fakeroot debian/rules clean
dh_testdir
dh_testroot
rm -f build-stamp install-stamp
GCL_ANSI=t /usr/bin/make clean
make[1]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
Making clean in plotting
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
make[2]: Nothing to be done for `clean'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
Making clean in demo
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
make[2]: Nothing to be done for `clean'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
Making clean in share
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
make[2]: Nothing to be done for `clean'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
Making clean in interfaces
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
Making clean in xmaxima
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
Making clean in doc
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
Making clean in figures
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[5]: Nothing to be done for `clean'.
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
Making clean in .
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
rm -f xmaxima.info*
rm -f xmaxima*.html
rm -rf xmaxima.aux xmaxima.cp xmaxima.cps xmaxima.fn xmaxima.fns xmaxima.ky \
	  xmaxima.log xmaxima.pg xmaxima.pgs xmaxima.tmp xmaxima.toc \
	  xmaxima.tp xmaxima.tps xmaxima.vr xmaxima.vrs xmaxima.dvi \
	  xmaxima.pdf xmaxima.ps xmaxima.html
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
Making clean in msgs
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
make[4]: Nothing to be done for `clean'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
Making clean in .
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[4]: Nothing to be done for `clean-am'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
Making clean in emacs
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
Making clean in misc
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[4]: Nothing to be done for `clean'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
Making clean in emaxima
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
make[4]: Nothing to be done for `clean'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
Making clean in .
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[4]: Nothing to be done for `clean-am'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
Making clean in .
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[3]: Nothing to be done for `clean-am'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
Making clean in doc
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
Making clean in emaxima
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[3]: Nothing to be done for `clean'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
Making clean in share
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
make[3]: Nothing to be done for `clean'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
Making clean in intromax
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
make[3]: Nothing to be done for `clean'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
Making clean in man
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
make[3]: Nothing to be done for `clean'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
Making clean in info
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
Making clean in pt.utf8
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
rm -f maxima.info*
rm -f maxima-index.lisp
rm -f maxima.html maxima_*.html
rm -f contents.hhc
rm -f index.hhk
rm -f *.texi
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
Making clean in pt
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
rm -f maxima.info*
rm -f maxima-index.lisp
rm -f maxima.html maxima_*.html
rm -f contents.hhc
rm -f index.hhk
rm -rf maxima.aux maxima.cp maxima.cps maxima.fn maxima.fns maxima.ky \
	  maxima.kys maxima.log maxima.pg maxima.pgs maxima.tmp \
	  maxima.toc maxima.tp maxima.tps maxima.vr maxima.dvi \
	  maxima.pdf maxima.ps maxima.html
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
Making clean in es.utf8
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
rm -f maxima.info*
rm -f maxima-index.lisp
rm -f maxima.html maxima_*.html
rm -f contents.hhc
rm -f index.hhk
rm -f *.texi
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
Making clean in es
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
rm -f maxima.info*
rm -f maxima-index.lisp
rm -f maxima.html maxima_*.html
rm -f contents.hhc
rm -f index.hhk
rm -rf maxima.aux maxima.cp maxima.cps maxima.fn maxima.fns maxima.ky \
	  maxima.kys maxima.log maxima.pg maxima.pgs maxima.tmp \
	  maxima.toc maxima.tp maxima.tps maxima.vr maxima.dvi \
	  maxima.pdf maxima.ps maxima.html
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
Making clean in .
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
rm -f maxima.info*
rm -f maxima-index.lisp
rm -f maxima*.html
rm -f contents.hhc
rm -f index.hhk
rm -rf maxima.aux maxima.cp maxima.cps maxima.fn maxima.fns maxima.ky \
	  maxima.kys maxima.log maxima.pg maxima.pgs maxima.tmp \
	  maxima.toc maxima.tp maxima.tps maxima.vr maxima.dvi \
	  maxima.pdf maxima.ps maxima.html
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
Making clean in .
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[3]: Nothing to be done for `clean-am'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
Making clean in tests
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
make[2]: Nothing to be done for `clean'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
Making clean in lisp-utils
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
make[2]: Nothing to be done for `clean'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
Making clean in src
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
rm -rf binary-gcl
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
Making clean in .
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[2]: Nothing to be done for `clean-am'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[1]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
rm -f debian/test_results.out tests/tests-gcl.log
for i in $(find -name Makefile) ; do\
		! [ -e $i.am ] || rm -f $i;\
		! [ -e $i.am ] || rm -f $i.in;\
	 done
rm -f src/maxima doc/man/maxima.1 interfaces/xmaxima/Tkmaxima/Header.tcl \
		interfaces/xmaxima/Tkmaxima/tclIndex interfaces/xmaxima/autoconf-variables.tcl \
		interfaces/xmaxima/xmaxima src/autoconf-variables.lisp
rm -f src/factor.fn src/nparse.fn tests/gazonk0.fn
rm -f debian/*.install
rm -f debian/maximabook-19-Sept-2004.pdf config.log config.status plotting/mgnuplot \
			src/maxima.bat src/rmaxima maxima-local xmaxima-local maxima.spec maxima.iss
rm -rf src/numerical/slatec/fortran/CVS src/*gazonk* interfaces/xmaxima/win32/Makefile
dh_clean
 dpkg-source -b maxima-5.12.0
dpkg-source: building maxima using existing maxima_5.12.0.orig.tar.gz
dpkg-source: building maxima in maxima_5.12.0-1ubuntu2.diff.gz
dpkg-source: warning: executable mode 0755 of 'configure.lineno' will not be represented in diff
dpkg-source: warning: ignoring deletion of file doc/info/maxima_78.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima_48.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima_72.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima_50.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima_30.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima_40.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima_73.html
dpkg-source: warning: ignoring deletion of file doc/info/maxima.info-2
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_78.html
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dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_30.html
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dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima.info-2
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_abt.html
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dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_62.html
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dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_69.html
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima.info
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dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima.html
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_71.html
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/Makefile.in
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_81.html
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/index.hhk
dpkg-source: warning: ignoring deletion of file doc/info/pt.utf8/maxima_5.html
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dpkg-source: warning: ignoring deletion of file Makefile.in
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dpkg-source: warning: ignoring deletion of file src/autoconf-variables.lisp
dpkg-source: warning: ignoring deletion of file src/Makefile.in
dpkg-source: warning: ignoring deletion of directory src/numerical/slatec/fortran/CVS
dