1 / NaN
ok 1797 - t Math::BigInt::Subclass 1 / NaN
ok 1798 - d Math::BigInt::Subclass 1 / NaN
ok 1799 - m Math::BigInt::Subclass 1 % NaN
ok 1800 - o Math::BigInt::Subclass 1 % NaN
ok 1801 - t Math::BigFloat 1 / NaN
ok 1802 - d Math::BigFloat 1 / NaN
ok 1803 - m Math::BigFloat 1 % NaN
ok 1804 - o Math::BigFloat 1 % NaN
ok 1805 - t Math::BigFloat::Subclass 1 / NaN
ok 1806 - d Math::BigFloat::Subclass 1 / NaN
ok 1807 - m Math::BigFloat::Subclass 1 % NaN
ok 1808 - o Math::BigFloat::Subclass 1 % NaN
ok 1809 - x Math::BigInt inf / NaN
ok 1810 - r Math::BigInt inf / NaN
ok 1811 - t Math::BigInt inf / NaN
ok 1812 - d Math::BigInt inf / NaN
ok 1813 - m Math::BigInt inf % NaN
ok 1814 - o Math::BigInt inf % NaN
ok 1815 - x Math::BigInt::Subclass inf / NaN
ok 1816 - r Math::BigInt::Subclass inf / NaN
ok 1817 - t Math::BigInt::Subclass inf / NaN
ok 1818 - d Math::BigInt::Subclass inf / NaN
ok 1819 - m Math::BigInt::Subclass inf % NaN
ok 1820 - o Math::BigInt::Subclass inf % NaN
ok 1821 - t Math::BigFloat inf / NaN
ok 1822 - d Math::BigFloat inf / NaN
ok 1823 - m Math::BigFloat inf % NaN
ok 1824 - o Math::BigFloat inf % NaN
ok 1825 - t Math::BigFloat::Subclass inf / NaN
ok 1826 - d Math::BigFloat::Subclass inf / NaN
ok 1827 - m Math::BigFloat::Subclass inf % NaN
ok 1828 - o Math::BigFloat::Subclass inf % NaN
ok 1829 - x Math::BigInt NaN / NaN
ok 1830 - r Math::BigInt NaN / NaN
ok 1831 - t Math::BigInt NaN / NaN
ok 1832 - d Math::BigInt NaN / NaN
ok 1833 - m Math::BigInt NaN % NaN
ok 1834 - o Math::BigInt NaN % NaN
ok 1835 - x Math::BigInt::Subclass NaN / NaN
ok 1836 - r Math::BigInt::Subclass NaN / NaN
ok 1837 - t Math::BigInt::Subclass NaN / NaN
ok 1838 - d Math::BigInt::Subclass NaN / NaN
ok 1839 - m Math::BigInt::Subclass NaN % NaN
ok 1840 - o Math::BigInt::Subclass NaN % NaN
ok 1841 - t Math::BigFloat NaN / NaN
ok 1842 - d Math::BigFloat NaN / NaN
ok 1843 - m Math::BigFloat NaN % NaN
ok 1844 - o Math::BigFloat NaN % NaN
ok 1845 - t Math::BigFloat::Subclass NaN / NaN
ok 1846 - d Math::BigFloat::Subclass NaN / NaN
ok 1847 - m Math::BigFloat::Subclass NaN % NaN
ok 1848 - o Math::BigFloat::Subclass NaN % NaN
ok 1849 - x Math::BigFloat -inf / -inf
ok 1850 - r Math::BigFloat -inf / -inf
ok 1851 - x Math::BigFloat::Subclass -inf / -inf
ok 1852 - r Math::BigFloat::Subclass -inf / -inf
ok 1853 - x Math::BigFloat -1 / -inf
ok 1854 - r Math::BigFloat -1 / -inf
ok 1855 - x Math::BigFloat::Subclass -1 / -inf
ok 1856 - r Math::BigFloat::Subclass -1 / -inf
ok 1857 - x Math::BigFloat -0 / -inf
ok 1858 - r Math::BigFloat -0 / -inf
ok 1859 - x Math::BigFloat::Subclass -0 / -inf
ok 1860 - r Math::BigFloat::Subclass -0 / -inf
ok 1861 - x Math::BigFloat 0 / -inf
ok 1862 - r Math::BigFloat 0 / -inf
ok 1863 - x Math::BigFloat::Subclass 0 / -inf
ok 1864 - r Math::BigFloat::Subclass 0 / -inf
ok 1865 - x Math::BigFloat 1 / -inf
ok 1866 - r Math::BigFloat 1 / -inf
ok 1867 - x Math::BigFloat::Subclass 1 / -inf
ok 1868 - r Math::BigFloat::Subclass 1 / -inf
ok 1869 - x Math::BigFloat inf / -inf
ok 1870 - r Math::BigFloat inf / -inf
ok 1871 - x Math::BigFloat::Subclass inf / -inf
ok 1872 - r Math::BigFloat::Subclass inf / -inf
ok 1873 - x Math::BigFloat NaN / -inf
ok 1874 - r Math::BigFloat NaN / -inf
ok 1875 - x Math::BigFloat::Subclass NaN / -inf
ok 1876 - r Math::BigFloat::Subclass NaN / -inf
ok 1877 - x Math::BigFloat -inf / -1
ok 1878 - r Math::BigFloat -inf / -1
ok 1879 - x Math::BigFloat::Subclass -inf / -1
ok 1880 - r Math::BigFloat::Subclass -inf / -1
ok 1881 - x Math::BigFloat -1 / -1
ok 1882 - r Math::BigFloat -1 / -1
ok 1883 - x Math::BigFloat::Subclass -1 / -1
ok 1884 - r Math::BigFloat::Subclass -1 / -1
ok 1885 - x Math::BigFloat -0 / -1
ok 1886 - r Math::BigFloat -0 / -1
ok 1887 - x Math::BigFloat::Subclass -0 / -1
ok 1888 - r Math::BigFloat::Subclass -0 / -1
ok 1889 - x Math::BigFloat 0 / -1
ok 1890 - r Math::BigFloat 0 / -1
ok 1891 - x Math::BigFloat::Subclass 0 / -1
ok 1892 - r Math::BigFloat::Subclass 0 / -1
ok 1893 - x Math::BigFloat 1 / -1
ok 1894 - r Math::BigFloat 1 / -1
ok 1895 - x Math::BigFloat::Subclass 1 / -1
ok 1896 - r Math::BigFloat::Subclass 1 / -1
ok 1897 - x Math::BigFloat inf / -1
ok 1898 - r Math::BigFloat inf / -1
ok 1899 - x Math::BigFloat::Subclass inf / -1
ok 1900 - r Math::BigFloat::Subclass inf / -1
ok 1901 - x Math::BigFloat NaN / -1
ok 1902 - r Math::BigFloat NaN / -1
ok 1903 - x Math::BigFloat::Subclass NaN / -1
ok 1904 - r Math::BigFloat::Subclass NaN / -1
ok 1905 - x Math::BigFloat -inf / 0
ok 1906 - r Math::BigFloat -inf / 0
ok 1907 - x Math::BigFloat::Subclass -inf / 0
ok 1908 - r Math::BigFloat::Subclass -inf / 0
ok 1909 - x Math::BigFloat -1 / 0
ok 1910 - r Math::BigFloat -1 / 0
ok 1911 - x Math::BigFloat::Subclass -1 / 0
ok 1912 - r Math::BigFloat::Subclass -1 / 0
ok 1913 - x Math::BigFloat -0 / 0
ok 1914 - r Math::BigFloat -0 / 0
ok 1915 - x Math::BigFloat::Subclass -0 / 0
ok 1916 - r Math::BigFloat::Subclass -0 / 0
ok 1917 - x Math::BigFloat 0 / 0
ok 1918 - r Math::BigFloat 0 / 0
ok 1919 - x Math::BigFloat::Subclass 0 / 0
ok 1920 - r Math::BigFloat::Subclass 0 / 0
ok 1921 - x Math::BigFloat 1 / 0
ok 1922 - r Math::BigFloat 1 / 0
ok 1923 - x Math::BigFloat::Subclass 1 / 0
ok 1924 - r Math::BigFloat::Subclass 1 / 0
ok 1925 - x Math::BigFloat inf / 0
ok 1926 - r Math::BigFloat inf / 0
ok 1927 - x Math::BigFloat::Subclass inf / 0
ok 1928 - r Math::BigFloat::Subclass inf / 0
ok 1929 - x Math::BigFloat NaN / 0
ok 1930 - r Math::BigFloat NaN / 0
ok 1931 - x Math::BigFloat::Subclass NaN / 0
ok 1932 - r Math::BigFloat::Subclass NaN / 0
ok 1933 - x Math::BigFloat -inf / 1
ok 1934 - r Math::BigFloat -inf / 1
ok 1935 - x Math::BigFloat::Subclass -inf / 1
ok 1936 - r Math::BigFloat::Subclass -inf / 1
ok 1937 - x Math::BigFloat -1 / 1
ok 1938 - r Math::BigFloat -1 / 1
ok 1939 - x Math::BigFloat::Subclass -1 / 1
ok 1940 - r Math::BigFloat::Subclass -1 / 1
ok 1941 - x Math::BigFloat -0 / 1
ok 1942 - r Math::BigFloat -0 / 1
ok 1943 - x Math::BigFloat::Subclass -0 / 1
ok 1944 - r Math::BigFloat::Subclass -0 / 1
ok 1945 - x Math::BigFloat 0 / 1
ok 1946 - r Math::BigFloat 0 / 1
ok 1947 - x Math::BigFloat::Subclass 0 / 1
ok 1948 - r Math::BigFloat::Subclass 0 / 1
ok 1949 - x Math::BigFloat 1 / 1
ok 1950 - r Math::BigFloat 1 / 1
ok 1951 - x Math::BigFloat::Subclass 1 / 1
ok 1952 - r Math::BigFloat::Subclass 1 / 1
ok 1953 - x Math::BigFloat inf / 1
ok 1954 - r Math::BigFloat inf / 1
ok 1955 - x Math::BigFloat::Subclass inf / 1
ok 1956 - r Math::BigFloat::Subclass inf / 1
ok 1957 - x Math::BigFloat NaN / 1
ok 1958 - r Math::BigFloat NaN / 1
ok 1959 - x Math::BigFloat::Subclass NaN / 1
ok 1960 - r Math::BigFloat::Subclass NaN / 1
ok 1961 - x Math::BigFloat -inf / inf
ok 1962 - r Math::BigFloat -inf / inf
ok 1963 - x Math::BigFloat::Subclass -inf / inf
ok 1964 - r Math::BigFloat::Subclass -inf / inf
ok 1965 - x Math::BigFloat -1 / inf
ok 1966 - r Math::BigFloat -1 / inf
ok 1967 - x Math::BigFloat::Subclass -1 / inf
ok 1968 - r Math::BigFloat::Subclass -1 / inf
ok 1969 - x Math::BigFloat -0 / inf
ok 1970 - r Math::BigFloat -0 / inf
ok 1971 - x Math::BigFloat::Subclass -0 / inf
ok 1972 - r Math::BigFloat::Subclass -0 / inf
ok 1973 - x Math::BigFloat 0 / inf
ok 1974 - r Math::BigFloat 0 / inf
ok 1975 - x Math::BigFloat::Subclass 0 / inf
ok 1976 - r Math::BigFloat::Subclass 0 / inf
ok 1977 - x Math::BigFloat 1 / inf
ok 1978 - r Math::BigFloat 1 / inf
ok 1979 - x Math::BigFloat::Subclass 1 / inf
ok 1980 - r Math::BigFloat::Subclass 1 / inf
ok 1981 - x Math::BigFloat inf / inf
ok 1982 - r Math::BigFloat inf / inf
ok 1983 - x Math::BigFloat::Subclass inf / inf
ok 1984 - r Math::BigFloat::Subclass inf / inf
ok 1985 - x Math::BigFloat NaN / inf
ok 1986 - r Math::BigFloat NaN / inf
ok 1987 - x Math::BigFloat::Subclass NaN / inf
ok 1988 - r Math::BigFloat::Subclass NaN / inf
ok 1989 - x Math::BigFloat -inf / NaN
ok 1990 - r Math::BigFloat -inf / NaN
ok 1991 - x Math::BigFloat::Subclass -inf / NaN
ok 1992 - r Math::BigFloat::Subclass -inf / NaN
ok 1993 - x Math::BigFloat -1 / NaN
ok 1994 - r Math::BigFloat -1 / NaN
ok 1995 - x Math::BigFloat::Subclass -1 / NaN
ok 1996 - r Math::BigFloat::Subclass -1 / NaN
ok 1997 - x Math::BigFloat -0 / NaN
ok 1998 - r Math::BigFloat -0 / NaN
ok 1999 - x Math::BigFloat::Subclass -0 / NaN
ok 2000 - r Math::BigFloat::Subclass -0 / NaN
ok 2001 - x Math::BigFloat 0 / NaN
ok 2002 - r Math::BigFloat 0 / NaN
ok 2003 - x Math::BigFloat::Subclass 0 / NaN
ok 2004 - r Math::BigFloat::Subclass 0 / NaN
ok 2005 - x Math::BigFloat 1 / NaN
ok 2006 - r Math::BigFloat 1 / NaN
ok 2007 - x Math::BigFloat::Subclass 1 / NaN
ok 2008 - r Math::BigFloat::Subclass 1 / NaN
ok 2009 - x Math::BigFloat inf / NaN
ok 2010 - r Math::BigFloat inf / NaN
ok 2011 - x Math::BigFloat::Subclass inf / NaN
ok 2012 - r Math::BigFloat::Subclass inf / NaN
ok 2013 - x Math::BigFloat NaN / NaN
ok 2014 - r Math::BigFloat NaN / NaN
ok 2015 - x Math::BigFloat::Subclass NaN / NaN
ok 2016 - r Math::BigFloat::Subclass NaN / NaN
ok
t\isa.t ............. 
1..7
ok 1 - An object of class 'Math::BigInt::Subclass' isa 'Math::BigInt'
ok 2 - An object of class 'Math::BigInt' isa 'Math::BigInt'
ok 3
ok 4
ok 5 - An object of class 'Math::BigInt' isa 'Math::BigInt'
ok 6
ok 7 - An object of class 'Math::BigInt' isa 'Math::BigInt'
ok
t\lib_load.t ........ 
1..4
ok 1 - BigFloat got Calc
# BareCalc using Calc v1.999701
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: 1112111
# lib: Math::BigInt::Calc
# base len: 7
# A 5959595993939393939352525252525294040404040404040404040408888888888888888888897979797979797979797979738383838
# B 757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393
# (5959595993939393939352525252525294040404040404040404040408888888888888888888897979797979797979797979738383838 / 757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393, 5959595993939393939352525252525294040404040404040404040408888888888888888888897979797979797979797979738383838 % 757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393 ) = 7866666 539393939393901158248888930402689562404040404040408841212130417504006743434342321885616161616109410100
ok 1 - ADB * B + 2 * AMB - AMB == A
ok 2 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 7866666 != 7866666 ($B=757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393)
# ADB->[-1]: 7866666 B->[-1]: 7575
ok 3 - ADB * A + 2 * AMB - AMB == B
# +2 * 757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393 = 1515151515151515151514343434343434343777777777777777777777789898988585859595959595959878787878787878786
# -757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393 = 757575757575757575757171717171717171888888888888888888888894949494292929797979797979939393939393939393
ok 4 - ADB * A/A == ADB
# A 5252525252525252282828282828282828282828283333333333333333333333
# B 262626262626262652525252818181818181818184848484848484848484848484626262626262626262626262
# (5252525252525252282828282828282828282828283333333333333333333333 / 262626262626262652525252818181818181818184848484848484848484848484626262626262626262626262, 5252525252525252282828282828282828282828283333333333333333333333 % 262626262626262652525252818181818181818184848484848484848484848484626262626262626262626262 ) = 0 5252525252525252282828282828282828282828283333333333333333333333
ok 5 - ADB * B + 2 * AMB - AMB == A
ok 6 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=262626262626262652525252818181818181818184848484848484848484848484626262626262626262626262)
# ADB->[-1]: 0 B->[-1]: 262626
ok 7 - ADB * A + 2 * AMB - AMB == B
# +2 * 2424244195804212217171717171717168026434442929292929295365190383 = 262626262626262652525252820606062377622397065656565656565652874919069191919191921627816645
# -2424244195804212217171717171717168026434442929292929295365190383 = 262626262626262652525252818181818181818184848484848484848484848484626262626262626262626262
ok 8 - ADB * A/A == ADB
# A 9999999999999962627272727272727256565633333333333333333333333333333398989898989898989898989393939393939393939393484848484849494949494949494949
# B 797979797979798080808080808080808080
# (9999999999999962627272727272727256565633333333333333333333333333333398989898989898989898989393939393939393939393484848484849494949494949494949 / 797979797979798080808080808080808080, 9999999999999962627272727272727256565633333333333333333333333333333398989898989898989898989393939393939393939393484848484849494949494949494949 % 797979797979798080808080808080808080 ) = 12531645569620204744095497516429758987914639003443373422547465403552569538715406136073094767085264196876682 143884298203222501831988092280304389
ok 9 - ADB * B + 2 * AMB - AMB == A
ok 10 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 12531645569620204744095497516429758987914639003443373422547465403552569538715406136073094767085264196876682 != 12531645569620204744095497516429758987914639003443373422547465403552569538715406136073094767085264196876682 ($B=797979797979798080808080808080808080)
# ADB->[-1]: 12 B->[-1]: 7
ok 11 - ADB * A + 2 * AMB - AMB == B
# +2 * 797979797979798080808080808080808080 = 1595959595959596161616161616161616160
# -797979797979798080808080808080808080 = 797979797979798080808080808080808080
ok 12 - ADB * A/A == ADB
# A 979797979797979797979797979797959595959595959595959595282853535353535353535353575745454545457272727272727272727272
# B 886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060
# (979797979797979797979797979797959595959595959595959595282853535353535353535353575745454545457272727272727272727272 / 886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060, 979797979797979797979797979797959595959595959595959595282853535353535353535353575745454545457272727272727272727272 % 886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060 ) = 1104909442988950905570110 435354095507990256822697873311296941329202700889750371622714750099460248147266030851860672
ok 13 - ADB * B + 2 * AMB - AMB == A
ok 14 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1104909442988950905570110 != 1104909442988950905570110 ($B=886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060)
# ADB->[-1]: 1104 B->[-1]: 886767
ok 15 - ADB * A + 2 * AMB - AMB == B
# +2 * 886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060 = 1773535353535353535353535353534303030303030303030306464646464651717212121212121212121212120
# -886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060 = 886767676767676767676767676767151515151515151515153232323232325858606060606060606060606060
ok 16 - ADB * A/A == ADB
# A 989898989898989898989898989898989898989898727272727272727272
# B 575757575757575757576262
# (989898989898989898989898989898989898989898727272727272727272 / 575757575757575757576262, 989898989898989898989898989898989898989898727272727272727272 % 575757575757575757576262 ) = 1719298245614035087717791959372114496 442318413183160357033320
ok 17 - ADB * B + 2 * AMB - AMB == A
ok 18 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1719298245614035087717791959372114496 != 1719298245614035087717791959372114496 ($B=575757575757575757576262)
# ADB->[-1]: 17 B->[-1]: 575
ok 19 - ADB * A + 2 * AMB - AMB == B
# +2 * 575757575757575757576262 = 1151515151515151515152524
# -575757575757575757576262 = 575757575757575757576262
ok 20 - ADB * A/A == ADB
# A 262626262626262626262626267878787878787878787814141414141484848484
# B 9898989898989890909090909087879999656565656565656565656565656565
# (262626262626262626262626267878787878787878787814141414141484848484 / 9898989898989890909090909087879999656565656565656565656565656565, 262626262626262626262626267878787878787878787814141414141484848484 % 9898989898989890909090909087879999656565656565656565656565656565 ) = 26 5252525252525462626262631593907887717171717107070707070777777794
ok 21 - ADB * B + 2 * AMB - AMB == A
ok 22 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 26 != 26 ($B=9898989898989890909090909087879999656565656565656565656565656565)
# ADB->[-1]: 26 B->[-1]: 9
ok 23 - ADB * A + 2 * AMB - AMB == B
# +2 * 9898989898989890909090909087879999656565656565656565656565656565 = 19797979797979781818181818175759999313131313131313131313131313130
# -9898989898989890909090909087879999656565656565656565656565656565 = 9898989898989890909090909087879999656565656565656565656565656565
ok 24 - ADB * A/A == ADB
# A 38383838383838383838383838464646464646
# B 3131181818181818
# (38383838383838383838383838464646464646 / 3131181818181818, 38383838383838383838383838464646464646 % 3131181818181818 ) = 12258578585553588442916 2146019844363358
ok 25 - ADB * B + 2 * AMB - AMB == A
ok 26 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 12258578585553588442916 != 12258578585553588442916 ($B=3131181818181818)
# ADB->[-1]: 12 B->[-1]: 31
ok 27 - ADB * A + 2 * AMB - AMB == B
# +2 * 3131181818181818 = 6262363636363636
# -3131181818181818 = 3131181818181818
ok 28 - ADB * A/A == ADB
# A 8989898989898989898989898943434343434444444
# B 5454545454545454545454546969696969696969696969696969691212444444444444444444303030303030303030
# (8989898989898989898989898943434343434444444 / 5454545454545454545454546969696969696969696969696969691212444444444444444444303030303030303030, 8989898989898989898989898943434343434444444 % 5454545454545454545454546969696969696969696969696969691212444444444444444444303030303030303030 ) = 0 8989898989898989898989898943434343434444444
ok 29 - ADB * B + 2 * AMB - AMB == A
ok 30 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=5454545454545454545454546969696969696969696969696969691212444444444444444444303030303030303030)
# ADB->[-1]: 0 B->[-1]: 545
ok 31 - ADB * A + 2 * AMB - AMB == B
# +2 * 28729771465638917805654654475633765230158 = 5454545454545454545454546969696969696969696969696969719942215910083362250098957505936795533188
# -28729771465638917805654654475633765230158 = 5454545454545454545454546969696969696969696969696969691212444444444444444444303030303030303030
ok 32 - ADB * A/A == ADB
# A 181818181818181818181818181873737373736666666666666666666666662371717171717171717171
# B 22737373737373737373737373739292929292929292929292924040404040404040
# (181818181818181818181818181873737373736666666666666666666666662371717171717171717171 / 22737373737373737373737373739292929292929292929292924040404040404040, 181818181818181818181818181873737373736666666666666666666666662371717171717171717171 % 22737373737373737373737373739292929292929292929292924040404040404040 ) = 7996446023989338 1636363636403845204599717432121212163213655879285414948058999591651
ok 33 - ADB * B + 2 * AMB - AMB == A
ok 34 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 7996446023989338 != 7996446023989338 ($B=22737373737373737373737373739292929292929292929292924040404040404040)
# ADB->[-1]: 79 B->[-1]: 22737
ok 35 - ADB * A + 2 * AMB - AMB == B
# +2 * 22737373737373737373737373739292929292929292929292924040404040404040 = 45474747474747474747474747478585858585858585858585848080808080808080
# -22737373737373737373737373739292929292929292929292924040404040404040 = 22737373737373737373737373739292929292929292929292924040404040404040
ok 36 - ADB * A/A == ADB
# A 535353535353535353535353
# B 38383838636363636363636363636363639898989898989898989898986161616161616161808080808080808080808080808016161616161616
# (535353535353535353535353 / 38383838636363636363636363636363639898989898989898989898986161616161616161808080808080808080808080808016161616161616, 535353535353535353535353 % 38383838636363636363636363636363639898989898989898989898986161616161616161808080808080808080808080808016161616161616 ) = 0 535353535353535353535353
ok 37 - ADB * B + 2 * AMB - AMB == A
ok 38 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=38383838636363636363636363636363639898989898989898989898986161616161616161808080808080808080808080808016161616161616)
# ADB->[-1]: 0 B->[-1]: 3838
ok 39 - ADB * A + 2 * AMB - AMB == B
# +2 * 313169888824494747474747 = 38383838636363636363636363636363639898989898989898989898986161616161616161808080808080808081121250696840656363636363
# -313169888824494747474747 = 38383838636363636363636363636363639898989898989898989898986161616161616161808080808080808080808080808016161616161616
ok 40 - ADB * A/A == ADB
# A 969696969696969696961414747474747474747474747474747474
# B 3333333333333333333333333333414141414141252525252525252599999999999999999999999988888888888883131313131313131
# (969696969696969696961414747474747474747474747474747474 / 3333333333333333333333333333414141414141252525252525252599999999999999999999999988888888888883131313131313131, 969696969696969696961414747474747474747474747474747474 % 3333333333333333333333333333414141414141252525252525252599999999999999999999999988888888888883131313131313131 ) = 0 969696969696969696961414747474747474747474747474747474
ok 41 - ADB * B + 2 * AMB - AMB == A
ok 42 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=3333333333333333333333333333414141414141252525252525252599999999999999999999999988888888888883131313131313131)
# ADB->[-1]: 0 B->[-1]: 3333
ok 43 - ADB * A + 2 * AMB - AMB == B
# +2 * 401768373276655794279411175556818181812487102712126863 = 3333333333333333333333333333414141414141252525252525253001768373276655794279411164445707070695618415843439994
# -401768373276655794279411175556818181812487102712126863 = 3333333333333333333333333333414141414141252525252525252599999999999999999999999988888888888883131313131313131
ok 44 - ADB * A/A == ADB
# A 47474747479797979797979797979797977676949494949494949495959588824243434343434345252525252646464646464646464646464
# B 7373730000000004949494949494949494949494949497384848484848484848484848484
# (47474747479797979797979797979797977676949494949494949495959588824243434343434345252525252646464646464646464646464 / 7373730000000004949494949494949494949494949497384848484848484848484848484, 47474747479797979797979797979797977676949494949494949495959588824243434343434345252525252646464646464646464646464 % 7373730000000004949494949494949494949494949497384848484848484848484848484 ) = 6438362603431092260136540025258918852224 6361061590638249017807572537173741928255590070761230822922849714638218048
ok 45 - ADB * B + 2 * AMB - AMB == A
ok 46 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 6438362603431092260136540025258918852224 != 6438362603431092260136540025258918852224 ($B=7373730000000004949494949494949494949494949497384848484848484848484848484)
# ADB->[-1]: 64383 B->[-1]: 737
ok 47 - ADB * A + 2 * AMB - AMB == B
# +2 * 7373730000000004949494949494949494949494949497384848484848484848484848484 = 14747460000000009898989898989898989898989898994769696969696969696969696968
# -7373730000000004949494949494949494949494949497384848484848484848484848484 = 7373730000000004949494949494949494949494949497384848484848484848484848484
ok 48 - ADB * A/A == ADB
# A 5353535353656565659999999999999999999999848484848484848484
# B 2727278080808080585858585858585858767676
# (5353535353656565659999999999999999999999848484848484848484 / 2727278080808080585858585858585858767676, 5353535353656565659999999999999999999999848484848484848484 % 2727278080808080585858585858585858767676 ) = 1962959109791377237 1062270761720193723907779885328827057272
ok 49 - ADB * B + 2 * AMB - AMB == A
ok 50 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1962959109791377237 != 1962959109791377237 ($B=2727278080808080585858585858585858767676)
# ADB->[-1]: 19629 B->[-1]: 27272
ok 51 - ADB * A + 2 * AMB - AMB == B
# +2 * 2727278080808080585858585858585858767676 = 5454556161616161171717171717171717535352
# -2727278080808080585858585858585858767676 = 2727278080808080585858585858585858767676
ok 52 - ADB * A/A == ADB
# A 1515151515151515151515151579797979797979797972727272727272727272727272727211111111111111111111111169696969696969
# B 4646464646464646464646464646
# (1515151515151515151515151579797979797979797972727272727272727272727272727211111111111111111111111169696969696969 / 4646464646464646464646464646, 1515151515151515151515151579797979797979797972727272727272727272727272727211111111111111111111111169696969696969 % 4646464646464646464646464646 ) = 326086956521739130434782622641304347826086955000000001394565217391304347660652174052 2323232323232381741313131377
ok 53 - ADB * B + 2 * AMB - AMB == A
ok 54 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 326086956521739130434782622641304347826086955000000001394565217391304347660652174052 != 326086956521739130434782622641304347826086955000000001394565217391304347660652174052 ($B=4646464646464646464646464646)
# ADB->[-1]: 3260869 B->[-1]: 4646464
ok 55 - ADB * A + 2 * AMB - AMB == B
# +2 * 4646464646464646464646464646 = 9292929292929292929292929292
# -4646464646464646464646464646 = 4646464646464646464646464646
ok 56 - ADB * A/A == ADB
# A 6868686868686868686868686830303030303030303030484848484848484848484848
# B 31313131313131313131313131464646771515151515151515434343434343434343434343434343
# (6868686868686868686868686830303030303030303030484848484848484848484848 / 31313131313131313131313131464646771515151515151515434343434343434343434343434343, 6868686868686868686868686830303030303030303030484848484848484848484848 % 31313131313131313131313131464646771515151515151515434343434343434343434343434343 ) = 0 6868686868686868686868686830303030303030303030484848484848484848484848
ok 57 - ADB * B + 2 * AMB - AMB == A
ok 58 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=31313131313131313131313131464646771515151515151515434343434343434343434343434343)
# ADB->[-1]: 0 B->[-1]: 313
ok 59 - ADB * A + 2 * AMB - AMB == B
# +2 * 2828282828282828609328886769696969696141102792707070707070709281045751 = 31313131315959595959595960073975658284848484847656537136141414141414143624480094
# -2828282828282828609328886769696969696141102792707070707070709281045751 = 31313131313131313131313131464646771515151515151515434343434343434343434343434343
ok 60 - ADB * A/A == ADB
# A 47474747474747474747474764646464646464646464646666666666666666664343436565656565656565656536363636363636363636363636939393939393939393
# B 5050505050505086868686868686868676767676767676767676767676762222222222222222
# (47474747474747474747474764646464646464646464646666666666666666664343436565656565656565656536363636363636363636363636939393939393939393 / 5050505050505086868686868686868676767676767676767676767676762222222222222222, 47474747474747474747474764646464646464646464646666666666666666664343436565656565656565656536363636363636363636363636939393939393939393 % 5050505050505086868686868686868676767676767676767676767676762222222222222222 ) = 9399999999999932320000003400487314799975516491238080176288 374808042076350304553920020328755161939261148646358473683978614214522867457
ok 61 - ADB * B + 2 * AMB - AMB == A
ok 62 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 9399999999999932320000003400487314799975516491238080176288 != 9399999999999932320000003400487314799975516491238080176288 ($B=5050505050505086868686868686868676767676767676767676767676762222222222222222)
# ADB->[-1]: 93 B->[-1]: 505050
ok 63 - ADB * A + 2 * AMB - AMB == B
# +2 * 5050505050505086868686868686868676767676767676767676767676762222222222222222 = 10101010101010173737373737373737353535353535353535353535353524444444444444444
# -5050505050505086868686868686868676767676767676767676767676762222222222222222 = 5050505050505086868686868686868676767676767676767676767676762222222222222222
ok 64 - ADB * A/A == ADB
# A 62626262232323232323232323239797242424242424244430303030222222235353544444444444444
# B 3333333333333333333333333333336161616161767676767676767676767676767676636363636315151515151515151515151515
# (62626262232323232323232323239797242424242424244430303030222222235353544444444444444 / 3333333333333333333333333333336161616161767676767676767676767676767676636363636315151515151515151515151515, 62626262232323232323232323239797242424242424244430303030222222235353544444444444444 % 3333333333333333333333333333336161616161767676767676767676767676767676636363636315151515151515151515151515 ) = 0 62626262232323232323232323239797242424242424244430303030222222235353544444444444444
ok 65 - ADB * B + 2 * AMB - AMB == A
ok 66 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=3333333333333333333333333333336161616161767676767676767676767676767676636363636315151515151515151515151515)
# ADB->[-1]: 0 B->[-1]: 3
ok 67 - ADB * A + 2 * AMB - AMB == B
# +2 * 9126593270590524841560687994353854976923597369996511588228669255159231338358497063 = 3333333333333333333333342459929432206686609237455671121531744600365046632875224543820770310746489873648578
# -9126593270590524841560687994353854976923597369996511588228669255159231338358497063 = 3333333333333333333333333333336161616161767676767676767676767676767676636363636315151515151515151515151515
ok 68 - ADB * A/A == ADB
# A 1834343434343434343434343495952323233636363636363636363636369090909090909090901616161616161616767676767676767676767676
# B 777777777770000000000000077746468686868686868686868686
# (1834343434343434343434343495952323233636363636363636363636369090909090909090901616161616161616767676767676767676767676 / 777777777770000000000000077746468686868686868686868686, 1834343434343434343434343495952323233636363636363636363636369090909090909090901616161616161616767676767676767676767676 % 777777777770000000000000077746468686868686868686868686 ) = 2358441558465142857143092830475200089382915076194945203763595633 429347992129404309038045198091287843967326136602719438
ok 69 - ADB * B + 2 * AMB - AMB == A
ok 70 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 2358441558465142857143092830475200089382915076194945203763595633 != 2358441558465142857143092830475200089382915076194945203763595633 ($B=777777777770000000000000077746468686868686868686868686)
# ADB->[-1]: 2 B->[-1]: 77777
ok 71 - ADB * A + 2 * AMB - AMB == B
# +2 * 777777777770000000000000077746468686868686868686868686 = 1555555555540000000000000155492937373737373737373737372
# -777777777770000000000000077746468686868686868686868686 = 777777777770000000000000077746468686868686868686868686
ok 72 - ADB * A/A == ADB
# A 95957272727272727272666657252542424242424242424242121212121212121212121277777777434343434319191919191919191919191919737373737373737373737373
# B 3333333333333333333333333232323232323232
# (95957272727272727272666657252542424242424242424242121212121212121212121277777777434343434319191919191919191919191919737373737373737373737373 / 3333333333333333333333333232323232323232, 95957272727272727272666657252542424242424242424242121212121212121212121277777777434343434319191919191919191919191919737373737373737373737373 % 3333333333333333333333333232323232323232 ) = 28787181818181818181799998048101570247936675781267067573325818422134233543692756584494499288196005645 2697718590084758627987477514921437092733
ok 73 - ADB * B + 2 * AMB - AMB == A
ok 74 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 28787181818181818181799998048101570247936675781267067573325818422134233543692756584494499288196005645 != 28787181818181818181799998048101570247936675781267067573325818422134233543692756584494499288196005645 ($B=3333333333333333333333333232323232323232)
# ADB->[-1]: 287 B->[-1]: 33333
ok 75 - ADB * A + 2 * AMB - AMB == B
# +2 * 3333333333333333333333333232323232323232 = 6666666666666666666666666464646464646464
# -3333333333333333333333333232323232323232 = 3333333333333333333333333232323232323232
ok 76 - ADB * A/A == ADB
# A 36363636363636363636363636363678787852525252525252525252
# B 1313132929202020202020202020202020202020999999999999999999999999323232323232
# (36363636363636363636363636363678787852525252525252525252 / 1313132929202020202020202020202020202020999999999999999999999999323232323232, 36363636363636363636363636363678787852525252525252525252 % 1313132929202020202020202020202020202020999999999999999999999999323232323232 ) = 0 36363636363636363636363636363678787852525252525252525252
ok 77 - ADB * B + 2 * AMB - AMB == A
ok 78 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=1313132929202020202020202020202020202020999999999999999999999999323232323232)
# ADB->[-1]: 0 B->[-1]: 131313
ok 79 - ADB * A + 2 * AMB - AMB == B
# +2 * 20202020200488214551971425299125701463411919411705948372 = 1313132929202020202040404040402508416572971425299125701463411918734938271604
# -20202020200488214551971425299125701463411919411705948372 = 1313132929202020202020202020202020202020999999999999999999999999323232323232
ok 80 - ADB * A/A == ADB
# A 6262333333333333333333333333828282828282828282
# B 7979797914141414141414141414141414
# (6262333333333333333333333333828282828282828282 / 7979797914141414141414141414141414, 6262333333333333333333333333828282828282828282 % 7979797914141414141414141414141414 ) = 784773424178 4113708656565657060606171584120590
ok 81 - ADB * B + 2 * AMB - AMB == A
ok 82 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 784773424178 != 784773424178 ($B=7979797914141414141414141414141414)
# ADB->[-1]: 78477 B->[-1]: 797979
ok 83 - ADB * A + 2 * AMB - AMB == B
# +2 * 7979797914141414141414141414141414 = 15959595828282828282828282828282828
# -7979797914141414141414141414141414 = 7979797914141414141414141414141414
ok 84 - ADB * A/A == ADB
# A 5151515117797979151515158585858585858569696947477878787878781212
# B 76565656565656597979797111111111111113131313131313131313131317979797979797979797979
# (5151515117797979151515158585858585858569696947477878787878781212 / 76565656565656597979797111111111111113131313131313131313131317979797979797979797979, 5151515117797979151515158585858585858569696947477878787878781212 % 76565656565656597979797111111111111113131313131313131313131317979797979797979797979 ) = 0 5151515117797979151515158585858585858569696947477878787878781212
ok 85 - ADB * B + 2 * AMB - AMB == A
ok 86 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=76565656565656597979797111111111111113131313131313131313131317979797979797979797979)
# ADB->[-1]: 0 B->[-1]: 765656
ok 87 - ADB * A + 2 * AMB - AMB == B
# +2 * 756612036430828101818158838443835716214425109386584361552125647 = 76565656565656597980553723147541939214949471969756967029345743089184564159531923626
# -756612036430828101818158838443835716214425109386584361552125647 = 76565656565656597979797111111111111113131313131313131313131317979797979797979797979
ok 88 - ADB * A/A == ADB
# A 9797979797979797282828282828494949494949494949292929111111111111111193939393939393171717171717171717171717171717
# B 6969696969696969699999994343434343434343434343438686868686863434343434343434343434343492929292929244373779797979797979797979797979
# (9797979797979797282828282828494949494949494949292929111111111111111193939393939393171717171717171717171717171717 / 6969696969696969699999994343434343434343434343438686868686863434343434343434343434343492929292929244373779797979797979797979797979, 9797979797979797282828282828494949494949494949292929111111111111111193939393939393171717171717171717171717171717 % 6969696969696969699999994343434343434343434343438686868686863434343434343434343434343492929292929244373779797979797979797979797979 ) = 0 9797979797979797282828282828494949494949494949292929111111111111111193939393939393171717171717171717171717171717
ok 89 - ADB * B + 2 * AMB - AMB == A
ok 90 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=6969696969696969699999994343434343434343434343438686868686863434343434343434343434343492929292929244373779797979797979797979797979)
# ADB->[-1]: 0 B->[-1]: 6969
ok 91 - ADB * A + 2 * AMB - AMB == B
# +2 * 2146198654436253178485889815491482999271055884446477424346558367718863188586899917464688888889011038217223784242 = 6969696969696969702146192997870596612829324158930169867957919318789911767780901802062356117879829161838468686868809018015203582221
# -2146198654436253178485889815491482999271055884446477424346558367718863188586899917464688888889011038217223784242 = 6969696969696969699999994343434343434343434343438686868686863434343434343434343434343492929292929244373779797979797979797979797979
ok 92 - ADB * A/A == ADB
# A 505050505050508484848484323232323232323232323232323232777777777732323232323232323232323232323290909090909090909090909079797979797979797979
# B 444444444444444444444444
# (505050505050508484848484323232323232323232323232323232777777777732323232323232323232323232323290909090909090909090909079797979797979797979 / 444444444444444444444444, 505050505050508484848484323232323232323232323232323232777777777732323232323232323232323232323290909090909090909090909079797979797979797979 % 444444444444444444444444 ) = 1136363636363644090909090863636363636371363636363590910113636371261363636318182840909098534091040863637386363643988 282875737374191919195307
ok 93 - ADB * B + 2 * AMB - AMB == A
ok 94 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1136363636363644090909090863636363636371363636363590910113636371261363636318182840909098534091040863637386363643988 != 1136363636363644090909090863636363636371363636363590910113636371261363636318182840909098534091040863637386363643988 ($B=444444444444444444444444)
# ADB->[-1]: 113 B->[-1]: 444
ok 95 - ADB * A + 2 * AMB - AMB == B
# +2 * 444444444444444444444444 = 888888888888888888888888
# -444444444444444444444444 = 444444444444444444444444
ok 96 - ADB * A/A == ADB
# A 87878787878787878787878728282830303030555555555599999999999999993961616161616161616161616161595959595959595959595959
# B 262626262626262626151515151515151515151515151572727272727272727272723333333333333335555559246464646464646464646464646
# (87878787878787878787878728282830303030555555555599999999999999993961616161616161616161616161595959595959595959595959 / 262626262626262626151515151515151515151515151572727272727272727272723333333333333335555559246464646464646464646464646, 87878787878787878787878728282830303030555555555599999999999999993961616161616161616161616161595959595959595959595959 % 262626262626262626151515151515151515151515151572727272727272727272723333333333333335555559246464646464646464646464646 ) = 0 87878787878787878787878728282830303030555555555599999999999999993961616161616161616161616161595959595959595959595959
ok 97 - ADB * B + 2 * AMB - AMB == A
ok 98 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=262626262626262626151515151515151515151515151572727272727272727272723333333333333335555559246464646464646464646464646)
# ADB->[-1]: 0 B->[-1]: 26262
ok 99 - ADB * A + 2 * AMB - AMB == B
# +2 * 86868686868686868575757694949490909090404040461527272727272727284800101010101010103232326923272727272727272727272728 = 349494949494949494727272846464642424241919192034254545454545454557523434343434343438787886169737373737373737373737374
# -86868686868686868575757694949490909090404040461527272727272727284800101010101010103232326923272727272727272727272728 = 262626262626262626151515151515151515151515151572727272727272727272723333333333333335555559246464646464646464646464646
ok 100 - ADB * A/A == ADB
# A 7171717171717171717171
# B 80808080808080808080919191919191919191919191912727272727
# (7171717171717171717171 / 80808080808080808080919191919191919191919191912727272727, 7171717171717171717171 % 80808080808080808080919191919191919191919191912727272727 ) = 0 7171717171717171717171
ok 101 - ADB * B + 2 * AMB - AMB == A
ok 102 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=80808080808080808080919191919191919191919191912727272727)
# ADB->[-1]: 0 B->[-1]: 8080808
ok 103 - ADB * A + 2 * AMB - AMB == B
# +2 * 1919191931104646464646 = 80808080808080808080919191919191921111111123017373737373
# -1919191931104646464646 = 80808080808080808080919191919191919191919191912727272727
ok 104 - ADB * A/A == ADB
# A 434343434343434343434343434343434343431919191968686868686896963488888888888888888888
# B 54545454545454545454545454979790909090909090909090424242424242424242424242426060606060609978202020616161616161616161613939393939
# (434343434343434343434343434343434343431919191968686868686896963488888888888888888888 / 54545454545454545454545454979790909090909090909090424242424242424242424242426060606060609978202020616161616161616161613939393939, 434343434343434343434343434343434343431919191968686868686896963488888888888888888888 % 54545454545454545454545454979790909090909090909090424242424242424242424242426060606060609978202020616161616161616161613939393939 ) = 0 434343434343434343434343434343434343431919191968686868686896963488888888888888888888
ok 105 - ADB * B + 2 * AMB - AMB == A
ok 106 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=54545454545454545454545454979790909090909090909090424242424242424242424242426060606060609978202020616161616161616161613939393939)
# ADB->[-1]: 0 B->[-1]: 54
ok 107 - ADB * A + 2 * AMB - AMB == B
# +2 * 53215394879019234984533669670969791751742344696376720082415446212634234998952936875 = 54545454545454545454545454979790909090909090962305819121443477408776093913395852357802954674578740698577062374250396612892330814
# -53215394879019234984533669670969791751742344696376720082415446212634234998952936875 = 54545454545454545454545454979790909090909090909090424242424242424242424242426060606060609978202020616161616161616161613939393939
ok 108 - ADB * A/A == ADB
# A 313131313131313119191919191919191919191937376969696969696969696969696969
# B 7474747474747474747474747474748787878787878787878787878787
# (313131313131313119191919191919191919191937376969696969696969696969696969 / 7474747474747474747474747474748787878787878787878787878787, 313131313131313119191919191919191919191937376969696969696969696969696969 % 7474747474747474747474747474748787878787878787878787878787 ) = 41891891891891 6654545454545454490444990463176666666666666703480753480752
ok 109 - ADB * B + 2 * AMB - AMB == A
ok 110 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 41891891891891 != 41891891891891 ($B=7474747474747474747474747474748787878787878787878787878787)
# ADB->[-1]: 4189189 B->[-1]: 74
ok 111 - ADB * A + 2 * AMB - AMB == B
# +2 * 7474747474747474747474747474748787878787878787878787878787 = 14949494949494949494949494949497575757575757575757575757574
# -7474747474747474747474747474748787878787878787878787878787 = 7474747474747474747474747474748787878787878787878787878787
ok 112 - ADB * A/A == ADB
# A 46464648484848484848484848343434343434343434636363636363636379797979171717
# B 26262626262626262626424242424242424242424242
# (46464648484848484848484848343434343434343434636363636363636379797979171717 / 26262626262626262626424242424242424242424242, 46464648484848484848484848343434343434343434636363636363636379797979171717 % 26262626262626262626424242424242424242424242 ) = 1769230846153846153835266266331 9479409481170131781813519813535970516375615
ok 113 - ADB * B + 2 * AMB - AMB == A
ok 114 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1769230846153846153835266266331 != 1769230846153846153835266266331 ($B=26262626262626262626424242424242424242424242)
# ADB->[-1]: 176 B->[-1]: 26
ok 115 - ADB * A + 2 * AMB - AMB == B
# +2 * 26262626262626262626424242424242424242424242 = 52525252525252525252848484848484848484848484
# -26262626262626262626424242424242424242424242 = 26262626262626262626424242424242424242424242
ok 116 - ADB * A/A == ADB
# A 393939393939393939979797979797141414141414141414141437373737373737373771717171717171717171
# B 2828282828282828282843434343435656565680808080808080808080969696969696969696969696
# (393939393939393939979797979797141414141414141414141437373737373737373771717171717171717171 / 2828282828282828282843434343435656565680808080808080808080969696969696969696969696, 393939393939393939979797979797141414141414141414141437373737373737373771717171717171717171 % 2828282828282828282843434343435656565680808080808080808080969696969696969696969696 ) = 139285714 808080808664556277059584776331774891781818205050482539682585892929292929427994227
ok 117 - ADB * B + 2 * AMB - AMB == A
ok 118 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 139285714 != 139285714 ($B=2828282828282828282843434343435656565680808080808080808080969696969696969696969696)
# ADB->[-1]: 13 B->[-1]: 28282
ok 119 - ADB * A + 2 * AMB - AMB == B
# +2 * 2828282828282828282843434343435656565680808080808080808080969696969696969696969696 = 5656565656565656565686868686871313131361616161616161616161939393939393939393939392
# -2828282828282828282843434343435656565680808080808080808080969696969696969696969696 = 2828282828282828282843434343435656565680808080808080808080969696969696969696969696
ok 120 - ADB * A/A == ADB
# A 303030303030939393937839393939393939393939393939111111111111114141414141417676767676767692929292929292808080808080808080808080808080
# B 888888888888717171717171717171222222222222222222222222222222
# (303030303030939393937839393939393939393939393939111111111111114141414141417676767676767692929292929292808080808080808080808080808080 / 888888888888717171717171717171222222222222222222222222222222, 303030303030939393937839393939393939393939393939111111111111114141414141417676767676767692929292929292808080808080808080808080808080 % 888888888888717171717171717171222222222222222222222222222222 ) = 340909090909872675618085998130706954629804611128477191957927233557274377 307723562067746453636336447476388331580790132064637760202386
ok 121 - ADB * B + 2 * AMB - AMB == A
ok 122 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 340909090909872675618085998130706954629804611128477191957927233557274377 != 340909090909872675618085998130706954629804611128477191957927233557274377 ($B=888888888888717171717171717171222222222222222222222222222222)
# ADB->[-1]: 34 B->[-1]: 8888
ok 123 - ADB * A + 2 * AMB - AMB == B
# +2 * 888888888888717171717171717171222222222222222222222222222222 = 1777777777777434343434343434342444444444444444444444444444444
# -888888888888717171717171717171222222222222222222222222222222 = 888888888888717171717171717171222222222222222222222222222222
ok 124 - ADB * A/A == ADB
# A 6868686868686872725014141414144646464646464646464646464646888888888823212121212121212187878787666999999999999
# B 555404040404040404040404040404061616161333333222222222222228989898989898989898989
# (6868686868686872725014141414144646464646464646464646464646888888888823212121212121212187878787666999999999999 / 555404040404040404040404040404061616161333333222222222222228989898989898989898989, 6868686868686872725014141414144646464646464646464646464646888888888823212121212121212187878787666999999999999 % 555404040404040404040404040404061616161333333222222222222228989898989898989898989 ) = 12367009184323004451694098390 264081103849082808927773611571870685125202867444619859138879973785115446472472289
ok 125 - ADB * B + 2 * AMB - AMB == A
ok 126 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 12367009184323004451694098390 != 12367009184323004451694098390 ($B=555404040404040404040404040404061616161333333222222222222228989898989898989898989)
# ADB->[-1]: 1 B->[-1]: 5554
ok 127 - ADB * A + 2 * AMB - AMB == B
# +2 * 555404040404040404040404040404061616161333333222222222222228989898989898989898989 = 1110808080808080808080808080808123232322666666444444444444457979797979797979797978
# -555404040404040404040404040404061616161333333222222222222228989898989898989898989 = 555404040404040404040404040404061616161333333222222222222228989898989898989898989
ok 128 - ADB * A/A == ADB
# A 3232323232323232323242666666666643434343434343434343888888717171717171717171717171686868686845454545451313131313
# B 282828282828282826262626262626262626262626
# (3232323232323232323242666666666643434343434343434343888888717171717171717171717171686868686845454545451313131313 / 282828282828282826262626262626262626262626, 3232323232323232323242666666666643434343434343434343888888717171717171717171717171686868686845454545451313131313 % 282828282828282826262626262626262626262626 ) = 11428571428571428653097795918367265379269981457725366561111581145991685 98699152426412675766234652413139290866503
ok 129 - ADB * B + 2 * AMB - AMB == A
ok 130 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 11428571428571428653097795918367265379269981457725366561111581145991685 != 11428571428571428653097795918367265379269981457725366561111581145991685 ($B=282828282828282826262626262626262626262626)
# ADB->[-1]: 1 B->[-1]: 2828282
ok 131 - ADB * A + 2 * AMB - AMB == B
# +2 * 282828282828282826262626262626262626262626 = 565656565656565652525252525252525252525252
# -282828282828282826262626262626262626262626 = 282828282828282826262626262626262626262626
ok 132 - ADB * A/A == ADB
# A 62626255555589898989898989595959597435353535353555555979797973232323232323232
# B 79797979797979797979797979161616169797979797979797141414141414868686868686868686868686868686
# (62626255555589898989898989595959597435353535353555555979797973232323232323232 / 79797979797979797979797979161616169797979797979797141414141414868686868686868686868686868686, 62626255555589898989898989595959597435353535353555555979797973232323232323232 % 79797979797979797979797979161616169797979797979797141414141414868686868686868686868686868686 ) = 0 62626255555589898989898989595959597435353535353555555979797973232323232323232
ok 133 - ADB * B + 2 * AMB - AMB == A
ok 134 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=79797979797979797979797979161616169797979797979797141414141414868686868686868686868686868686)
# ADB->[-1]: 0 B->[-1]: 7
ok 135 - ADB * A + 2 * AMB - AMB == B
# +2 * 11255854144008341529204541227906203787465650220948009171318529704789880322254 = 79797979797979809235652123169957699002521025886000928879791635816696040005398391658567190940
# -11255854144008341529204541227906203787465650220948009171318529704789880322254 = 79797979797979797979797979161616169797979797979797141414141414868686868686868686868686868686
ok 136 - ADB * A/A == ADB
# A 9292929292929292929292929292424242424242424242424242
# B 515151515151252525252121212121212121212121101010101010101020979797978822222222222222222222676767676767676767666666666666666666
# (9292929292929292929292929292424242424242424242424242 / 515151515151252525252121212121212121212121101010101010101020979797978822222222222222222222676767676767676767666666666666666666, 9292929292929292929292929292424242424242424242424242 % 515151515151252525252121212121212121212121101010101010101020979797978822222222222222222222676767676767676767666666666666666666 ) = 0 9292929292929292929292929292424242424242424242424242
ok 137 - ADB * B + 2 * AMB - AMB == A
ok 138 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=515151515151252525252121212121212121212121101010101010101020979797978822222222222222222222676767676767676767666666666666666666)
# ADB->[-1]: 0 B->[-1]: 5151515
ok 139 - ADB * A + 2 * AMB - AMB == B
# +2 * 2125176794015043246792761173114056073684236123550250 = 515151515151252525252121212121212121212121101010101010101020979797978822224347399016237265923560437940790823740350902790216916
# -2125176794015043246792761173114056073684236123550250 = 515151515151252525252121212121212121212121101010101010101020979797978822222222222222222222676767676767676767666666666666666666
ok 140 - ADB * A/A == ADB
# A 51515151515151714376661111111111111111111111111111112424242424242424242424242424246767676767676767676767414141414141414141414141414141
# B 232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272
# (51515151515151714376661111111111111111111111111111112424242424242424242424242424246767676767676767676767414141414141414141414141414141 / 232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272, 51515151515151714376661111111111111111111111111111112424242424242424242424242424246767676767676767676767414141414141414141414141414141 % 232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272 ) = 221739130434783466229 218480456741330530452310979373787594652050938507968282844633293622705377241918268282878803557473517786621899116853
ok 141 - ADB * B + 2 * AMB - AMB == A
ok 142 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 221739130434783466229 != 221739130434783466229 ($B=232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272)
# ADB->[-1]: 2217391 B->[-1]: 23
ok 143 - ADB * A + 2 * AMB - AMB == B
# +2 * 232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272 = 464646464646464646464721212121212082825050505050518383838383838383838383838236363637595959595959595959595959454544
# -232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272 = 232323232323232323232360606060606041412525252525259191919191919191919191919118181818797979797979797979797979727272
ok 144 - ADB * A/A == ADB
# A 828282828282
# B 4343434343252525252525252525252525252525858589898989898989898989898989
# (828282828282 / 4343434343252525252525252525252525252525858589898989898989898989898989, 828282828282 % 4343434343252525252525252525252525252525858589898989898989898989898989 ) = 0 828282828282
ok 145 - ADB * B + 2 * AMB - AMB == A
ok 146 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=4343434343252525252525252525252525252525858589898989898989898989898989)
# ADB->[-1]: 0 B->[-1]: 4343434
ok 147 - ADB * A + 2 * AMB - AMB == B
# +2 * 590202626265 = 4343434343252525252525252525252525252525858589898989898990489192525254
# -590202626265 = 4343434343252525252525252525252525252525858589898989898989898989898989
ok 148 - ADB * A/A == ADB
# A 17515151515151656565656565656565929292929292929292929292929292838383838383838383777777777777777777171717171717171717171717
# B 96969696969696969696
# (17515151515151656565656565656565929292929292929292929292929292838383838383838383777777777777777777171717171717171717171717 / 96969696969696969696, 17515151515151656565656565656565929292929292929292929292929292838383838383838383777777777777777777171717171717171717171717 % 96969696969696969696 ) = 180625000000001458335139583333336160416684729166666694937500179687500000282708334505208333336160410428 37373737376478781829
ok 149 - ADB * B + 2 * AMB - AMB == A
ok 150 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 180625000000001458335139583333336160416684729166666694937500179687500000282708334505208333336160410428 != 180625000000001458335139583333336160416684729166666694937500179687500000282708334505208333336160410428 ($B=96969696969696969696)
# ADB->[-1]: 1806 B->[-1]: 969696
ok 151 - ADB * A + 2 * AMB - AMB == B
# +2 * 96969696969696969696 = 193939393939393939392
# -96969696969696969696 = 96969696969696969696
ok 152 - ADB * A/A == ADB
# A 9797979797979797979797979797979999999999999999999999999999
# B 7777232323232323232367676767676767673030303030303030303030303030303011666668080808080808080808080808080
# (9797979797979797979797979797979999999999999999999999999999 / 7777232323232323232367676767676767673030303030303030303030303030303011666668080808080808080808080808080, 9797979797979797979797979797979999999999999999999999999999 % 7777232323232323232367676767676767673030303030303030303030303030303011666668080808080808080808080808080 ) = 0 9797979797979797979797979797979999999999999999999999999999
ok 153 - ADB * B + 2 * AMB - AMB == A
ok 154 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=7777232323232323232367676767676767673030303030303030303030303030303011666668080808080808080808080808080)
# ADB->[-1]: 0 B->[-1]: 77772
ok 155 - ADB * A + 2 * AMB - AMB == B
# +2 * 4860980027075666197766417947566229674060189507740508377428 = 7777232323232323232367676767676767673030303035164010330105969228069429614234310482140997588548589185508
# -4860980027075666197766417947566229674060189507740508377428 = 7777232323232323232367676767676767673030303030303030303030303030303011666668080808080808080808080808080
ok 156 - ADB * A/A == ADB
# A 29292929292983838383838318181818181818181818181818
# B 87878787878787848478787878787878787878787878787821212121212121212121212121
# (29292929292983838383838318181818181818181818181818 / 87878787878787848478787878787878787878787878787821212121212121212121212121, 29292929292983838383838318181818181818181818181818 % 87878787878787848478787878787878787878787878787821212121212121212121212121 ) = 0 29292929292983838383838318181818181818181818181818
ok 157 - ADB * B + 2 * AMB - AMB == A
ok 158 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=87878787878787848478787878787878787878787878787821212121212121212121212121)
# ADB->[-1]: 0 B->[-1]: 8787
ok 159 - ADB * A + 2 * AMB - AMB == B
# +2 * 6778833993835181107977367212121212120196259105541 = 87878787878787848478787885566712781713968986765188424242424241408380317662
# -6778833993835181107977367212121212120196259105541 = 87878787878787848478787878787878787878787878787821212121212121212121212121
ok 160 - ADB * A/A == ADB
# A 54545454545454549696969647474747473232323232323232949494949494945757575757575757575757576767676767676767676767676767
# B 656565656565383838383838383838383838383830303030303030303030303030676767676711111111111111111111117979797979797979797979
# (54545454545454549696969647474747473232323232323232949494949494945757575757575757575757576767676767676767676767676767 / 656565656565383838383838383838383838383830303030303030303030303030676767676711111111111111111111117979797979797979797979, 54545454545454549696969647474747473232323232323232949494949494945757575757575757575757576767676767676767676767676767 % 656565656565383838383838383838383838383830303030303030303030303030676767676711111111111111111111117979797979797979797979 ) = 0 54545454545454549696969647474747473232323232323232949494949494945757575757575757575757576767676767676767676767676767
ok 161 - ADB * B + 2 * AMB - AMB == A
ok 162 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=656565656565383838383838383838383838383830303030303030303030303030676767676711111111111111111111117979797979797979797979)
# ADB->[-1]: 0 B->[-1]: 6
ok 163 - ADB * A + 2 * AMB - AMB == B
# +2 * 2020201747423681414737184848503086355555555548017232323232368592828282771717171717159558585865454545454545454553600 = 656567676767131262065253121023232341470185858585851047535353535399269595959482828282828270669696983434343434343434351579
# -2020201747423681414737184848503086355555555548017232323232368592828282771717171717159558585865454545454545454553600 = 656565656565383838383838383838383838383830303030303030303030303030676767676711111111111111111111117979797979797979797979
ok 164 - ADB * A/A == ADB
# A 444444444444448113131313131377777777777777303030303030303030303030
# B 64646464646464646439393939393939393939393939393636363636363636363636363676767687878787878787878787
# (444444444444448113131313131377777777777777303030303030303030303030 / 64646464646464646439393939393939393939393939393636363636363636363636363676767687878787878787878787, 444444444444448113131313131377777777777777303030303030303030303030 % 64646464646464646439393939393939393939393939393636363636363636363636363676767687878787878787878787 ) = 0 444444444444448113131313131377777777777777303030303030303030303030
ok 165 - ADB * B + 2 * AMB - AMB == A
ok 166 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=64646464646464646439393939393939393939393939393636363636363636363636363676767687878787878787878787)
# ADB->[-1]: 0 B->[-1]: 6464646
ok 167 - ADB * A + 2 * AMB - AMB == B
# +2 * 250187828888160252208030877417086194835672996337652674993739039917 = 64646464646464646439393939393939644127222827553888571667241053449831199349764025531462872526918704
# -250187828888160252208030877417086194835672996337652674993739039917 = 64646464646464646439393939393939393939393939393636363636363636363636363676767687878787878787878787
ok 168 - ADB * A/A == ADB
# A 66666666999999999940404040404040
# B 383838797979797979799393939393939393939393939393936565656565363636797979796161616161616161616161616161617
# (66666666999999999940404040404040 / 383838797979797979799393939393939393939393939393936565656565363636797979796161616161616161616161616161617, 66666666999999999940404040404040 % 383838797979797979799393939393939393939393939393936565656565363636797979796161616161616161616161616161617 ) = 0 66666666999999999940404040404040
ok 169 - ADB * B + 2 * AMB - AMB == A
ok 170 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=383838797979797979799393939393939393939393939393936565656565363636797979796161616161616161616161616161617)
# ADB->[-1]: 0 B->[-1]: 3838387
ok 171 - ADB * A + 2 * AMB - AMB == B
# +2 * 20802639411321519456042486513777 = 383838797979797979799393939393939393939393939393936565656565363636797979816964255572937681072204102675394
# -20802639411321519456042486513777 = 383838797979797979799393939393939393939393939393936565656565363636797979796161616161616161616161616161617
ok 172 - ADB * A/A == ADB
# A 4242424242424242424242424242
# B 48484848484848484848484848482323232323232323232323
# (4242424242424242424242424242 / 48484848484848484848484848482323232323232323232323, 4242424242424242424242424242 % 48484848484848484848484848482323232323232323232323 ) = 0 4242424242424242424242424242
ok 173 - ADB * B + 2 * AMB - AMB == A
ok 174 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=48484848484848484848484848482323232323232323232323)
# ADB->[-1]: 0 B->[-1]: 4
ok 175 - ADB * A + 2 * AMB - AMB == B
# +2 * 2424244747474747474747474747 = 48484848484848484848487272727070707070707070707070
# -2424244747474747474747474747 = 48484848484848484848484848482323232323232323232323
ok 176 - ADB * A/A == ADB
# A 6262404040404040656565131313131397979797979777779838383838383838383838383838
# B 5858585858575757414141411515151414141414141414141414149619191919191999998999999999999999333333333333333
# (6262404040404040656565131313131397979797979777779838383838383838383838383838 / 5858585858575757414141411515151414141414141414141414149619191919191999998999999999999999333333333333333, 6262404040404040656565131313131397979797979777779838383838383838383838383838 % 5858585858575757414141411515151414141414141414141414149619191919191999998999999999999999333333333333333 ) = 0 6262404040404040656565131313131397979797979777779838383838383838383838383838
ok 177 - ADB * B + 2 * AMB - AMB == A
ok 178 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=5858585858575757414141411515151414141414141414141414149619191919191999998999999999999999333333333333333)
# ADB->[-1]: 0 B->[-1]: 58585
ok 179 - ADB * A + 2 * AMB - AMB == B
# +2 * 1729496703987132031451341916159452041518897879985126764126624126218673263207 = 5858585858575757414141411516880910845401273445592756065778643960710897878985126764126623459552006596540
# -1729496703987132031451341916159452041518897879985126764126624126218673263207 = 5858585858575757414141411515151414141414141414141414149619191919191999998999999999999999333333333333333
ok 180 - ADB * A/A == ADB
# A 33331616161616161616165757575757574444444444
# B 303030181818181818181818181818186262626211111111111121212121212121515151515151515151515151515
# (33331616161616161616165757575757574444444444 / 303030181818181818181818181818186262626211111111111121212121212121515151515151515151515151515, 33331616161616161616165757575757574444444444 % 303030181818181818181818181818186262626211111111111121212121212121515151515151515151515151515 ) = 0 33331616161616161616165757575757574444444444
ok 181 - ADB * B + 2 * AMB - AMB == A
ok 182 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=303030181818181818181818181818186262626211111111111121212121212121515151515151515151515151515)
# ADB->[-1]: 0 B->[-1]: 30
ok 183 - ADB * A + 2 * AMB - AMB == B
# +2 * 13262658758564202884556509988886453099741723 = 303030181818181818181818181818186262626211111111124383870879776324399708025140401604614893238
# -13262658758564202884556509988886453099741723 = 303030181818181818181818181818186262626211111111111121212121212121515151515151515151515151515
ok 184 - ADB * A/A == ADB
# A 131313131313131313131313133535353535353535353535353131313131313131313131313157575757575757
# B 191919191919196565656549494949494911121212121212121252529999911111919191919888888888888888888888888888080803434343434343434343434
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
ok 185 - ADB * B + 2 * AMB - AMB == A
ok 186 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=191919191919196565656549494949494911121212121212121252529999911111919191919888888888888888888888888888080803434343434343434343434)
# ADB->[-1]: 0 B->[-1]: 191
ok 187 - ADB * A + 2 * AMB - AMB == B
# +2 * 97746698020887913420559335524475475396067180564491629370632602814463115607014042196950865 = 191919191919196565656549494949494911121309867910142140443420470447443667395284956069453380518259521490895266549950448385631294299
# -97746698020887913420559335524475475396067180564491629370632602814463115607014042196950865 = 191919191919196565656549494949494911121212121212121252529999911111919191919888888888888888888888888888080803434343434343434343434
ok 188 - ADB * A/A == ADB
# A 37373737373785858585858591919191777777772020202020202020202020939393939393939393939393
# B 333333359595959595959596673737373737373737373202020202020202020202071
# (37373737373785858585858591919191777777772020202020202020202020939393939393939393939393 / 333333359595959595959596673737373737373737373202020202020202020202071, 37373737373785858585858591919191777777772020202020202020202020939393939393939393939393 % 333333359595959595959596673737373737373737373202020202020202020202071 ) = 112121203287565801 195241515889201147162598982888307310850919065919186223661299664965522
ok 189 - ADB * B + 2 * AMB - AMB == A
ok 190 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 112121203287565801 != 112121203287565801 ($B=333333359595959595959596673737373737373737373202020202020202020202071)
# ADB->[-1]: 1121 B->[-1]: 333333
ok 191 - ADB * A + 2 * AMB - AMB == B
# +2 * 333333359595959595959596673737373737373737373202020202020202020202071 = 666666719191919191919193347474747474747474746404040404040404040404142
# -333333359595959595959596673737373737373737373202020202020202020202071 = 333333359595959595959596673737373737373737373202020202020202020202071
ok 192 - ADB * A/A == ADB
# A 8888888885757575799999999999994848484848484848484848
# B 75757575757575757575757575757597979797979797979797979797921111111111111111888888888888888888888888
# (8888888885757575799999999999994848484848484848484848 / 75757575757575757575757575757597979797979797979797979797921111111111111111888888888888888888888888, 8888888885757575799999999999994848484848484848484848 % 75757575757575757575757575757597979797979797979797979797921111111111111111888888888888888888888888 ) = 0 8888888885757575799999999999994848484848484848484848
ok 193 - ADB * B + 2 * AMB - AMB == A
ok 194 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=75757575757575757575757575757597979797979797979797979797921111111111111111888888888888888888888888)
# ADB->[-1]: 0 B->[-1]: 7575757
ok 195 - ADB * A + 2 * AMB - AMB == B
# +2 * 6778848304885723308723926457199788594745138927594888 = 75757575757575757575757575757597979797979797986576828102806834419835037569088677483634027816483776
# -6778848304885723308723926457199788594745138927594888 = 75757575757575757575757575757597979797979797979797979797921111111111111111888888888888888888888888
ok 196 - ADB * A/A == ADB
# A 19191919191919193434343434343497979797974747474747474747474747474747475454545454545454
# B 292929295858585858585858581111111111111111117171717171717171717171
# (19191919191919193434343434343497979797974747474747474747474747474747475454545454545454 / 292929295858585858585858581111111111111111117171717171717171717171, 19191919191919193434343434343497979797974747474747474747474747474747475454545454545454 % 292929295858585858585858581111111111111111117171717171717171717171 ) = 65517240724137942758 181784151307102427720535928784399651689235810147997920115290847836
ok 197 - ADB * B + 2 * AMB - AMB == A
ok 198 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 65517240724137942758 != 65517240724137942758 ($B=292929295858585858585858581111111111111111117171717171717171717171)
# ADB->[-1]: 655172 B->[-1]: 292
ok 199 - ADB * A + 2 * AMB - AMB == B
# +2 * 292929295858585858585858581111111111111111117171717171717171717171 = 585858591717171717171717162222222222222222234343434343434343434342
# -292929295858585858585858581111111111111111117171717171717171717171 = 292929295858585858585858581111111111111111117171717171717171717171
ok 200 - ADB * A/A == ADB
# A 603535353535353535356363636363636363636363989898
# B 131313134141414141414141414141181830303030101010101010101010101010101073737373737373735252521313131332323232323232
# (603535353535353535356363636363636363636363989898 / 131313134141414141414141414141181830303030101010101010101010101010101073737373737373735252521313131332323232323232, 603535353535353535356363636363636363636363989898 % 131313134141414141414141414141181830303030101010101010101010101010101073737373737373735252521313131332323232323232 ) = 0 603535353535353535356363636363636363636363989898
ok 201 - ADB * B + 2 * AMB - AMB == A
ok 202 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=131313134141414141414141414141181830303030101010101010101010101010101073737373737373735252521313131332323232323232)
# ADB->[-1]: 0 B->[-1]: 13
ok 203 - ADB * A + 2 * AMB - AMB == B
# +2 * 255959543149770554436296403882016695833189088564 = 131313134141414141414141414141181830303030101010101010101010101010357033280523507928171548925195148028156421411796
# -255959543149770554436296403882016695833189088564 = 131313134141414141414141414141181830303030101010101010101010101010101073737373737373735252521313131332323232323232
ok 204 - ADB * A/A == ADB
# A 55818181818181818181350005555555555555555555555898989898989898989898989898989
# B 717171717177777777777777775858585858585858585858585858414141
# (55818181818181818181350005555555555555555555555898989898989898989898989898989 / 717171717177777777777777775858585858585858585858585858414141, 55818181818181818181350005555555555555555555555898989898989898989898989898989 % 717171717177777777777777775858585858585858585858585858414141 ) = 77830985914835231 74795448749372599230491857475090909104274039915380014497418
ok 205 - ADB * B + 2 * AMB - AMB == A
ok 206 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 77830985914835231 != 77830985914835231 ($B=717171717177777777777777775858585858585858585858585858414141)
# ADB->[-1]: 778 B->[-1]: 7171
ok 207 - ADB * A + 2 * AMB - AMB == B
# +2 * 717171717177777777777777775858585858585858585858585858414141 = 1434343434355555555555555551717171717171717171717171716828282
# -717171717177777777777777775858585858585858585858585858414141 = 717171717177777777777777775858585858585858585858585858414141
ok 208 - ADB * A/A == ADB
# A 686868686363636363636363636363
# B 727272727272727272727284848484808080808080808080807676767676767676767676717171717171717171717474744646464646464646464646464646
# (686868686363636363636363636363 / 727272727272727272727284848484808080808080808080807676767676767676767676717171717171717171717474744646464646464646464646464646, 686868686363636363636363636363 % 727272727272727272727284848484808080808080808080807676767676767676767676717171717171717171717474744646464646464646464646464646 ) = 0 686868686363636363636363636363
ok 209 - ADB * B + 2 * AMB - AMB == A
ok 210 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=727272727272727272727284848484808080808080808080807676767676767676767676717171717171717171717474744646464646464646464646464646)
# ADB->[-1]: 0 B->[-1]: 7272727
ok 211 - ADB * A + 2 * AMB - AMB == B
# +2 * 103088553692934166126600887619 = 727272727272727272727284848484808080808080808080807676767676767676767676717171717171717171717474847735018339398812591247352265
# -103088553692934166126600887619 = 727272727272727272727284848484808080808080808080807676767676767676767676717171717171717171717474744646464646464646464646464646
ok 212 - ADB * A/A == ADB
# A 8484848484848484848484847772525252525252525252587878787878787878787876547474747474747474747474751515151516060606060606060606060
# B 525252525252525252525252525151515151515151515353
# (8484848484848484848484847772525252525252525252587878787878787878787876547474747474747474747474751515151516060606060606060606060 / 525252525252525252525252525151515151515151515353, 8484848484848484848484847772525252525252525252587878787878787878787876547474747474747474747474751515151516060606060606060606060 % 525252525252525252525252525151515151515151515353 ) = 16153846153846153846153844800798816568047337272029186130331133363677738628437651 153742132293652642530733954371663839874530850257
ok 213 - ADB * B + 2 * AMB - AMB == A
ok 214 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 16153846153846153846153844800798816568047337272029186130331133363677738628437651 != 16153846153846153846153844800798816568047337272029186130331133363677738628437651 ($B=525252525252525252525252525151515151515151515353)
# ADB->[-1]: 161 B->[-1]: 525252
ok 215 - ADB * A + 2 * AMB - AMB == B
# +2 * 525252525252525252525252525151515151515151515353 = 1050505050505050505050505050303030303030303030706
# -525252525252525252525252525151515151515151515353 = 525252525252525252525252525151515151515151515353
ok 216 - ADB * A/A == ADB
# A 27272727272727272727272727565656565672725050505050505050505050506464644848484848464692929292929292929292
# B 50505050437373737919191911515151515151515151515
# (27272727272727272727272727565656565672725050505050505050505050506464644848484848464692929292929292929292 / 50505050437373737919191911515151515151515151515, 27272727272727272727272727565656565672725050505050505050505050506464644848484848464692929292929292929292 % 50505050437373737919191911515151515151515151515 ) = 540000000723599995137624073549536421377194071230925884107 22806300822834291201161269144019303721857457187
ok 217 - ADB * B + 2 * AMB - AMB == A
ok 218 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 540000000723599995137624073549536421377194071230925884107 != 540000000723599995137624073549536421377194071230925884107 ($B=50505050437373737919191911515151515151515151515)
# ADB->[-1]: 5 B->[-1]: 50505
ok 219 - ADB * A + 2 * AMB - AMB == B
# +2 * 50505050437373737919191911515151515151515151515 = 101010100874747475838383823030303030303030303030
# -50505050437373737919191911515151515151515151515 = 50505050437373737919191911515151515151515151515
ok 220 - ADB * A/A == ADB
# A 222222222222222222222323234040404040404071717171717171717171714444449494949494949494949494943131313131
# B 7171717171717171717171717131313131313131313131313131313163636369696969696969
# (222222222222222222222323234040404040404071717171717171717171714444449494949494949494949494943131313131 / 7171717171717171717171717131313131313131313131313131313163636369696969696969, 222222222222222222222323234040404040404071717171717171717171714444449494949494949494949494943131313131 % 7171717171717171717171717131313131313131313131313131313163636369696969696969 ) = 30985915492957746478887324 2565087494664990766823730262625261058402338241570657077818551713978555992175
ok 221 - ADB * B + 2 * AMB - AMB == A
ok 222 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 30985915492957746478887324 != 30985915492957746478887324 ($B=7171717171717171717171717131313131313131313131313131313163636369696969696969)
# ADB->[-1]: 30985 B->[-1]: 717171
ok 223 - ADB * A + 2 * AMB - AMB == B
# +2 * 7171717171717171717171717131313131313131313131313131313163636369696969696969 = 14343434343434343434343434262626262626262626262626262626327272739393939393938
# -7171717171717171717171717131313131313131313131313131313163636369696969696969 = 7171717171717171717171717131313131313131313131313131313163636369696969696969
ok 224 - ADB * A/A == ADB
# A 626262626262626262626262171717171717171717171515151500000000
# B 141414141414141010101010101010101010
# (626262626262626262626262171717171717171717171515151500000000 / 141414141414141010101010101010101010, 626262626262626262626262171717171717171717171515151500000000 % 141414141414141010101010101010101010 ) = 4428571428571441224489792 99572211915514805194603175866110080
ok 225 - ADB * B + 2 * AMB - AMB == A
ok 226 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 4428571428571441224489792 != 4428571428571441224489792 ($B=141414141414141010101010101010101010)
# ADB->[-1]: 4428 B->[-1]: 1
ok 227 - ADB * A + 2 * AMB - AMB == B
# +2 * 141414141414141010101010101010101010 = 282828282828282020202020202020202020
# -141414141414141010101010101010101010 = 141414141414141010101010101010101010
ok 228 - ADB * A/A == ADB
# A 101010101010555555555555555555555570707070707070704545454545454545949494949413131313131313131313131313
# B 65656565656565656565658383838383838383838383838383
# (101010101010555555555555555555555570707070707070704545454545454545949494949413131313131313131313131313 / 65656565656565656565658383838383838383838383838383, 101010101010555555555555555555555570707070707070704545454545454545949494949413131313131313131313131313 % 65656565656565656565658383838383838383838383838383 ) = 1538461538468461538461495857988165719526627220114683 3257355334236940117789980939573280007172315853724
ok 229 - ADB * B + 2 * AMB - AMB == A
ok 230 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1538461538468461538461495857988165719526627220114683 != 1538461538468461538461495857988165719526627220114683 ($B=65656565656565656565658383838383838383838383838383)
# ADB->[-1]: 153 B->[-1]: 6
ok 231 - ADB * A + 2 * AMB - AMB == B
# +2 * 65656565656565656565658383838383838383838383838383 = 131313131313131313131316767676767676767676767676766
# -65656565656565656565658383838383838383838383838383 = 65656565656565656565658383838383838383838383838383
ok 232 - ADB * A/A == ADB
# A 9696969696969696969629292929858585858585855151515151515151515151515183838356565656569740404040404040
# B 747474747474747474747448484895959595959595954747474444444444444433333333333333333333338989898989898989898989898989
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
ok 233 - ADB * B + 2 * AMB - AMB == A
ok 234 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=747474747474747474747448484895959595959595954747474444444444444433333333333333333333338989898989898989898989898989)
# ADB->[-1]: 0 B->[-1]: 74
ok 235 - ADB * A + 2 * AMB - AMB == B
# +2 * 3232328422811451683479124579573013467710436565656554542962965065235700700952609427610820033670033669 = 747474747474750707075871296347643075084175527760942154881010100987876296298398569034039942508417509809932659932658
# -3232328422811451683479124579573013467710436565656554542962965065235700700952609427610820033670033669 = 747474747474747474747448484895959595959595954747474444444444444433333333333333333333338989898989898989898989898989
ok 236 - ADB * A/A == ADB
# A 707046464646464646464646464646
# B 54545454545454545454545454549624242424242424222222222222222285858585858585858585858585858540404040404040404040403131313131313131313131313131
# (707046464646464646464646464646 / 54545454545454545454545454549624242424242424222222222222222285858585858585858585858585858540404040404040404040403131313131313131313131313131, 707046464646464646464646464646 % 54545454545454545454545454549624242424242424222222222222222285858585858585858585858585858540404040404040404040403131313131313131313131313131 ) = 0 707046464646464646464646464646
ok 237 - ADB * B + 2 * AMB - AMB == A
ok 238 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=54545454545454545454545454549624242424242424222222222222222285858585858585858585858585858540404040404040404040403131313131313131313131313131)
# ADB->[-1]: 0 B->[-1]: 5454545
ok 239 - ADB * A + 2 * AMB - AMB == B
# +2 * 324132553377038337342258313095 = 54545454545454545454545454549624242424242424222222222222222285858585858585858585858585858540404040404040404040727263866508351468655389626226
# -324132553377038337342258313095 = 54545454545454545454545454549624242424242424222222222222222285858585858585858585858585858540404040404040404040403131313131313131313131313131
ok 240 - ADB * A/A == ADB
# A 29292929292929727272727272727272727272727224242424242424242424242424
# B 12121212121212111111111111111111111111111111
# (29292929292929727272727272727272727272727224242424242424242424242424 / 12121212121212111111111111111111111111111111, 29292929292929727272727272727272727272727224242424242424242424242424 % 12121212121212111111111111111111111111111111 ) = 2416666666666704513888888 10774793069584727224510942760942765148007856
ok 241 - ADB * B + 2 * AMB - AMB == A
ok 242 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 2416666666666704513888888 != 2416666666666704513888888 ($B=12121212121212111111111111111111111111111111)
# ADB->[-1]: 2416 B->[-1]: 12
ok 243 - ADB * A + 2 * AMB - AMB == B
# +2 * 12121212121212111111111111111111111111111111 = 24242424242424222222222222222222222222222222
# -12121212121212111111111111111111111111111111 = 12121212121212111111111111111111111111111111
ok 244 - ADB * A/A == ADB
# A 8181252525252525252525373737373737373737373737
# B 2020204158888888888888888888888
# (8181252525252525252525373737373737373737373737 / 2020204158888888888888888888888, 8181252525252525252525373737373737373737373737 % 2020204158888888888888888888888 ) = 4049715712768460 1369030062626266226009926501257
ok 245 - ADB * B + 2 * AMB - AMB == A
ok 246 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 4049715712768460 != 4049715712768460 ($B=2020204158888888888888888888888)
# ADB->[-1]: 40 B->[-1]: 202
ok 247 - ADB * A + 2 * AMB - AMB == B
# +2 * 2020204158888888888888888888888 = 4040408317777777777777777777776
# -2020204158888888888888888888888 = 2020204158888888888888888888888
ok 248 - ADB * A/A == ADB
# A 73737373737373313131313131313131878787878787878787878787872828282828282833333333333333333333333333339494949494949494949494949433333333333
# B 436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515
# (73737373737373313131313131313131878787878787878787878787872828282828282833333333333333333333333333339494949494949494949494949433333333333 / 436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515, 73737373737373313131313131313131878787878787878787878787872828282828282833333333333333333333333333339494949494949494949494949433333333333 % 436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515 ) = 168747110494682339343504392 21010530305365238072673101799417345771795631511982898564937399601680232754356859580574468754115355848385379453
ok 249 - ADB * B + 2 * AMB - AMB == A
ok 250 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 168747110494682339343504392 != 168747110494682339343504392 ($B=436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515)
# ADB->[-1]: 168747 B->[-1]: 436969
ok 251 - ADB * A + 2 * AMB - AMB == B
# +2 * 436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515 = 873939393939393939393939393939395555555555777777777777777777776585858585858580000000000003030303030303030303030
# -436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515 = 436969696969696969696969696969697777777777888888888888888888888292929292929290000000000001515151515151515151515
ok 252 - ADB * A/A == ADB
# A 3030
# B 656565656565656565656565484848838383838383838383833838383838383838383838383838868080808080474747474747478383838383191919191919
# (3030 / 656565656565656565656565484848838383838383838383833838383838383838383838383838868080808080474747474747478383838383191919191919, 3030 % 656565656565656565656565484848838383838383838383833838383838383838383838383838868080808080474747474747478383838383191919191919 ) = 0 3030
ok 253 - ADB * B + 2 * AMB - AMB == A
ok 254 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=656565656565656565656565484848838383838383838383833838383838383838383838383838868080808080474747474747478383838383191919191919)
# ADB->[-1]: 0 B->[-1]: 6565656
ok 255 - ADB * A + 2 * AMB - AMB == B
# +2 * 2199 = 656565656565656565656565484848838383838383838383833838383838383838383838383838868080808080474747474747478383838383191919194118
# -2199 = 656565656565656565656565484848838383838383838383833838383838383838383838383838868080808080474747474747478383838383191919191919
ok 256 - ADB * A/A == ADB
# A 454545272727272727272727272727
# B 51515151515151222222222222222222222222222269692222222222222226663636363636363636363636363636392929292929292929292
# (454545272727272727272727272727 / 51515151515151222222222222222222222222222269692222222222222226663636363636363636363636363636392929292929292929292, 454545272727272727272727272727 % 51515151515151222222222222222222222222222269692222222222222226663636363636363636363636363636392929292929292929292 ) = 0 454545272727272727272727272727
ok 257 - ADB * B + 2 * AMB - AMB == A
ok 258 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=51515151515151222222222222222222222222222269692222222222222226663636363636363636363636363636392929292929292929292)
# ADB->[-1]: 0 B->[-1]: 5
ok 259 - ADB * A + 2 * AMB - AMB == B
# +2 * 277584575673779434917927875773 = 51515151515151222222222222222222222222222269692222222222222226663636363636363636363913948212066708727847220805065
# -277584575673779434917927875773 = 51515151515151222222222222222222222222222269692222222222222226663636363636363636363636363636392929292929292929292
ok 260 - ADB * A/A == ADB
# A 262626262626262626262626
# B 5674525252525252525244444442323232323232323232323232323363636363636363636363636
# (262626262626262626262626 / 5674525252525252525244444442323232323232323232323232323363636363636363636363636, 262626262626262626262626 % 5674525252525252525244444442323232323232323232323232323363636363636363636363636 ) = 0 262626262626262626262626
ok 261 - ADB * B + 2 * AMB - AMB == A
ok 262 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=5674525252525252525244444442323232323232323232323232323363636363636363636363636)
# ADB->[-1]: 0 B->[-1]: 56
ok 263 - ADB * A + 2 * AMB - AMB == B
# +2 * 171717171717163642036040 = 5674525252525252525244444442323232323232323232323232323535353535353527278399676
# -171717171717163642036040 = 5674525252525252525244444442323232323232323232323232323363636363636363636363636
ok 264 - ADB * A/A == ADB
# A 8888888888888888969696969696
# B 88888888888888888888888888777774242424278222222222222222222959595959595959595959570707070707070
# (8888888888888888969696969696 / 88888888888888888888888888777774242424278222222222222222222959595959595959595959570707070707070, 8888888888888888969696969696 % 88888888888888888888888888777774242424278222222222222222222959595959595959595959570707070707070 ) = 0 8888888888888888969696969696
ok 265 - ADB * B + 2 * AMB - AMB == A
ok 266 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=88888888888888888888888888777774242424278222222222222222222959595959595959595959570707070707070)
# ADB->[-1]: 0 B->[-1]: 8888
ok 267 - ADB * A + 2 * AMB - AMB == B
# +2 * 4258774281415635380774523262 = 88888888888888888888888888777774242424278222222222222222222959595963854733877375206087845230332
# -4258774281415635380774523262 = 88888888888888888888888888777774242424278222222222222222222959595959595959595959570707070707070
ok 268 - ADB * A/A == ADB
# A 7373737373737373737373565656561010101010101010108383838383838383838383838333333333333333333333333333
# B 2020767676767649494949494949494949494949494939393939393939393939393939181818767676767999999999997373738989898989892020202020202020
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
ok 269 - ADB * B + 2 * AMB - AMB == A
ok 270 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=2020767676767649494949494949494949494949494939393939393939393939393939181818767676767999999999997373738989898989892020202020202020)
# ADB->[-1]: 0 B->[-1]: 2020
ok 271 - ADB * A + 2 * AMB - AMB == B
# +2 * 3456838440570058213009680961194774747474488308990975508832800608825702240339670679388504220287169526 = 2020767676767649494949494949498406333390064997606949074900588714141413670127758652276832800608823075979329569669280524422307371546
# -3456838440570058213009680961194774747474488308990975508832800608825702240339670679388504220287169526 = 2020767676767649494949494949494949494949494939393939393939393939393939181818767676767999999999997373738989898989892020202020202020
ok 272 - ADB * A/A == ADB
# A 60606060606060606060606060979797971111111111115454543131319191919191919191919191919191
# B 3737379929292929292929292929292994949494949494
# (60606060606060606060606060979797971111111111115454543131319191919191919191919191919191 / 3737379929292929292929292929292994949494949494, 60606060606060606060606060979797971111111111115454543131319191919191919191919191919191 % 3737379929292929292929292929292994949494949494 ) = 16216189349934941864542262358359643406237 1286884355576203930860581664970921068752325113
ok 273 - ADB * B + 2 * AMB - AMB == A
ok 274 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 16216189349934941864542262358359643406237 != 16216189349934941864542262358359643406237 ($B=3737379929292929292929292929292994949494949494)
# ADB->[-1]: 162161 B->[-1]: 3737
ok 275 - ADB * A + 2 * AMB - AMB == B
# +2 * 3737379929292929292929292929292994949494949494 = 7474759858585858585858585858585989898989898988
# -3737379929292929292929292929292994949494949494 = 3737379929292929292929292929292994949494949494
ok 276 - ADB * A/A == ADB
# A 848484848484848484848484846818181818181818333333333242424242424242424242424
# B 43434343434325252525258080808080808080808080
# (848484848484848484848484846818181818181818333333333242424242424242424242424 / 43434343434325252525258080808080808080808080, 848484848484848484848484846818181818181818333333333242424242424242424242424 % 43434343434325252525258080808080808080808080 ) = 19534883720938409951322545299271 5701576418959220970602273462586927309332744
ok 277 - ADB * B + 2 * AMB - AMB == A
ok 278 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 19534883720938409951322545299271 != 19534883720938409951322545299271 ($B=43434343434325252525258080808080808080808080)
# ADB->[-1]: 1953 B->[-1]: 43
ok 279 - ADB * A + 2 * AMB - AMB == B
# +2 * 43434343434325252525258080808080808080808080 = 86868686868650505050516161616161616161616160
# -43434343434325252525258080808080808080808080 = 43434343434325252525258080808080808080808080
ok 280 - ADB * A/A == ADB
# A 272727272727272727565656565656568787878787873333333939393939393
# B 1717171717171769696969696969696999999999999999
# (272727272727272727565656565656568787878787873333333939393939393 / 1717171717171769696969696969696999999999999999, 272727272727272727565656565656568787878787873333333939393939393 % 1717171717171769696969696969696999999999999999 ) = 158823529411759847 1582293523725206399286987517133157468805699240
ok 281 - ADB * B + 2 * AMB - AMB == A
ok 282 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 158823529411759847 != 158823529411759847 ($B=1717171717171769696969696969696999999999999999)
# ADB->[-1]: 1588 B->[-1]: 1717
ok 283 - ADB * A + 2 * AMB - AMB == B
# +2 * 1717171717171769696969696969696999999999999999 = 3434343434343539393939393939393999999999999998
# -1717171717171769696969696969696999999999999999 = 1717171717171769696969696969696999999999999999
ok 284 - ADB * A/A == ADB
# A 575757575757575757989898989898989898989898984242424242
# B 4444444451519595959595424242424242424242424242424242727272727272727272727272757575757575484848484848484848488383838383838383838383838383
# (575757575757575757989898989898989898989898984242424242 / 4444444451519595959595424242424242424242424242424242727272727272727272727272757575757575484848484848484848488383838383838383838383838383, 575757575757575757989898989898989898989898984242424242 % 4444444451519595959595424242424242424242424242424242727272727272727272727272757575757575484848484848484848488383838383838383838383838383 ) = 0 575757575757575757989898989898989898989898984242424242
ok 285 - ADB * B + 2 * AMB - AMB == A
ok 286 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=4444444451519595959595424242424242424242424242424242727272727272727272727272757575757575484848484848484848488383838383838383838383838383)
# ADB->[-1]: 0 B->[-1]: 444
ok 287 - ADB * A + 2 * AMB - AMB == B
# +2 * 158578869459621886296781818305578378296849930629406189 = 4444444451519595959595424242424242424242424242424242727272727272727272727272757575916154354308106734781630306689416762135233769013244572
# -158578869459621886296781818305578378296849930629406189 = 4444444451519595959595424242424242424242424242424242727272727272727272727272757575757575484848484848484848488383838383838383838383838383
ok 288 - ADB * A/A == ADB
# A 5555555555555555555555552929292929292978787878787878787878787878
# B 282828283338787878787878787878787878787877191919191919191919191919192020202020202020202073737373737373737373
# (5555555555555555555555552929292929292978787878787878787878787878 / 282828283338787878787878787878787878787877191919191919191919191919192020202020202020202073737373737373737373, 5555555555555555555555552929292929292978787878787878787878787878 % 282828283338787878787878787878787878787877191919191919191919191919192020202020202020202073737373737373737373 ) = 0 5555555555555555555555552929292929292978787878787878787878787878
ok 289 - ADB * B + 2 * AMB - AMB == A
ok 290 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=282828283338787878787878787878787878787877191919191919191919191919192020202020202020202073737373737373737373)
# ADB->[-1]: 0 B->[-1]: 282
ok 291 - ADB * A + 2 * AMB - AMB == B
# +2 * 4311401202103795523293582030646327029199816417767426363634376545 = 282828283338787878787878787878787878787877196230593121295714715212774050848347231220018491504800101008113918
# -4311401202103795523293582030646327029199816417767426363634376545 = 282828283338787878787878787878787878787877191919191919191919191919192020202020202020202073737373737373737373
ok 292 - ADB * A/A == ADB
# A 5050505050505050505050505050161616161616161616160000000656594949494939393939393939393232323232323232323232323
# B 49494949494949252525252525
# (5050505050505050505050505050161616161616161616160000000656594949494939393939393939393232323232323232323232323 / 49494949494949252525252525, 5050505050505050505050505050161616161616161616160000000656594949494939393939393939393232323232323232323232323 % 49494949494949252525252525 ) = 102040816326531112036651395768103936285056374573590966453181851695837396062084665597 16987701292012419718349898
ok 293 - ADB * B + 2 * AMB - AMB == A
ok 294 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 102040816326531112036651395768103936285056374573590966453181851695837396062084665597 != 102040816326531112036651395768103936285056374573590966453181851695837396062084665597 ($B=49494949494949252525252525)
# ADB->[-1]: 1020408 B->[-1]: 49494
ok 295 - ADB * A + 2 * AMB - AMB == B
# +2 * 49494949494949252525252525 = 98989898989898505050505050
# -49494949494949252525252525 = 49494949494949252525252525
ok 296 - ADB * A/A == ADB
# A 171717171717171717
# B 4242424242424242426464648181818181818181815454545454545454546969696969696969696969696979797979
# (171717171717171717 / 4242424242424242426464648181818181818181815454545454545454546969696969696969696969696979797979, 171717171717171717 % 4242424242424242426464648181818181818181815454545454545454546969696969696969696969696979797979 ) = 0 171717171717171717
ok 297 - ADB * B + 2 * AMB - AMB == A
ok 298 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=4242424242424242426464648181818181818181815454545454545454546969696969696969696969696979797979)
# ADB->[-1]: 0 B->[-1]: 424
ok 299 - ADB * A + 2 * AMB - AMB == B
# +2 * 51010101020208484 = 4242424242424242426464648181818181818181815454545454545454546969696969696969747979798000006463
# -51010101020208484 = 4242424242424242426464648181818181818181815454545454545454546969696969696969696969696979797979
ok 300 - ADB * A/A == ADB
# A 999999999565656565656717171717171717171717171939393939393939393262626262626262626212166666666666666666666
# B 8989898989898989898989890000000000000019191919191919191919197644458585858585858979797979797979797888888887676767676767676767676767676
# (999999999565656565656717171717171717171717171939393939393939393262626262626262626212166666666666666666666 / 8989898989898989898989890000000000000019191919191919191919197644458585858585858979797979797979797888888887676767676767676767676767676, 999999999565656565656717171717171717171717171939393939393939393262626262626262626212166666666666666666666 % 8989898989898989898989890000000000000019191919191919191919197644458585858585858979797979797979797888888887676767676767676767676767676 ) = 0 999999999565656565656717171717171717171717171939393939393939393262626262626262626212166666666666666666666
ok 301 - ADB * B + 2 * AMB - AMB == A
ok 302 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=8989898989898989898989890000000000000019191919191919191919197644458585858585858979797979797979797888888887676767676767676767676767676)
# ADB->[-1]: 0 B->[-1]: 8989898
ok 303 - ADB * A + 2 * AMB - AMB == B
# +2 * 267461896256208410793658809457770811634862995604520239423052902965114564555847552962005970139102581973616 = 8989898989898989898989890000267461896275400329985578001376968456093448854190379219221032700944912453444735229729682737815870258741292
# -267461896256208410793658809457770811634862995604520239423052902965114564555847552962005970139102581973616 = 8989898989898989898989890000000000000019191919191919191919197644458585858585858979797979797979797888888887676767676767676767676767676
ok 304 - ADB * A/A == ADB
# A 33333342424242424274747474747474747474747474646464646464
# B 8080808016161616161616161616161677777777777242424242424242424245555555555551212121212121212121212
# (33333342424242424274747474747474747474747474646464646464 / 8080808016161616161616161616161677777777777242424242424242424245555555555551212121212121212121212, 33333342424242424274747474747474747474747474646464646464 % 8080808016161616161616161616161677777777777242424242424242424245555555555551212121212121212121212 ) = 0 33333342424242424274747474747474747474747474646464646464
ok 305 - ADB * B + 2 * AMB - AMB == A
ok 306 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=8080808016161616161616161616161677777777777242424242424242424245555555555551212121212121212121212)
# ADB->[-1]: 0 B->[-1]: 808080
ok 307 - ADB * A + 2 * AMB - AMB == B
# +2 * 27736813500758101648535081427068811067014463132357304060 = 8080808016161616161616161616161677777777804979237743182344072780636982624362279135675253569425272
# -27736813500758101648535081427068811067014463132357304060 = 8080808016161616161616161616161677777777777242424242424242424245555555555551212121212121212121212
ok 308 - ADB * A/A == ADB
# A 484848484848484848484848489494949494949494949494111111606088888888888888888888737373737373
# B 8080808080808080808080
# (484848484848484848484848489494949494949494949494111111606088888888888888888888737373737373 / 8080808080808080808080, 484848484848484848484848489494949494949494949494111111606088888888888888888888737373737373 % 8080808080808080808080 ) = 60000000000000000000006000575000000000000000599953750061253500000059 8043434392780606060653
ok 309 - ADB * B + 2 * AMB - AMB == A
ok 310 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 60000000000000000000006000575000000000000000599953750061253500000059 != 60000000000000000000006000575000000000000000599953750061253500000059 ($B=8080808080808080808080)
# ADB->[-1]: 60000 B->[-1]: 8
ok 311 - ADB * A + 2 * AMB - AMB == B
# +2 * 8080808080808080808080 = 16161616161616161616160
# -8080808080808080808080 = 8080808080808080808080
ok 312 - ADB * A/A == ADB
# A 505033363636999999999999
# B 5757575757575757
# (505033363636999999999999 / 5757575757575757, 505033363636999999999999 % 5757575757575757 ) = 87716321 303666717170002
ok 313 - ADB * B + 2 * AMB - AMB == A
ok 314 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 87716321 != 87716321 ($B=5757575757575757)
# ADB->[-1]: 8 B->[-1]: 57
ok 315 - ADB * A + 2 * AMB - AMB == B
# +2 * 5757575757575757 = 11515151515151514
# -5757575757575757 = 5757575757575757
ok 316 - ADB * A/A == ADB
# A 7474749292921111111111111111112727272753539494949494949494949494949494941126262626
# B 35
# (7474749292921111111111111111112727272753539494949494949494949494949494941126262626 / 35, 7474749292921111111111111111112727272753539494949494949494949494949494941126262626 % 35 ) = 213564265512031746031746031746077922078672556998556998556998556998556998317893217 31
ok 317 - ADB * B + 2 * AMB - AMB == A
ok 318 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 213564265512031746031746031746077922078672556998556998556998556998556998317893217 != 213564265512031746031746031746077922078672556998556998556998556998556998317893217 ($B=35)
# ADB->[-1]: 2135 B->[-1]: 35
ok 319 - ADB * A + 2 * AMB - AMB == B
# +2 * 35 = 70
# -35 = 35
ok 320 - ADB * A/A == ADB
# A 888888888888888888696969696969692323232323232323232323232323
# B 81818181818181464646494980808053535312656565656565
# (888888888888888888696969696969692323232323232323232323232323 / 81818181818181464646494980808053535312656565656565, 888888888888888888696969696969692323232323232323232323232323 % 81818181818181464646494980808053535312656565656565 ) = 10864197530 70710911392736603317439700780791993978896021947873
ok 321 - ADB * B + 2 * AMB - AMB == A
ok 322 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 10864197530 != 10864197530 ($B=81818181818181464646494980808053535312656565656565)
# ADB->[-1]: 1086 B->[-1]: 8
ok 323 - ADB * A + 2 * AMB - AMB == B
# +2 * 81818181818181464646494980808053535312656565656565 = 163636363636362929292989961616107070625313131313130
# -81818181818181464646494980808053535312656565656565 = 81818181818181464646494980808053535312656565656565
ok 324 - ADB * A/A == ADB
# A 55555555414115151515151515151515151515141414141414646464646464646464646464646490909090909090909090
# B 3838383838888888888888888545454545454545454363636363636363636363679797979797979
# (55555555414115151515151515151515151515141414141414646464646464646464646464646490909090909090909090 / 3838383838888888888888888545454545454545454363636363636363636363679797979797979, 55555555414115151515151515151515151515141414141414646464646464646464646464646490909090909090909090 % 3838383838888888888888888545454545454545454363636363636363636363679797979797979 ) = 14473684171772936293 720744216719816568473072954811768605180336100381446041024041589506561313757243
ok 325 - ADB * B + 2 * AMB - AMB == A
ok 326 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 14473684171772936293 != 14473684171772936293 ($B=3838383838888888888888888545454545454545454363636363636363636363679797979797979)
# ADB->[-1]: 144736 B->[-1]: 38
ok 327 - ADB * A + 2 * AMB - AMB == B
# +2 * 3838383838888888888888888545454545454545454363636363636363636363679797979797979 = 7676767677777777777777777090909090909090908727272727272727272727359595959595958
# -3838383838888888888888888545454545454545454363636363636363636363679797979797979 = 3838383838888888888888888545454545454545454363636363636363636363679797979797979
ok 328 - ADB * A/A == ADB
# A 61616161616161424242424284848484848484848484
# B 424242424242424242424242363636363636363636
# (61616161616161424242424284848484848484848484 / 424242424242424242424242363636363636363636, 61616161616161424242424284848484848484848484 % 424242424242424242424242363636363636363636 ) = 145 101010101009909090909142121212121212121264
ok 329 - ADB * B + 2 * AMB - AMB == A
ok 330 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 145 != 145 ($B=424242424242424242424242363636363636363636)
# ADB->[-1]: 145 B->[-1]: 4242424
ok 331 - ADB * A + 2 * AMB - AMB == B
# +2 * 424242424242424242424242363636363636363636 = 848484848484848484848484727272727272727272
# -424242424242424242424242363636363636363636 = 424242424242424242424242363636363636363636
ok 332 - ADB * A/A == ADB
# A 60606060606060606060606060608888888888888888888888888818181818181878781616161616161616161616
# B 828282
# (60606060606060606060606060608888888888888888888888888818181818181878781616161616161616161616 / 828282, 60606060606060606060606060608888888888888888888888888818181818181878781616161616161616161616 % 828282 ) = 73170804878121951292683000003487808365857146344951222914637548783963410548776402434939 16818
ok 333 - ADB * B + 2 * AMB - AMB == A
ok 334 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 73170804878121951292683000003487808365857146344951222914637548783963410548776402434939 != 73170804878121951292683000003487808365857146344951222914637548783963410548776402434939 ($B=828282)
# ADB->[-1]: 73 B->[-1]: 828282
ok 335 - ADB * A + 2 * AMB - AMB == B
# +2 * 828282 = 1656564
# -828282 = 828282
ok 336 - ADB * A/A == ADB
# A 99999999999999999944454131313131311111111111111464646464646464646464646464646
# B 89898989898989898989636363636363636363636363727535353535338383838383838383838454545457171717188888888888888882929293030303030303030
# (99999999999999999944454131313131311111111111111464646464646464646464646464646 / 89898989898989898989636363636363636363636363727535353535338383838383838383838454545457171717188888888888888882929293030303030303030, 99999999999999999944454131313131311111111111111464646464646464646464646464646 % 89898989898989898989636363636363636363636363727535353535338383838383838383838454545457171717188888888888888882929293030303030303030 ) = 0 99999999999999999944454131313131311111111111111464646464646464646464646464646
ok 337 - ADB * B + 2 * AMB - AMB == A
ok 338 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=89898989898989898989636363636363636363636363727535353535338383838383838383838454545457171717188888888888888882929293030303030303030)
# ADB->[-1]: 0 B->[-1]: 89898
ok 339 - ADB * A + 2 * AMB - AMB == B
# +2 * 87427889692452687666216970512465255756877499860886036154036768553971001946022 = 89898989898989898989636363636363636363636363727535353622766273530836526050055425057922427474066388749774925036966061584274032249052
# -87427889692452687666216970512465255756877499860886036154036768553971001946022 = 89898989898989898989636363636363636363636363727535353535338383838383838383838454545457171717188888888888888882929293030303030303030
ok 340 - ADB * A/A == ADB
# A 131313131313131313989898989898989898989898222222222222969675757575949494949494949494949494941010101010101010
# B 646464646464463939393939393939
# (131313131313131313989898989898989898989898222222222222969675757575949494949494949494949494941010101010101010 / 646464646464463939393939393939, 131313131313131313989898989898989898989898222222222222969675757575949494949494949494949494941010101010101010 % 646464646464463939393939393939 ) = 203125000000057352402343766193216128544609963315413946608071014985116369247032 345421313218555398177155561962
ok 341 - ADB * B + 2 * AMB - AMB == A
ok 342 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 203125000000057352402343766193216128544609963315413946608071014985116369247032 != 203125000000057352402343766193216128544609963315413946608071014985116369247032 ($B=646464646464463939393939393939)
# ADB->[-1]: 2 B->[-1]: 64
ok 343 - ADB * A + 2 * AMB - AMB == B
# +2 * 646464646464463939393939393939 = 1292929292928927878787878787878
# -646464646464463939393939393939 = 646464646464463939393939393939
ok 344 - ADB * A/A == ADB
# A 27272727333333333333333333333333
# B 73636363979797979799999999999992424242424242424242424242424
# (27272727333333333333333333333333 / 73636363979797979799999999999992424242424242424242424242424, 27272727333333333333333333333333 % 73636363979797979799999999999992424242424242424242424242424 ) = 0 27272727333333333333333333333333
ok 345 - ADB * B + 2 * AMB - AMB == A
ok 346 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=73636363979797979799999999999992424242424242424242424242424)
# ADB->[-1]: 0 B->[-1]: 736
ok 347 - ADB * A + 2 * AMB - AMB == B
# +2 * 20207812909093106621768429729403 = 73636363979797979800000000020200237151517349046010853971827
# -20207812909093106621768429729403 = 73636363979797979799999999999992424242424242424242424242424
ok 348 - ADB * A/A == ADB
# A 19191919191919191919191919198989898989898989
# B 45454545459191919117171717171700818181818181534343434343434343434348888888888888888
# (19191919191919191919191919198989898989898989 / 45454545459191919117171717171700818181818181534343434343434343434348888888888888888, 19191919191919191919191919198989898989898989 % 45454545459191919117171717171700818181818181534343434343434343434348888888888888888 ) = 0 19191919191919191919191919198989898989898989
ok 349 - ADB * B + 2 * AMB - AMB == A
ok 350 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=45454545459191919117171717171700818181818181534343434343434343434348888888888888888)
# ADB->[-1]: 0 B->[-1]: 454545
ok 351 - ADB * A + 2 * AMB - AMB == B
# +2 * 17386242902711547589893446625921596508651811 = 45454545459191919117171717171700818181835567777246145891024236880974810485397540699
# -17386242902711547589893446625921596508651811 = 45454545459191919117171717171700818181818181534343434343434343434348888888888888888
ok 352 - ADB * A/A == ADB
# A 91912222222222222222222222226623333333333333333333333333333375757575757575757575757575757588888888181818181
# B 96969696868686865454545471717171714040404040404040404040401414141414141414141442424242424242424242636363636363637272
# (91912222222222222222222222226623333333333333333333333333333375757575757575757575757575757588888888181818181 / 96969696868686865454545471717171714040404040404040404040401414141414141414141442424242424242424242636363636363637272, 91912222222222222222222222226623333333333333333333333333333375757575757575757575757575757588888888181818181 % 96969696868686865454545471717171714040404040404040404040401414141414141414141442424242424242424242636363636363637272 ) = 0 91912222222222222222222222226623333333333333333333333333333375757575757575757575757575757588888888181818181
ok 353 - ADB * B + 2 * AMB - AMB == A
ok 354 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=96969696868686865454545471717171714040404040404040404040401414141414141414141442424242424242424242636363636363637272)
# ADB->[-1]: 0 B->[-1]: 9696
ok 355 - ADB * A + 2 * AMB - AMB == B
# +2 * 23075754343434360601417320459237373737373737373734702716108989898989927272727272713418863937896500863203222 = 96969696891762619797979832318589034499641414141414141414136116857523131313131369696969696955843106574260137226840494
# -23075754343434360601417320459237373737373737373734702716108989898989927272727272713418863937896500863203222 = 96969696868686865454545471717171714040404040404040404040401414141414141414141442424242424242424242636363636363637272
ok 356 - ADB * A/A == ADB
# A 46464646464646464616161616161616161616333333333333333323232323232
# B 393939393939394747474747474747472323232323232323232398989898989898989898989898989898989898
# (46464646464646464616161616161616161616333333333333333323232323232 / 393939393939394747474747474747472323232323232323232398989898989898989898989898989898989898, 46464646464646464616161616161616161616333333333333333323232323232 % 393939393939394747474747474747472323232323232323232398989898989898989898989898989898989898 ) = 0 46464646464646464616161616161616161616333333333333333323232323232
ok 357 - ADB * B + 2 * AMB - AMB == A
ok 358 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=393939393939394747474747474747472323232323232323232398989898989898989898989898989898989898)
# ADB->[-1]: 0 B->[-1]: 393939
ok 359 - ADB * A + 2 * AMB - AMB == B
# +2 * 10188843074386564217830478772899797120584207466019839227406266826 = 393939393939394747474747484936315397618887450153711171889696110483197365009738217305256724
# -10188843074386564217830478772899797120584207466019839227406266826 = 393939393939394747474747474747472323232323232323232398989898989898989898989898989898989898
ok 360 - ADB * A/A == ADB
# A 30303030303030303030307272727272727272727272727272722828666666666666666666666666
# B 1515252525252525565656569292
# (30303030303030303030307272727272727272727272727272722828666666666666666666666666 / 1515252525252525565656569292, 30303030303030303030307272727272727272727272727272722828666666666666666666666666 % 1515252525252525565656569292 ) = 19998666755549625891885496835420589928637041565471080 191273044792890548024591306
ok 361 - ADB * B + 2 * AMB - AMB == A
ok 362 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 19998666755549625891885496835420589928637041565471080 != 19998666755549625891885496835420589928637041565471080 ($B=1515252525252525565656569292)
# ADB->[-1]: 1999 B->[-1]: 1515252
ok 363 - ADB * A + 2 * AMB - AMB == B
# +2 * 1515252525252525565656569292 = 3030505050505051131313138584
# -1515252525252525565656569292 = 1515252525252525565656569292
ok 364 - ADB * A/A == ADB
# A 4040404040
# B 989898989898484848488484848484848484848484343434343434343498989898989898646464641117878565613131313131399993562626262
# (4040404040 / 989898989898484848488484848484848484848484343434343434343498989898989898646464641117878565613131313131399993562626262, 4040404040 % 989898989898484848488484848484848484848484343434343434343498989898989898646464641117878565613131313131399993562626262 ) = 0 4040404040
ok 365 - ADB * B + 2 * AMB - AMB == A
ok 366 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=989898989898484848488484848484848484848484343434343434343498989898989898646464641117878565613131313131399993562626262)
# ADB->[-1]: 0 B->[-1]: 98989
ok 367 - ADB * A + 2 * AMB - AMB == B
# +2 * 75304342 = 989898989898484848488484848484848484848484343434343434343498989898989898646464641117878565613131313131399993637930604
# -75304342 = 989898989898484848488484848484848484848484343434343434343498989898989898646464641117878565613131313131399993562626262
ok 368 - ADB * A/A == ADB
# A 1919191919191919191920202020202020727272727272727272727272727272101016161616161616161616101010101010101010101010
# B 5959595959595959595959
# (1919191919191919191920202020202020727272727272727272727272727272101016161616161616161616101010101010101010101010 / 5959595959595959595959, 1919191919191919191920202020202020727272727272727272727272727272101016161616161616161616101010101010101010101010 % 5959595959595959595959 ) = 322033898305084745762913559322033986440677986271186440686779660913882372881356813559311717 303030303555555549407
ok 369 - ADB * B + 2 * AMB - AMB == A
ok 370 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 322033898305084745762913559322033986440677986271186440686779660913882372881356813559311717 != 322033898305084745762913559322033986440677986271186440686779660913882372881356813559311717 ($B=5959595959595959595959)
# ADB->[-1]: 322033 B->[-1]: 5
ok 371 - ADB * A + 2 * AMB - AMB == B
# +2 * 5959595959595959595959 = 11919191919191919191918
# -5959595959595959595959 = 5959595959595959595959
ok 372 - ADB * A/A == ADB
# A 292929292929292929292929292929291515151515151515151515151515158282828282828282828282827272727272727272727272
# B 8585858585858585858585851919193737373737373737373737
# (292929292929292929292929292929291515151515151515151515151515158282828282828282828282827272727272727272727272 / 8585858585858585858585851919193737373737373737373737, 292929292929292929292929292929291515151515151515151515151515158282828282828282828282827272727272727272727272 % 8585858585858585858585851919193737373737373737373737 ) = 34117647058823529411764732373695032525951557093446176763 7041857259026248782777182776755186466743560176853941
ok 373 - ADB * B + 2 * AMB - AMB == A
ok 374 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 34117647058823529411764732373695032525951557093446176763 != 34117647058823529411764732373695032525951557093446176763 ($B=8585858585858585858585851919193737373737373737373737)
# ADB->[-1]: 3411764 B->[-1]: 858
ok 375 - ADB * A + 2 * AMB - AMB == B
# +2 * 8585858585858585858585851919193737373737373737373737 = 17171717171717171717171703838387474747474747474747474
# -8585858585858585858585851919193737373737373737373737 = 8585858585858585858585851919193737373737373737373737
ok 376 - ADB * A/A == ADB
# A 7373737373737373737474747474747474747474747777777777939393939393939393939393
# B 4646464646464646
# (7373737373737373737474747474747474747474747777777777939393939393939393939393 / 4646464646464646, 7373737373737373737474747474747474747474747777777777939393939393939393939393 % 4646464646464646 ) = 1586956521739130593500000000000015871739130500001587208695658 3233060723232325
ok 377 - ADB * B + 2 * AMB - AMB == A
ok 378 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1586956521739130593500000000000015871739130500001587208695658 != 1586956521739130593500000000000015871739130500001587208695658 ($B=4646464646464646)
# ADB->[-1]: 15869 B->[-1]: 46
ok 379 - ADB * A + 2 * AMB - AMB == B
# +2 * 4646464646464646 = 9292929292929292
# -4646464646464646 = 4646464646464646
ok 380 - ADB * A/A == ADB
# A 9898989898989898989898393636363636363636363636363636367575757575757575757575757575636363636362525252525291919191919180808080
# B 5454545428289494949494363636363636363633333333333333333333333333
# (9898989898989898989898393636363636363636363636363636367575757575757575757575757575636363636362525252525291919191919180808080 / 5454545428289494949494363636363636363633333333333333333333333333, 9898989898989898989898393636363636363636363636363636367575757575757575757575757575636363636362525252525291919191919180808080 % 5454545428289494949494363636363636363633333333333333333333333333 ) = 1814814823550594006385272692254186396920206776358863339747379 1286864101909393444567814360180264670351498694177978206960723873
ok 381 - ADB * B + 2 * AMB - AMB == A
ok 382 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1814814823550594006385272692254186396920206776358863339747379 != 1814814823550594006385272692254186396920206776358863339747379 ($B=5454545428289494949494363636363636363633333333333333333333333333)
# ADB->[-1]: 18148 B->[-1]: 5
ok 383 - ADB * A + 2 * AMB - AMB == B
# +2 * 5454545428289494949494363636363636363633333333333333333333333333 = 10909090856578989898988727272727272727266666666666666666666666666
# -5454545428289494949494363636363636363633333333333333333333333333 = 5454545428289494949494363636363636363633333333333333333333333333
ok 384 - ADB * A/A == ADB
# A 555555898989898989898989898989151515151515151515151599999999999999999999
# B 646464646464
# (555555898989898989898989898989151515151515151515151599999999999999999999 / 646464646464, 555555898989898989898989898989151515151515151515151599999999999999999999 % 646464646464 ) = 859375531250859375531250859374375000859374375000859505625000 555639999999
ok 385 - ADB * B + 2 * AMB - AMB == A
ok 386 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 859375531250859375531250859374375000859374375000859505625000 != 859375531250859375531250859374375000859374375000859505625000 ($B=646464646464)
# ADB->[-1]: 8593 B->[-1]: 64646
ok 387 - ADB * A + 2 * AMB - AMB == B
# +2 * 646464646464 = 1292929292928
# -646464646464 = 646464646464
ok 388 - ADB * A/A == ADB
# A 5454545454545858585858585877777292929292929292929
# B 4040404040404040404040
# (5454545454545858585858585877777292929292929292929 / 4040404040404040404040, 5454545454545858585858585877777292929292929292929 % 4040404040404040404040 ) = 1350000000000100000000135004 3029818222222222276769
ok 389 - ADB * B + 2 * AMB - AMB == A
ok 390 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1350000000000100000000135004 != 1350000000000100000000135004 ($B=4040404040404040404040)
# ADB->[-1]: 1350000 B->[-1]: 4
ok 391 - ADB * A + 2 * AMB - AMB == B
# +2 * 4040404040404040404040 = 8080808080808080808080
# -4040404040404040404040 = 4040404040404040404040
ok 392 - ADB * A/A == ADB
# A 93936161616161616161616161686841414141474715151515151515151515151515
# B 5653535353535337376262626262626264646489898989898989898989898989
# (93936161616161616161616161686841414141474715151515151515151515151515 / 5653535353535337376262626262626264646489898989898989898989898989, 93936161616161616161616161686841414141474715151515151515151515151515 % 5653535353535337376262626262626264646489898989898989898989898989 ) = 16615 2671717171985655012626333306027040045043434343434343434343449280
ok 393 - ADB * B + 2 * AMB - AMB == A
ok 394 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 16615 != 16615 ($B=5653535353535337376262626262626264646489898989898989898989898989)
# ADB->[-1]: 16615 B->[-1]: 5
ok 395 - ADB * A + 2 * AMB - AMB == B
# +2 * 5653535353535337376262626262626264646489898989898989898989898989 = 11307070707070674752525252525252529292979797979797979797979797978
# -5653535353535337376262626262626264646489898989898989898989898989 = 5653535353535337376262626262626264646489898989898989898989898989
ok 396 - ADB * A/A == ADB
# A 505050505093939393939393939393
# B 191919464646464646464621512727272727272727272727787878
# (505050505093939393939393939393 / 191919464646464646464621512727272727272727272727787878, 505050505093939393939393939393 % 191919464646464646464621512727272727272727272727787878 ) = 0 505050505093939393939393939393
ok 397 - ADB * B + 2 * AMB - AMB == A
ok 398 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=191919464646464646464621512727272727272727272727787878)
# ADB->[-1]: 0 B->[-1]: 19191
ok 399 - ADB * A + 2 * AMB - AMB == B
# +2 * 39997125936870878391472043805 = 191919464646464646464621552724398664143605664199831683
# -39997125936870878391472043805 = 191919464646464646464621512727272727272727272727787878
ok 400 - ADB * A/A == ADB
# A 363636363636363636191919191919676767676767676767672020202020202020202056565656
# B 75757575757575757575757585858585858585
# (363636363636363636191919191919676767676767676767672020202020202020202056565656 / 75757575757575757575757585858585858585, 363636363636363636191919191919676767676767676767672020202020202020202056565656 % 75757575757575757575757585858585858585 ) = 4799999999999999997733332693339733333387 55578451180168283575756484180615488261
ok 401 - ADB * B + 2 * AMB - AMB == A
ok 402 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 4799999999999999997733332693339733333387 != 4799999999999999997733332693339733333387 ($B=75757575757575757575757585858585858585)
# ADB->[-1]: 47999 B->[-1]: 757
ok 403 - ADB * A + 2 * AMB - AMB == B
# +2 * 75757575757575757575757585858585858585 = 151515151515151515151515171717171717170
# -75757575757575757575757585858585858585 = 75757575757575757575757585858585858585
ok 404 - ADB * A/A == ADB
# A 3030303046666666666666666666669494949494949494943838383838383838383838387676767676767676
# B 19191919191919191919191919202020202020202097979797979797979797151515
# (3030303046666666666666666666669494949494949494943838383838383838383838387676767676767676 / 19191919191919191919191919202020202020202097979797979797979797151515, 3030303046666666666666666666669494949494949494943838383838383838383838387676767676767676 % 19191919191919191919191919202020202020202097979797979797979797151515 ) = 157894737694736842105 5050503458436992982443859646058086124402065124958179489762360228601
ok 405 - ADB * B + 2 * AMB - AMB == A
ok 406 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 157894737694736842105 != 157894737694736842105 ($B=19191919191919191919191919202020202020202097979797979797979797151515)
# ADB->[-1]: 1578947 B->[-1]: 19191
ok 407 - ADB * A + 2 * AMB - AMB == B
# +2 * 19191919191919191919191919202020202020202097979797979797979797151515 = 38383838383838383838383838404040404040404195959595959595959594303030
# -19191919191919191919191919202020202020202097979797979797979797151515 = 19191919191919191919191919202020202020202097979797979797979797151515
ok 408 - ADB * A/A == ADB
# A 545454545454999999999953535353535353535353
# B 353535353535353535353535356767676767676767676767676767
# (545454545454999999999953535353535353535353 / 353535353535353535353535356767676767676767676767676767, 545454545454999999999953535353535353535353 % 353535353535353535353535356767676767676767676767676767 ) = 0 545454545454999999999953535353535353535353
ok 409 - ADB * B + 2 * AMB - AMB == A
ok 410 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=353535353535353535353535356767676767676767676767676767)
# ADB->[-1]: 0 B->[-1]: 35353
ok 411 - ADB * A + 2 * AMB - AMB == B
# +2 * 331649831680472742237133333333680321735876 = 353535353535685185185215829509913901010101357089412643
# -331649831680472742237133333333680321735876 = 353535353535353535353535356767676767676767676767676767
ok 412 - ADB * A/A == ADB
# A 59837373737373737373737757575757575757583838383837777777777775757575757575757888888888888888303030303030304999999999999999999999
# B 887575757575757575757575757575751717171717171717171717171717
# (59837373737373737373737757575757575757583838383837777777777775757575757575757888888888888888303030303030304999999999999999999999 / 887575757575757575757575757575751717171717171717171717171717, 59837373737373737373737757575757575757583838383837777777777775757575757575757888888888888888303030303030304999999999999999999999 % 887575757575757575757575757575751717171717171717171717171717 ) = 67416638215545692500284943666780916144884090320946741382352653681736 720980294844989434788886431412827369046980753570707021339287
ok 413 - ADB * B + 2 * AMB - AMB == A
ok 414 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 67416638215545692500284943666780916144884090320946741382352653681736 != 67416638215545692500284943666780916144884090320946741382352653681736 ($B=887575757575757575757575757575751717171717171717171717171717)
# ADB->[-1]: 67416 B->[-1]: 8875
ok 415 - ADB * A + 2 * AMB - AMB == B
# +2 * 887575757575757575757575757575751717171717171717171717171717 = 1775151515151515151515151515151503434343434343434343434343434
# -887575757575757575757575757575751717171717171717171717171717 = 887575757575757575757575757575751717171717171717171717171717
ok 416 - ADB * A/A == ADB
# A 39393918686868686868686373737373737830000009191919191919191919191919191
# B 85858585858585858585858588888888888888
# (39393918686868686868686373737373737830000009191919191919191919191919191 / 85858585858585858585858588888888888888, 39393918686868686868686373737373737830000009191919191919191919191919191 % 85858585858585858585858588888888888888 ) = 458823288235294117647053042629766 26006284263285341344378011521896478983
ok 417 - ADB * B + 2 * AMB - AMB == A
ok 418 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 458823288235294117647053042629766 != 458823288235294117647053042629766 ($B=85858585858585858585858588888888888888)
# ADB->[-1]: 45882 B->[-1]: 858
ok 419 - ADB * A + 2 * AMB - AMB == B
# +2 * 85858585858585858585858588888888888888 = 171717171717171717171717177777777777776
# -85858585858585858585858588888888888888 = 85858585858585858585858588888888888888
ok 420 - ADB * A/A == ADB
# A 4343434343433535353535353535808080808080808080808080808080828286868686868686868686868686474747474747474747474747474747793030303030303030303030
# B 6565656565656565656565
# (4343434343433535353535353535808080808080808080808080808080828286868686868686868686868686474747474747474747474747474747793030303030303030303030 / 6565656565656565656565, 4343434343433535353535353535808080808080808080808080808080828286868686868686868686868686474747474747474747474747474747793030303030303030303030 % 6565656565656565656565 ) = 661538461538338461538527692376923064615384622000006923075695385231430769923076800307753852307761538449261544616000006971 3628303034343838388415
ok 421 - ADB * B + 2 * AMB - AMB == A
ok 422 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 661538461538338461538527692376923064615384622000006923075695385231430769923076800307753852307761538449261544616000006971 != 661538461538338461538527692376923064615384622000006923075695385231430769923076800307753852307761538449261544616000006971 ($B=6565656565656565656565)
# ADB->[-1]: 6 B->[-1]: 6
ok 423 - ADB * A + 2 * AMB - AMB == B
# +2 * 6565656565656565656565 = 13131313131313131313130
# -6565656565656565656565 = 6565656565656565656565
ok 424 - ADB * A/A == ADB
# A 88888888888282859595977777777
# B 45454545454545454545454545452323232323232373732222222222222256565656565656616161616161616161
# (88888888888282859595977777777 / 45454545454545454545454545452323232323232373732222222222222256565656565656616161616161616161, 88888888888282859595977777777 % 45454545454545454545454545452323232323232373732222222222222256565656565656616161616161616161 ) = 0 88888888888282859595977777777
ok 425 - ADB * B + 2 * AMB - AMB == A
ok 426 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=45454545454545454545454545452323232323232373732222222222222256565656565656616161616161616161)
# ADB->[-1]: 0 B->[-1]: 4
ok 427 - ADB * A + 2 * AMB - AMB == B
# +2 * 68061052205950619199281536492 = 45454545454545454545454545452323232323232373732222222222222256633717617862566780815443152653
# -68061052205950619199281536492 = 45454545454545454545454545452323232323232373732222222222222256565656565656616161616161616161
ok 428 - ADB * A/A == ADB
# A 34343434343434
# B 81818181818181818181818175757575755252828282343434343434343434343434343434505555555
# (34343434343434 / 81818181818181818181818175757575755252828282343434343434343434343434343434505555555, 34343434343434 % 81818181818181818181818175757575755252828282343434343434343434343434343434505555555 ) = 0 34343434343434
ok 429 - ADB * B + 2 * AMB - AMB == A
ok 430 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=81818181818181818181818175757575755252828282343434343434343434343434343434505555555)
# ADB->[-1]: 0 B->[-1]: 818181
ok 431 - ADB * A + 2 * AMB - AMB == B
# +2 * 14194099192161 = 81818181818181818181818175757575755252828282343434343434343434343434357628604747716
# -14194099192161 = 81818181818181818181818175757575755252828282343434343434343434343434343434505555555
ok 432 - ADB * A/A == ADB
# A 67676767676767676767676767616666625252525252525253737373737373737373737999999999999999
# B 202020202020202020202020202041414141414141414141417979797979797979797979
# (67676767676767676767676767616666625252525252525253737373737373737373737999999999999999 / 202020202020202020202020202041414141414141414141417979797979797979797979, 67676767676767676767676767616666625252525252525253737373737373737373737999999999999999 % 202020202020202020202020202041414141414141414141417979797979797979797979 ) = 334999999999999 202020202020134813089898989920202020128282828282832121213014797979797978
ok 433 - ADB * B + 2 * AMB - AMB == A
ok 434 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 334999999999999 != 334999999999999 ($B=202020202020202020202020202041414141414141414141417979797979797979797979)
# ADB->[-1]: 3 B->[-1]: 20
ok 435 - ADB * A + 2 * AMB - AMB == B
# +2 * 202020202020202020202020202041414141414141414141417979797979797979797979 = 404040404040404040404040404082828282828282828282835959595959595959595958
# -202020202020202020202020202041414141414141414141417979797979797979797979 = 202020202020202020202020202041414141414141414141417979797979797979797979
ok 436 - ADB * A/A == ADB
# A 79797979797979797979797921212112121212121250505050686868686868686868
# B 898989898989898989
# (79797979797979797979797921212112121212121250505050686868686868686868 / 898989898989898989, 79797979797979797979797921212112121212121250505050686868686868686868 % 898989898989898989 ) = 88764044943820224807865103370776404583146044943810 282908080787878778
ok 437 - ADB * B + 2 * AMB - AMB == A
ok 438 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 88764044943820224807865103370776404583146044943810 != 88764044943820224807865103370776404583146044943810 ($B=898989898989898989)
# ADB->[-1]: 8 B->[-1]: 8989
ok 439 - ADB * A + 2 * AMB - AMB == B
# +2 * 898989898989898989 = 1797979797979797978
# -898989898989898989 = 898989898989898989
ok 440 - ADB * A/A == ADB
# A 444444447676767676767676767676111111111111111111111111707070707070707070707070707070303030303030303030222222222777777777777777777
# B 303030303030303030303018181818181829292929292929292929292929
# (444444447676767676767676767676111111111111111111111111707070707070707070707070707070303030303030303030222222222777777777777777777 / 303030303030303030303018181818181829292929292929292929292929, 444444447676767676767676767676111111111111111111111111707070707070707070707070707070303030303030303030222222222777777777777777777 % 303030303030303030303018181818181829292929292929292929292929 ) = 1466666677333333333333391999998259946222221833457777710140143640048261 213691664828657985623318994306983212831066753475395611731308
ok 441 - ADB * B + 2 * AMB - AMB == A
ok 442 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1466666677333333333333391999998259946222221833457777710140143640048261 != 1466666677333333333333391999998259946222221833457777710140143640048261 ($B=303030303030303030303018181818181829292929292929292929292929)
# ADB->[-1]: 1466666 B->[-1]: 3030
ok 443 - ADB * A + 2 * AMB - AMB == B
# +2 * 303030303030303030303018181818181829292929292929292929292929 = 606060606060606060606036363636363658585858585858585858585858
# -303030303030303030303018181818181829292929292929292929292929 = 303030303030303030303018181818181829292929292929292929292929
ok 444 - ADB * A/A == ADB
# A 9595959595959595959595666666666585858777777719191919192525252525252525252525252525
# B 66666666652525252656565656565
# (9595959595959595959595666666666585858777777719191919192525252525252525252525252525 / 66666666652525252656565656565, 9595959595959595959595666666666585858777777719191919192525252525252525252525252525 % 66666666652525252656565656565 ) = 143939393969926537831311519903657454043199378192722344 54161182824317348359419464165
ok 445 - ADB * B + 2 * AMB - AMB == A
ok 446 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 143939393969926537831311519903657454043199378192722344 != 143939393969926537831311519903657454043199378192722344 ($B=66666666652525252656565656565)
# ADB->[-1]: 14393 B->[-1]: 6
ok 447 - ADB * A + 2 * AMB - AMB == B
# +2 * 66666666652525252656565656565 = 133333333305050505313131313130
# -66666666652525252656565656565 = 66666666652525252656565656565
ok 448 - ADB * A/A == ADB
# A 65656518181818181818181818181853535353535353535353534242424242424242424242
# B 25252525252525252525252525252536363636363636363636363657575757575757575757575757
# (65656518181818181818181818181853535353535353535353534242424242424242424242 / 25252525252525252525252525252536363636363636363636363657575757575757575757575757, 65656518181818181818181818181853535353535353535353534242424242424242424242 % 25252525252525252525252525252536363636363636363636363657575757575757575757575757 ) = 0 65656518181818181818181818181853535353535353535353534242424242424242424242
ok 449 - ADB * B + 2 * AMB - AMB == A
ok 450 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=25252525252525252525252525252536363636363636363636363657575757575757575757575757)
# ADB->[-1]: 0 B->[-1]: 252
ok 451 - ADB * A + 2 * AMB - AMB == B
# +2 * 43512025252525252525252522766136363636363636364084925757575757575757738927 = 25252568764550505050505050505059129772727272727272727742501515151515151515314684
# -43512025252525252525252522766136363636363636364084925757575757575757738927 = 25252525252525252525252525252536363636363636363636363657575757575757575757575757
ok 452 - ADB * A/A == ADB
# A 22222222278787878787873656565444444444660008888888888888888888888
# B 11141414141414141414141414141466666666666666666666666666792222222222222212121212121212121212141414141414141414141414
# (22222222278787878787873656565444444444660008888888888888888888888 / 11141414141414141414141414141466666666666666666666666666792222222222222212121212121212121212141414141414141414141414, 22222222278787878787873656565444444444660008888888888888888888888 % 11141414141414141414141414141466666666666666666666666666792222222222222212121212121212121212141414141414141414141414 ) = 0 22222222278787878787873656565444444444660008888888888888888888888
ok 453 - ADB * B + 2 * AMB - AMB == A
ok 454 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=11141414141414141414141414141466666666666666666666666666792222222222222212121212121212121212141414141414141414141414)
# ADB->[-1]: 0 B->[-1]: 1114
ok 455 - ADB * A + 2 * AMB - AMB == B
# +2 * 19485364823241322375278421234749893836837670340999359977553812598 = 11141414141414141414141414141466666666666666666666686152157045463544597490542446871105958049811755140774118967954012
# -19485364823241322375278421234749893836837670340999359977553812598 = 11141414141414141414141414141466666666666666666666666666792222222222222212121212121212121212141414141414141414141414
ok 456 - ADB * A/A == ADB
# A 777763636321213737373737373737373737373758585858585858585858
# B 99999999999937373737222222222222
# (777763636321213737373737373737373737373758585858585858585858 / 99999999999937373737222222222222, 777763636321213737373737373737373737373758585858585858585858 % 99999999999937373737222222222222 ) = 7777636363217008216724102019 83758744078492447519856241719640
ok 457 - ADB * B + 2 * AMB - AMB == A
ok 458 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 7777636363217008216724102019 != 7777636363217008216724102019 ($B=99999999999937373737222222222222)
# ADB->[-1]: 7777636 B->[-1]: 9999
ok 459 - ADB * A + 2 * AMB - AMB == B
# +2 * 99999999999937373737222222222222 = 199999999999874747474444444444444
# -99999999999937373737222222222222 = 99999999999937373737222222222222
ok 460 - ADB * A/A == ADB
# A 95959595959393
# B 16161616161616161616169191919191656565656565656565656565656565
# (95959595959393 / 16161616161616161616169191919191656565656565656565656565656565, 95959595959393 % 16161616161616161616169191919191656565656565656565656565656565 ) = 0 95959595959393
ok 461 - ADB * B + 2 * AMB - AMB == A
ok 462 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=16161616161616161616169191919191656565656565656565656565656565)
# ADB->[-1]: 0 B->[-1]: 161616
ok 463 - ADB * A + 2 * AMB - AMB == B
# +2 * 60282461556078 = 16161616161616161616169191919191656565656565656625939027212643
# -60282461556078 = 16161616161616161616169191919191656565656565656565656565656565
ok 464 - ADB * A/A == ADB
# A 707070707088888888888888888888888888883838383838383838383838656565656565656565
# B 7373737373731616161616494949664343434363636363636363777777777777776666666666666666666666585858585858585858585858
# (707070707088888888888888888888888888883838383838383838383838656565656565656565 / 7373737373731616161616494949664343434363636363636363777777777777776666666666666666666666585858585858585858585858, 707070707088888888888888888888888888883838383838383838383838656565656565656565 % 7373737373731616161616494949664343434363636363636363777777777777776666666666666666666666585858585858585858585858 ) = 0 707070707088888888888888888888888888883838383838383838383838656565656565656565
ok 465 - ADB * B + 2 * AMB - AMB == A
ok 466 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=7373737373731616161616494949664343434363636363636363777777777777776666666666666666666666585858585858585858585858)
# ADB->[-1]: 0 B->[-1]: 7373737
ok 467 - ADB * A + 2 * AMB - AMB == B
# +2 * 374777710316304520961863568712813361767996914699026255230994880648140789979588 = 7373737373731616161616494949664343809141346679940884739641346490590028434663581365692921816853466506726648565446
# -374777710316304520961863568712813361767996914699026255230994880648140789979588 = 7373737373731616161616494949664343434363636363636363777777777777776666666666666666666666585858585858585858585858
ok 468 - ADB * A/A == ADB
# A 41414141414141414141414141418888888555570707070707070707070707070704343434343434343434343434399999999999999999999
# B 101010107781818181818181818181816060606060656565656565656565474747474747474747989897979797976464646464646464646464343434343434
# (41414141414141414141414141418888888555570707070707070707070707070704343434343434343434343434399999999999999999999 / 101010107781818181818181818181816060606060656565656565656565474747474747474747989897979797976464646464646464646464343434343434, 41414141414141414141414141418888888555570707070707070707070707070704343434343434343434343434399999999999999999999 % 101010107781818181818181818181816060606060656565656565656565474747474747474747989897979797976464646464646464646464343434343434 ) = 0 41414141414141414141414141418888888555570707070707070707070707070704343434343434343434343434399999999999999999999
ok 469 - ADB * B + 2 * AMB - AMB == A
ok 470 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=101010107781818181818181818181816060606060656565656565656565474747474747474747989897979797976464646464646464646464343434343434)
# ADB->[-1]: 0 B->[-1]: 1010101
ok 471 - ADB * A + 2 * AMB - AMB == B
# +2 * 4040404040404028822712527462997344619858585858404040410692289187526463636363632892338005040064646466782458897190 = 101010107781822222222222222210638773133523653910276424242423878787885439763935516361616161609356984469686529292931125893240624
# -4040404040404028822712527462997344619858585858404040410692289187526463636363632892338005040064646466782458897190 = 101010107781818181818181818181816060606060656565656565656565474747474747474747989897979797976464646464646464646464343434343434
ok 472 - ADB * A/A == ADB
# A 89898989898989898989757575757575757575757575758888888889292929292929292929292922222232767676767676
# B 521818181818181818181815151515151515151555555555777777777777777777777777777777
# (89898989898989898989757575757575757575757575758888888889292929292929292929292922222232767676767676 / 521818181818181818181815151515151515151555555555777777777777777777777777777777, 89898989898989898989757575757575757575757575758888888889292929292929292929292922222232767676767676 % 521818181818181818181815151515151515151555555555777777777777777777777777777777 ) = 172280294231513743708 310825091800701556792154332821048268606815127660848484848611773572725520790560
ok 473 - ADB * B + 2 * AMB - AMB == A
ok 474 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 172280294231513743708 != 172280294231513743708 ($B=521818181818181818181815151515151515151555555555777777777777777777777777777777)
# ADB->[-1]: 1722802 B->[-1]: 5
ok 475 - ADB * A + 2 * AMB - AMB == B
# +2 * 521818181818181818181815151515151515151555555555777777777777777777777777777777 = 1043636363636363636363630303030303030303111111111555555555555555555555555555554
# -521818181818181818181815151515151515151555555555777777777777777777777777777777 = 521818181818181818181815151515151515151555555555777777777777777777777777777777
ok 476 - ADB * A/A == ADB
# A 494945454545454539393969696969696969888686868838383838
# B 363636929292929292929261616161616161617777777777775454545467676791919191919191918484848484848484181818181818181818181818181818
# (494945454545454539393969696969696969888686868838383838 / 363636929292929292929261616161616161617777777777775454545467676791919191919191918484848484848484181818181818181818181818181818, 494945454545454539393969696969696969888686868838383838 % 363636929292929292929261616161616161617777777777775454545467676791919191919191918484848484848484181818181818181818181818181818 ) = 0 494945454545454539393969696969696969888686868838383838
ok 477 - ADB * B + 2 * AMB - AMB == A
ok 478 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=363636929292929292929261616161616161617777777777775454545467676791919191919191918484848484848484181818181818181818181818181818)
# ADB->[-1]: 0 B->[-1]: 3636369
ok 479 - ADB * A + 2 * AMB - AMB == B
# +2 * 435836440355841125053816489219684113011538967924764230 = 363636929292929292929261616161616161617777777777775454545467676791919192355028358840689609902300671037865931193357149742946048
# -435836440355841125053816489219684113011538967924764230 = 363636929292929292929261616161616161617777777777775454545467676791919191919191918484848484848484181818181818181818181818181818
ok 480 - ADB * A/A == ADB
# A 2121212121212121216161616161616161616161
# B 68686868555555555555555555555555555555
# (2121212121212121216161616161616161616161 / 68686868555555555555555555555555555555, 2121212121212121216161616161616161616161 % 68686868555555555555555555555555555555 ) = 30 60606064545454549494949494949494949511
ok 481 - ADB * B + 2 * AMB - AMB == A
ok 482 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 30 != 30 ($B=68686868555555555555555555555555555555)
# ADB->[-1]: 30 B->[-1]: 686
ok 483 - ADB * A + 2 * AMB - AMB == B
# +2 * 68686868555555555555555555555555555555 = 137373737111111111111111111111111111110
# -68686868555555555555555555555555555555 = 68686868555555555555555555555555555555
ok 484 - ADB * A/A == ADB
# A 4343434343433434343434343434343434292929
# B 939393939393939393939393939393141414141414141414141414144242424242426161797979797979791132323232868686868686868686868678784747474747474747474747474747
# (4343434343433434343434343434343434292929 / 939393939393939393939393939393141414141414141414141414144242424242426161797979797979791132323232868686868686868686868678784747474747474747474747474747, 4343434343433434343434343434343434292929 % 939393939393939393939393939393141414141414141414141414144242424242426161797979797979791132323232868686868686868686868678784747474747474747474747474747 ) = 0 4343434343433434343434343434343434292929
ok 485 - ADB * B + 2 * AMB - AMB == A
ok 486 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=939393939393939393939393939393141414141414141414141414144242424242426161797979797979791132323232868686868686868686868678784747474747474747474747474747)
# ADB->[-1]: 0 B->[-1]: 939
ok 487 - ADB * A + 2 * AMB - AMB == B
# +2 * 2969912959811289913186476915602935188395 = 939393939393939393939393939393141414141414141414141414144242424242426161797979797979791132323232868686868686871656781638596037387933951663077682663142
# -2969912959811289913186476915602935188395 = 939393939393939393939393939393141414141414141414141414144242424242426161797979797979791132323232868686868686868686868678784747474747474747474747474747
ok 488 - ADB * A/A == ADB
# A 5656464646464646464646464646463636363636363636999999999999999999999999555555555553939393939393939393939
# B 21212121212121212121212121212150505050505050509292929292929292928989898989898989898989898936323232323232323232323232323232
# (5656464646464646464646464646463636363636363636999999999999999999999999555555555553939393939393939393939 / 21212121212121212121212121212150505050505050509292929292929292928989898989898989898989898936323232323232323232323232323232, 5656464646464646464646464646463636363636363636999999999999999999999999555555555553939393939393939393939 % 21212121212121212121212121212150505050505050509292929292929292928989898989898989898989898936323232323232323232323232323232 ) = 0 5656464646464646464646464646463636363636363636999999999999999999999999555555555553939393939393939393939
ok 489 - ADB * B + 2 * AMB - AMB == A
ok 490 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=21212121212121212121212121212150505050505050509292929292929292928989898989898989898989898936323232323232323232323232323232)
# ADB->[-1]: 0 B->[-1]: 212
ok 491 - ADB * A + 2 * AMB - AMB == B
# +2 * 4692424242457323299965132856861068496713776093989900656595419007951259890636810432324709622339937166987 = 21212121212121212125904545454607828350470183366153997789643069022979799646494408906941158826960042755557032854663169490219
# -4692424242457323299965132856861068496713776093989900656595419007951259890636810432324709622339937166987 = 21212121212121212121212121212150505050505050509292929292929292928989898989898989898989898936323232323232323232323232323232
ok 492 - ADB * A/A == ADB
# A 222222222222222222222222
# B 2626262626262626
# (222222222222222222222222 / 2626262626262626, 222222222222222222222222 % 2626262626262626 ) = 84615384 1616161638383838
ok 493 - ADB * B + 2 * AMB - AMB == A
ok 494 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 84615384 != 84615384 ($B=2626262626262626)
# ADB->[-1]: 8 B->[-1]: 26
ok 495 - ADB * A + 2 * AMB - AMB == B
# +2 * 2626262626262626 = 5252525252525252
# -2626262626262626 = 2626262626262626
ok 496 - ADB * A/A == ADB
# A 55555555555556464646464644545454545454545454545454545452222222200000
# B 4736363636363656565656565656565656787878785858585454545454
# (55555555555556464646464644545454545454545454545454545452222222200000 / 4736363636363656565656565656565656787878785858585454545454, 55555555555556464646464644545454545454545454545454545452222222200000 % 4736363636363656565656565656565656787878785858585454545454 ) = 11729579867 3674409503437028383838381231810558302186288716821347425382
ok 497 - ADB * B + 2 * AMB - AMB == A
ok 498 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 11729579867 != 11729579867 ($B=4736363636363656565656565656565656787878785858585454545454)
# ADB->[-1]: 1172 B->[-1]: 47
ok 499 - ADB * A + 2 * AMB - AMB == B
# +2 * 4736363636363656565656565656565656787878785858585454545454 = 9472727272727313131313131313131313575757571717170909090908
# -4736363636363656565656565656565656787878785858585454545454 = 4736363636363656565656565656565656787878785858585454545454
ok 500 - ADB * A/A == ADB
# A 181818717171000000000000000929292929292929292555555555555121212121212121223232323868686868686868686
# B 646464646464646464646463636363636363636370707086868686555555555517171717171717646464646464646464646464646464
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
ok 501 - ADB * B + 2 * AMB - AMB == A
ok 502 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=646464646464646464646463636363636363636370707086868686555555555517171717171717646464646464646464646464646464)
# ADB->[-1]: 0 B->[-1]: 646
ok 503 - ADB * A + 2 * AMB - AMB == B
# +2 * 84473592940463633059493455434350506395506749001544327625232323192817648296976359414141417230069468 = 646464646549120057586927269423129819070721213482375435557099883142404040364535294761622824060606063694715932
# -84473592940463633059493455434350506395506749001544327625232323192817648296976359414141417230069468 = 646464646464646464646463636363636363636370707086868686555555555517171717171717646464646464646464646464646464
ok 504 - ADB * A/A == ADB
# A 999999999999921212121214343434040404040404040404000000000099999999999999999999999999999926262626262626262626262626
# B 626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454
# (999999999999921212121214343434040404040404040404000000000099999999999999999999999999999926262626262626262626262626 / 626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454, 999999999999921212121214343434040404040404040404000000000099999999999999999999999999999926262626262626262626262626 % 626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454 ) = 1596774 121212042424242400658197676767676767676767635395894645454545454545454545460996905302626262626262626263497230
ok 505 - ADB * B + 2 * AMB - AMB == A
ok 506 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 1596774 != 1596774 ($B=626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454)
# ADB->[-1]: 1596774 B->[-1]: 626
ok 507 - ADB * A + 2 * AMB - AMB == B
# +2 * 626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454 = 1252525252525252525252557575757575757575757575757576969696969696969696969696969688889090909090909090909090908
# -626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454 = 626262626262626262626278787878787878787878787878788484848484848484848484848484844444545454545454545454545454
ok 508 - ADB * A/A == ADB
# A 7575757575757575757575757575757575757575757575757575
# B 61616161616161616161616161616138386767676767673030303030303030
# (7575757575757575757575757575757575757575757575757575 / 61616161616161616161616161616138386767676767673030303030303030, 7575757575757575757575757575757575757575757575757575 % 61616161616161616161616161616138386767676767673030303030303030 ) = 0 7575757575757575757575757575757575757575757575757575
ok 509 - ADB * B + 2 * AMB - AMB == A
ok 510 - ADB * B / B == ADB
# seed: 1112111, $ADB * $B / $B = 0 != 0 ($B=61616161616161616161616161616138386767676767673030303030303030)
# ADB->[-1]: 0 B->[-1]: 616161
ok 511 - ADB * A + 2 * AMB - AMB == B
# +2 * 2525252525252525252502023131313131309393945555555555 = 61616161618686868686868686868640409898989898982424248585858585
# -2525252525252525252502023131313131309393945555555555 = 61616161616161616161616161616138386767676767673030303030303030
ok 512 - ADB * A/A == ADB
ok
t\mbimbf.t .......... 
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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\rt-16221.t ........ 
1..2
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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 ......... 
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ok
t\sub_mbi.t ......... 
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ok 2804
ok 2805
ok 2806
ok 2807
ok 2808
ok 2809
ok 2810
ok 2811
ok 2812
ok 2813
ok 2814
ok 2815
ok 2816
ok 2817
ok 2818
ok 2819
ok 2820
ok 2821
ok 2822
ok 2823
ok 2824
ok 2825
ok 2826
ok 2827
ok 2828
ok 2829
ok 2830
ok 2831
ok 2832
ok 2833
ok 2834
ok 2835
ok 2836
ok 2837
ok 2838
ok 2839
ok 2840
ok 2841
ok 2842
ok 2843
ok 2844
ok 2845
ok 2846
ok 2847
ok 2848
ok 2849
ok 2850
ok 2851
ok 2852
ok 2853
ok 2854
ok 2855
ok 2856
ok 2857
ok 2858
ok 2859
ok 2860
ok 2861
ok 2862
ok 2863
ok 2864
ok 2865
ok 2866
ok 2867
ok 2868
ok 2869
ok 2870
ok 2871
ok 2872
ok 2873
ok 2874
ok 2875
ok 2876
ok 2877
ok 2878
ok 2879
ok 2880
ok 2881
ok 2882
ok 2883
ok 2884
ok 2885
ok 2886
ok 2887
ok 2888
ok 2889
ok 2890
ok 2891
ok 2892
ok 2893
ok 2894
ok 2895
ok 2896
ok 2897
ok 2898
ok 2899
ok 2900
ok 2901
ok 2902
ok 2903
ok 2904
ok 2905
ok 2906
ok 2907
ok 2908
ok 2909
ok 2910
ok 2911
ok 2912
ok 2913
ok 2914
ok 2915
ok 2916
ok 2917
ok 2918
ok 2919
ok 2920
ok 2921
ok 2922
ok 2923
ok 2924
ok 2925
ok 2926
ok 2927
ok 2928
ok 2929
ok 2930
ok 2931
ok 2932
ok 2933
ok 2934
ok 2935
ok 2936
ok 2937
ok 2938
ok 2939
ok 2940
ok 2941
ok 2942
ok 2943
ok 2944
ok 2945
ok 2946
ok 2947
ok 2948
ok 2949
ok 2950
ok 2951
ok 2952
ok 2953
ok 2954
ok 2955
ok 2956
ok 2957
ok 2958
ok 2959
ok 2960
ok 2961
ok 2962
ok 2963
ok 2964
ok 2965
ok 2966
ok 2967
ok 2968
ok 2969
ok 2970
ok 2971
ok 2972
ok 2973
ok 2974
ok 2975
ok 2976
ok 2977
ok 2978
ok 2979
ok 2980
ok 2981
ok 2982
ok 2983
ok 2984
ok 2985
ok 2986
ok 2987
ok 2988
ok 2989
ok 2990
ok 2991
ok 2992
ok 2993
ok 2994
ok 2995
ok 2996
ok 2997
ok 2998
ok 2999
ok 3000
ok 3001
ok 3002
ok 3003
ok 3004
ok 3005
ok 3006
ok 3007
ok 3008
ok 3009
ok 3010
ok 3011
ok 3012
ok 3013
ok 3014
ok 3015
ok 3016
ok 3017
ok 3018
ok 3019
ok 3020
ok 3021
ok 3022
ok 3023
ok 3024
ok 3025
ok 3026
ok 3027
ok 3028
ok 3029
ok 3030
ok 3031
ok 3032
ok 3033
ok 3034
ok 3035
ok 3036
ok 3037
ok 3038
ok 3039
ok 3040
ok 3041
ok 3042
ok 3043
ok 3044
ok 3045
ok 3046
ok 3047
ok 3048
ok 3049
ok 3050
ok 3051
ok 3052
ok 3053
ok 3054
ok 3055
ok 3056
ok 3057
ok 3058
ok 3059
ok 3060
ok 3061
ok 3062
ok 3063
ok 3064
ok 3065
ok 3066
ok 3067
ok 3068
ok 3069
ok 3070
ok 3071
ok 3072
ok 3073
ok 3074
ok 3075
ok 3076
ok 3077
ok 3078
ok 3079
ok 3080
ok 3081
ok 3082
ok 3083
ok 3084
ok 3085
ok 3086
ok 3087
ok 3088
ok 3089
ok 3090
ok 3091
ok 3092
ok 3093
ok 3094
ok 3095
ok 3096
ok 3097
ok 3098
ok 3099
ok 3100
ok 3101
ok 3102
ok 3103
ok 3104
ok 3105
ok 3106
ok 3107
ok 3108
ok 3109
ok 3110
ok 3111
ok 3112
ok 3113
ok 3114
ok 3115
ok 3116
ok 3117
ok 3118
ok 3119
ok 3120
ok 3121
ok 3122
ok 3123
ok 3124
ok 3125
ok 3126
ok 3127
ok 3128
ok 3129
ok 3130
ok 3131
ok 3132
ok 3133
ok 3134
ok 3135
ok 3136
ok 3137
ok 3138
ok 3139
ok 3140
ok 3141
ok 3142
ok 3143
ok 3144
ok 3145
ok 3146
ok 3147
ok 3148
ok 3149
ok 3150
ok 3151
ok 3152
ok 3153
ok 3154
ok 3155
ok 3156
ok 3157
ok 3158
ok 3159
ok 3160
ok 3161
ok 3162
ok 3163
ok 3164
ok 3165
ok 3166
ok 3167
ok 3168
ok 3169
ok 3170
ok 3171
ok 3172
ok 3173
ok 3174
ok 3175
ok 3176
ok 3177
ok 3178
ok 3179
ok 3180
ok 3181
ok 3182
ok 3183
ok 3184
ok 3185
ok 3186
ok 3187
ok 3188
ok 3189
ok 3190
ok 3191
ok 3192
ok 3193
ok 3194
ok 3195
ok 3196
ok 3197
ok 3198
ok 3199
ok 3200
ok 3201
ok 3202
ok 3203
ok 3204
ok 3205
ok 3206
ok 3207
ok 3208
ok 3209
ok 3210
ok 3211
ok 3212
ok 3213
ok 3214
ok 3215
ok 3216
ok 3217
ok 3218
ok 3219
ok 3220
ok 3221
ok 3222
ok 3223
ok 3224
ok 3225
ok 3226
ok 3227
ok 3228
ok 3229
ok 3230
ok 3231
ok 3232
ok 3233
ok 3234
ok 3235
ok 3236
ok 3237
ok 3238
ok 3239
ok 3240
ok 3241
ok 3242
ok 3243
ok 3244
ok 3245
ok 3246
ok 3247
ok 3248
ok 3249
ok 3250
ok 3251
ok 3252
ok 3253
ok 3254
ok 3255
ok 3256
ok 3257
ok 3258
ok 3259
ok 3260
ok 3261
ok 3262
ok 3263
ok 3264
ok 3265
ok 3266
ok 3267
ok 3268
ok 3269
ok 3270
ok 3271
ok 3272
ok 3273
ok 3274
ok 3275
ok 3276
ok 3277
ok 3278
ok 3279
ok 3280
ok 3281
ok 3282
ok 3283
ok 3284
ok 3285
ok 3286
ok 3287
ok 3288
ok 3289
ok 3290
ok 3291
ok 3292
ok 3293
ok 3294
ok 3295
ok 3296
ok 3297
ok 3298
ok 3299
ok 3300
ok 3301
ok 3302
ok 3303
ok 3304
ok 3305
ok 3306
ok 3307
ok 3308
ok 3309
ok 3310
ok 3311
ok 3312
ok 3313
ok 3314
ok 3315
ok 3316
ok 3317
ok 3318
ok 3319
ok 3320
ok 3321
ok 3322
ok 3323
ok 3324
ok 3325
ok 3326
ok 3327
ok 3328
ok 3329
ok 3330
ok 3331
ok 3332
ok 3333
ok 3334
ok 3335
ok 3336
ok 3337
ok 3338
ok 3339
ok 3340
ok 3341
ok 3342
ok 3343
ok 3344
ok 3345
ok 3346
ok 3347
ok 3348
ok 3349
ok 3350
ok 3351
ok 3352
ok 3353
ok 3354
ok 3355
ok 3356
ok 3357
ok 3358
ok 3359
ok 3360
ok 3361
ok 3362
ok 3363
ok 3364
ok 3365
ok 3366
ok 3367
ok 3368
ok 3369
ok 3370
ok 3371
ok 3372
ok 3373
ok 3374
ok 3375
ok 3376
ok 3377
ok 3378
ok 3379
ok 3380
ok 3381
ok 3382
ok 3383
ok 3384
ok 3385
ok 3386
ok 3387
ok 3388
ok 3389
ok 3390 - ok
ok 3391 - ok
ok 3392 - ok
ok 3393 - ok
ok 3394 - ok
ok 3395 - ok
ok 3396 - ok
ok 3397 - ok
ok 3398 - ok
ok 3399 - ok
ok 3400
ok 3401
ok 3402
ok 3403
ok 3404
ok 3405
ok 3406
ok 3407
ok 3408
ok 3409
ok 3410
ok 3411
ok 3412
ok 3413
ok 3414
ok 3415
ok 3416
ok 3417
ok 3418
ok 3419
ok 3420
ok 3421
ok 3422
ok 3423
ok 3424
ok 3425
ok 3426
ok 3427
ok 3428
ok 3429
ok 3430
ok 3431
ok 3432
ok 3433
ok 3434
ok 3435
ok 3436
ok 3437
ok 3438
ok 3439
ok 3440
ok 3441
ok 3442
ok 3443
ok 3444
ok 3445
ok 3446
ok 3447
ok 3448
ok 3449
ok 3450
ok 3451
ok 3452
ok 3453
ok 3454
ok 3455
ok 3456
ok 3457
ok 3458
ok 3459
ok 3460
ok 3461
ok 3462
ok 3463
ok 3464
ok 3465
ok 3466
ok 3467
ok 3468
ok 3469
ok 3470
ok 3471
ok 3472
ok 3473
ok 3474
ok 3475
ok 3476
ok 3477
ok 3478
ok 3479
ok 3480
ok 3481
ok 3482
ok 3483
ok 3484
ok 3485
ok 3486
ok 3487
ok 3488
ok 3489
ok 3490
ok 3491
ok 3492
ok 3493
ok 3494
ok 3495
ok 3496
ok 3497
ok 3498
ok 3499
ok 3500
ok 3501
ok 3502
ok 3503
ok 3504
ok 3505
ok 3506
ok 3507
ok 3508
ok 3509
ok 3510
ok 3511
ok 3512
ok 3513
ok 3514
ok 3515
ok 3516
ok 3517
ok 3518
ok 3519
ok 3520
ok 3521
ok 3522
ok 3523
ok 3524
ok 3525
ok 3526
ok 3527
ok 3528
ok 3529
ok 3530
ok 3531
ok 3532
ok 3533
ok 3534
ok 3535
ok 3536
ok 3537
ok 3538
ok 3539
ok 3540
ok 3541
ok 3542
ok 3543
ok 3544
ok 3545
ok 3546
ok 3547
ok 3548
ok 3549
ok 3550
ok 3551
ok 3552
ok 3553
ok 3554
ok 3555
ok 3556
ok 3557
ok 3558
ok 3559
ok 3560
ok 3561
ok 3562
ok 3563
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 # skip no 64 bit integer support
ok 3597 # skip no 64 bit integer support
ok 3598 # skip no 64 bit integer support
ok 3599 # skip no 64 bit integer support
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 3626
ok 3627
ok 3628
ok 3629
ok 3630
ok 3631
ok 3632
ok 3633
ok 3634
ok 3635
ok 3636
ok 3637
ok 3638
ok 3639
ok 3640
ok 3641
ok 3642
ok 3643
ok 3644
ok 3645
ok 3646
ok 3647
ok 3648
ok 3649
ok 3650
ok 3651 - An object of class 'Math::BigInt::Subclass' isa 'Math::BigInt'
ok 3652
ok 3653
ok 3654
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..2126
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
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t\upgrade2.t ........ 
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ok 1 - sqrt on a big int does not segv if there are 2 upgrade levels
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t\use.t ............. 
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t\use_lib1.t ........ 
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# BareCalc using Calc v1.999701
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t\use_mbfw.t ........ 
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ok
All tests successful.
Files=53, Tests=28078, 33 wallclock secs ( 3.78 usr +  0.31 sys =  4.09 CPU)
Result: PASS
  PJACKLAM/Math-BigInt-1.999701.tar.gz
  nmake test TEST_VERBOSE=1 -- OK
<SOFTPKG NAME="Math-BigInt" VERSION="1.999701" DATE="2015-09-11">
  <AUTHOR CPAN="PJACKLAM">Peter John Acklam &lt;pjacklam@online.no></AUTHOR>
  <ABSTRACT>Arbitrary size integer/float math package</ABSTRACT>
  <ARCHITECTURE NAME="MSWin32-x86-multi-thread-5.16"/>
  <CODEBASE HREF="Math-BigInt-1.999701.tar.gz"/>
  <PROVIDE NAME="Math::BigFloat" VERSION="1.999701"/>
  <PROVIDE NAME="Math::BigInt" VERSION="1.999701"/>
  <PROVIDE NAME="Math::BigInt::Calc" VERSION="1.999701"/>
  <PROVIDE NAME="Math::BigInt::CalcEmu" VERSION="1.999701"/>
  <!-- Built 2015-09-16 with ActivePerl-1600 on cpanfly-win2003 (Windows 2003 R2 Standard Edition Service Pack 2) log ..\..\..\S\SC\SCHWIGON\Net-SSH-Perl-1.39.d\log-20150916T025153.txt -->
</SOFTPKG>
>>> set path
PATH=C:/CPANFL~1.16/var/libs/bin;C:\PROGRA~1\MICROS~2\Bin;C:\PROGRA~1\MICROS~2\Bin\WinNT;C:\PROGRA~1\MICROS~3\VC98\Bin;C:\PROGRA~1\MICROS~3\Common\MSDev98\Bin;C:\cygwin\bin;C:\CPANFL~1.16\var\megalib\bin;C:\Perl-5.16\site\bin;C:\Perl-5.16\bin;C:\PROGRA~1\MICROS~2\Bin;C:\PROGRA~1\MICROS~2\Bin\WinNT;C:\PROGRA~1\MICROS~3\VC98\Bin;C:\PROGRA~1\MICROS~3\Common\MSDev98\Bin;C:\cygwin\bin;C:\CPANFL~1.16\var\megalib\bin;C:\Perl-5.16\site\bin;C:\Perl-5.16\bin;C:\cygwin\bin;C:\PROGRA~1\Perforce;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\INSTAN~1;C:\cygwin\bin;C:\PROGRA~1\Perforce;C:\WINDOWS\system32;C:\WINDOWS;C:\WINDOWS\System32\Wbem;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\WINDOWS\system32\WINDOW~2\v1.0;C:\mysql\bin;C:\mysql\bin
PATHEXT=.COM;.EXE;.BAT;.CMD;.VBS;.VBE;.JS;.JSE;.WSF;.WSH;.PSC1;.PSC1
>>> which tar
/usr/bin/tar
>>> (cd C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz && tar cvf - Math-BigInt-1.999701.ppd blib) | gzip -c >C:/cpanfly-5.16/var/REPO/P/PJ/PJACKLAM/Math-BigInt-1.999701.tar.gz
Math-BigInt-1.999701.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-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/Math-BigInt-1.999701.ppd C:/cpanfly-5.16/var/REPO/P/PJ/PJACKLAM
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-2.010808.zip
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'get'
Checksum for C:\cpanfly-5.16\var\cpan\sources\authors\id\I\IL\ILYAZ\modules\Math-Pari-2.010808.zip ok
Applying 2 patches:
  C:\cpanfly-5.16\etc\distroprefs\Math-Pari.patch1
  C:\cygwin\bin\patch.exe -N -p1 <<EOT
--- Math-Pari-2.010801/utils/Math/PariBuild.pm.orig	2009-02-10 17:40:56.000000000 -0800

+++ Math-Pari-2.010801/utils/Math/PariBuild.pm	2009-07-24 13:22:49.825000000 -0700

@@ -424,6 +424,10 @@

     my $patch = $Config{gnupatch} || 'patch';

     foreach $p (@patches) {

       my $cmd = "cd $dir ; $patch -p1 < ../$p";

+      if ($^O eq "MSWin32") {

+	  $cmd =~ s,/,\\,g;

+	  $cmd =~ s/;/&&/;

+      }

       print "$cmd\n";

       system "$cmd"

 	and warn "...Could not patch: \$?=$?, $!; continuing anyway...\n";

EOT
(Stripping trailing CRs from patch; use --binary to disable.)
patching file utils/Math/PariBuild.pm
Hunk #1 FAILED at 424.
1 out of 1 hunk FAILED -- saving rejects to file utils/Math/PariBuild.pm.rej
Could not apply patch 'C:\cpanfly-5.16\etc\distroprefs\Math-Pari.patch1'; cannot continue
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'make'
  Had problems unarchiving. Please build manually
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'test'
Running make test
  Make had some problems, won't test
Running make for P/PJ/PJACKLAM/Math-BigInt-Pari-1.19.tar.gz
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'get'
  Has already been unwrapped into directory C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'make'

  CPAN.pm: Building P/PJ/PJACKLAM/Math-BigInt-Pari-1.19.tar.gz

Warning: Prerequisite 'Math::Pari => 2.010709' for 'PJACKLAM/Math-BigInt-Pari-1.19.tar.gz' failed when processing 'ILYAZ/modules/Math-Pari-2.010808.zip' with 'unwrapped => NO -- Could not apply patch 'C:\cpanfly-5.16\etc\distroprefs\Math-Pari.patch1''. 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-1.19.tar.gz
  nmake -- OK
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/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:\Perl-5.16\bin\perl.exe" "-MExtUtils::Command::MM" "-MTest::Harness" "-e" "undef *Test::Harness::Switches; 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 9.
#     Tried to use 'Math::BigInt::Pari'.
#     Error:  Can't locate Math/Pari.pm in @INC (@INC contains: C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\inc C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib C:/cpanfly-5.16/var/megalib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib C:/cpanfly-5.16/var/megalib C:/Perl-5.16/site/lib C:/Perl-5.16/lib .) at C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib/Math/BigInt/Pari.pm line 13.
# BEGIN failed--compilation aborted at C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib/Math/BigInt/Pari.pm line 13.
# Compilation failed in require at t\01load.t line 9.
# BEGIN failed--compilation aborted at t\01load.t line 9.
# 
# Testing with Perl 5.016000, C:\Perl-5.16\bin\perl.exe
# 
#      Version Module
#      ------- ------
Use of uninitialized value in sprintf at t\01load.t line 23.
#              Math::BigInt::Pari
#     1.999701 Math::BigInt
Use of uninitialized value in sprintf at t\01load.t line 23.
#              Math::Pari
# 
# 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 modules are covered'
#   at C:/cpanfly-5.16/var/megalib/Test/Pod/Coverage.pm line 133.
# Math::BigInt::Pari: Couldn't compile 'Math::BigInt::Pari' to inspect: Can't locate Math/Pari.pm in @INC (@INC contains: C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\inc C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib C:/cpanfly-5.16/var/megalib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib C:/cpanfly-5.16/var/megalib C:/Perl-5.16/site/lib C:/Perl-5.16/lib .) at C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib/Math/BigInt/Pari.pm line 13.
# BEGIN failed--compilation aborted at C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib/Math/BigInt/Pari.pm line 13.
# Compilation failed in require at (eval 14) line 2.
# Looks like you failed 1 test of 1.
t\03podcov.t .... 
1..1
not ok 1 - All modules are covered
Dubious, test returned 1 (wstat 256, 0x100)
Failed 1/1 subtests 
Math::BigInt: couldn't load specified math lib(s), fallback to Math::BigInt::Calc at t\bigfltpm.t line 8.

#   Failed test at t\bigfltpm.t line 16.
#          got: 'Math::BigInt::Calc'
#     expected: 'Math::BigInt::Pari'

#   Failed test at t/bigfltpm.inc line 3.
#          got: 'Math::BigInt::Calc'
#     expected: 'Math::BigInt::Pari'
Can't locate object method "_zeros" via package "Math::BigInt::Pari" at t/bigfltpm.inc line 188, <DATA> line 2.
Compilation failed in require at t\bigfltpm.t line 34, <DATA> line 2.
# Looks like you planned 2345 tests but ran 7.
# Looks like you failed 2 tests of 7 run.
# Looks like your test exited with 255 just after 7.
t\bigfltpm.t .... 
1..2345
ok 1
not ok 2
ok 3
ok 4
ok 5 # skip skipping test which is not for this backend
not ok 6
ok 7
Dubious, test returned 255 (wstat 65280, 0xff00)
Failed 2340/2345 subtests 
	(less 1 skipped subtest: 4 okay)
Can't locate Math/Pari.pm in @INC (@INC contains: ../lib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\inc C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\lib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-Pari-1.19-FL7GS9\blib\arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib C:/cpanfly-5.16/var/megalib C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib C:/cpanfly-5.16/var/megalib C:/Perl-5.16/site/lib C:/Perl-5.16/lib .) at ../lib/Math/BigInt/Pari.pm line 13.
BEGIN failed--compilation aborted at ../lib/Math/BigInt/Pari.pm line 13.
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 5.016000 for MSWin32
# Win32::BuildNumber 1600
# Current time local: Wed Sep 16 02:52:40 2015
# Current time GMT:   Wed Sep 16 09:52:40 2015
# Using Test.pm version 1.26
Dubious, test returned 2 (wstat 512, 0x200)
Failed 117/117 subtests 
Math::BigInt: couldn't load specified math lib(s), fallback to Math::BigInt::Calc at t\bigintpm.t line 6.
Math::BigInt: couldn't load specified math lib(s), fallback to Math::BigInt::Calc at t/bigintpm.inc line 12.

#   Failed test at t/bigintpm.inc line 39.
#          got: 'Math::BigInt::Calc'
#     expected: 'Math::BigInt::Pari'
Can't locate object method "_base_len" via package "Math::BigInt::Pari" at t/bigintpm.inc line 560.
Compilation failed in require at t\bigintpm.t line 36.
# Looks like you planned 3655 tests but ran 3605.
# Looks like you failed 1 test of 3605 run.
# Looks like your test exited with 255 just after 3605.
t\bigintpm.t .... 
1..3655
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
not ok 7
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ok 3199
ok 3200
ok 3201
ok 3202
ok 3203
ok 3204
ok 3205
ok 3206
ok 3207
ok 3208
ok 3209
ok 3210
ok 3211
ok 3212
ok 3213
ok 3214
ok 3215
ok 3216
ok 3217
ok 3218
ok 3219
ok 3220
ok 3221
ok 3222
ok 3223
ok 3224
ok 3225
ok 3226
ok 3227
ok 3228
ok 3229
ok 3230
ok 3231
ok 3232
ok 3233
ok 3234
ok 3235
ok 3236
ok 3237
ok 3238
ok 3239
ok 3240
ok 3241
ok 3242
ok 3243
ok 3244
ok 3245
ok 3246
ok 3247
ok 3248
ok 3249
ok 3250
ok 3251
ok 3252
ok 3253
ok 3254
ok 3255
ok 3256
ok 3257
ok 3258
ok 3259
ok 3260
ok 3261
ok 3262
ok 3263
ok 3264
ok 3265
ok 3266
ok 3267
ok 3268
ok 3269
ok 3270
ok 3271
ok 3272
ok 3273
ok 3274
ok 3275
ok 3276
ok 3277
ok 3278
ok 3279
ok 3280
ok 3281
ok 3282
ok 3283
ok 3284
ok 3285
ok 3286
ok 3287
ok 3288
ok 3289
ok 3290
ok 3291
ok 3292
ok 3293
ok 3294
ok 3295
ok 3296
ok 3297
ok 3298
ok 3299
ok 3300
ok 3301
ok 3302
ok 3303
ok 3304
ok 3305
ok 3306
ok 3307
ok 3308
ok 3309
ok 3310
ok 3311
ok 3312
ok 3313
ok 3314
ok 3315
ok 3316
ok 3317
ok 3318
ok 3319
ok 3320
ok 3321
ok 3322
ok 3323
ok 3324
ok 3325
ok 3326
ok 3327
ok 3328
ok 3329
ok 3330
ok 3331
ok 3332
ok 3333
ok 3334
ok 3335
ok 3336
ok 3337
ok 3338
ok 3339
ok 3340
ok 3341
ok 3342
ok 3343
ok 3344
ok 3345
ok 3346
ok 3347
ok 3348
ok 3349
ok 3350
ok 3351
ok 3352
ok 3353
ok 3354
ok 3355
ok 3356
ok 3357
ok 3358
ok 3359
ok 3360
ok 3361
ok 3362
ok 3363
ok 3364
ok 3365
ok 3366
ok 3367
ok 3368
ok 3369
ok 3370
ok 3371
ok 3372
ok 3373
ok 3374
ok 3375
ok 3376
ok 3377
ok 3378
ok 3379
ok 3380
ok 3381
ok 3382
ok 3383
ok 3384
ok 3385
ok 3386
ok 3387
ok 3388
ok 3389
ok 3390
ok 3391
ok 3392
ok 3393
ok 3394
ok 3395
ok 3396 - ok
ok 3397 - ok
ok 3398 - ok
ok 3399 - ok
ok 3400 - ok
ok 3401 - ok
ok 3402 - ok
ok 3403 - ok
ok 3404 - ok
ok 3405 - ok
ok 3406
ok 3407
ok 3408
ok 3409
ok 3410
ok 3411
ok 3412
ok 3413
ok 3414
ok 3415
ok 3416
ok 3417
ok 3418
ok 3419
ok 3420
ok 3421
ok 3422
ok 3423
ok 3424
ok 3425
ok 3426
ok 3427
ok 3428
ok 3429
ok 3430
ok 3431
ok 3432
ok 3433
ok 3434
ok 3435
ok 3436
ok 3437
ok 3438
ok 3439
ok 3440
ok 3441
ok 3442
ok 3443
ok 3444
ok 3445
ok 3446
ok 3447
ok 3448
ok 3449
ok 3450
ok 3451
ok 3452
ok 3453
ok 3454
ok 3455
ok 3456
ok 3457
ok 3458
ok 3459
ok 3460
ok 3461
ok 3462
ok 3463
ok 3464
ok 3465
ok 3466
ok 3467
ok 3468
ok 3469
ok 3470
ok 3471
ok 3472
ok 3473
ok 3474
ok 3475
ok 3476
ok 3477
ok 3478
ok 3479
ok 3480
ok 3481
ok 3482
ok 3483
ok 3484
ok 3485
ok 3486
ok 3487
ok 3488
ok 3489
ok 3490
ok 3491
ok 3492
ok 3493
ok 3494
ok 3495
ok 3496
ok 3497
ok 3498
ok 3499
ok 3500
ok 3501
ok 3502
ok 3503
ok 3504
ok 3505
ok 3506
ok 3507
ok 3508
ok 3509
ok 3510
ok 3511
ok 3512
ok 3513
ok 3514
ok 3515
ok 3516
ok 3517
ok 3518
ok 3519
ok 3520
ok 3521
ok 3522
ok 3523
ok 3524
ok 3525
ok 3526
ok 3527
ok 3528
ok 3529
ok 3530
ok 3531
ok 3532
ok 3533
ok 3534
ok 3535
ok 3536
ok 3537
ok 3538
ok 3539
ok 3540
ok 3541
ok 3542
ok 3543
ok 3544
ok 3545
ok 3546
ok 3547
ok 3548
ok 3549
ok 3550
ok 3551
ok 3552
ok 3553
ok 3554
ok 3555
ok 3556
ok 3557
ok 3558
ok 3559
ok 3560
ok 3561
ok 3562
ok 3563
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 # skip no 64 bit integer support
ok 3603 # skip no 64 bit integer support
ok 3604 # skip no 64 bit integer support
ok 3605 # skip no 64 bit integer support
Dubious, test returned 255 (wstat 65280, 0xff00)
Failed 51/3655 subtests 
	(less 4 skipped subtests: 3600 okay)
Couldn't load specified math lib(s) and fallback disallowed at t\biglog.t line 17.
BEGIN failed--compilation aborted at t\biglog.t line 17.
t\biglog.t ...... 
1..71
Dubious, test returned 2 (wstat 512, 0x200)
Failed 71/71 subtests 
Couldn't load specified math lib(s) and fallback disallowed at t\bigroot.t line 14.
BEGIN failed--compilation aborted at t\bigroot.t line 14.
t\bigroot.t ..... 
1..9
Dubious, test returned 2 (wstat 512, 0x200)
Failed 9/9 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\bigfltpm.t  (Wstat: 65280 Tests: 7 Failed: 2)
  Failed tests:  2, 6
  Non-zero exit status: 255
  Parse errors: Bad plan.  You planned 2345 tests but ran 7.
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\bigintpm.t  (Wstat: 65280 Tests: 3605 Failed: 1)
  Failed test:  7
  Non-zero exit status: 255
  Parse errors: Bad plan.  You planned 3655 tests but ran 3605.
t\biglog.t    (Wstat: 512 Tests: 0 Failed: 0)
  Non-zero exit status: 2
  Parse errors: Bad plan.  You planned 71 tests but ran 0.
t\bigroot.t   (Wstat: 512 Tests: 0 Failed: 0)
  Non-zero exit status: 2
  Parse errors: Bad plan.  You planned 9 tests but ran 0.
Files=9, Tests=3616,  3 wallclock secs ( 0.47 usr +  0.05 sys =  0.52 CPU)
Result: FAIL
Failed 7/9 test programs. 5/3616 subtests failed.
NMAKE : fatal error U1077: '"C:\Perl-5.16\bin\perl.exe"' : return code '0x2'
Stop.
  PJACKLAM/Math-BigInt-Pari-1.19.tar.gz
one dependency not OK (Math::Pari); additionally test harness failed
  nmake test TEST_VERBOSE=1 -- NOT OK
//hint// to see the cpan-testers results for installing this module, try:
  reports PJACKLAM/Math-BigInt-Pari-1.19.tar.gz
Running make for M/MI/MITHALDU/Crypt-DH-0.07.tar.gz
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'get'
  Has already been unwrapped into directory C:\cpanfly-5.16\var\cpan\build\Crypt-DH-0.07-HO7GrF
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/lib to PERL5LIB for 'make'

  CPAN.pm: Building M/MI/MITHALDU/Crypt-DH-0.07.tar.gz

Warning: Prerequisite 'Math::BigInt::Pari => 1.13' for 'MITHALDU/Crypt-DH-0.07.tar.gz' failed when processing 'PJACKLAM/Math-BigInt-Pari-1.19.tar.gz' with 'make_test => NO one dependency not OK (Math::Pari); additionally test harness failed'. 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/Crypt/DH.pm blib\lib\Crypt\DH.pm
  MITHALDU/Crypt-DH-0.07.tar.gz
  nmake -- OK
Prepending C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/blib/arch C:\cpanfly-5.16\var\cpan\build\Math-BigInt-1.999701-perWEz/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:\Perl-5.16\bin\perl.exe" "-MExtUtils::Command::MM" "-MTest::Harness" "-e" "undef *Test::Harness::Switches; test_harness(1, 'inc', 'blib\lib', 'blib\arch')" t\00-compile.t t\01-dh.t
Math::BigInt: couldn't load specified math lib(s), fallback to Math::BigInt::Calc at C:\cpanfly-5.16\var\cpan\build\Crypt-DH-0.07-HO7GrF\blib\lib/Crypt/DH.pm line 4.
t\00-compile.t .. 
1..1
ok 1 - use Crypt::DH;
ok
Math::BigInt: couldn't load specified math lib(s), fallback to Math::BigInt::Calc at C:\cpanfly-5.16\var\cpan\build\Crypt-DH-0.07-HO7GrF\blib\lib/Crypt/DH.pm line 4.

Timeout (max run time is 420s)
C:\Perl-5.16\bin\perl.exe exits with 37.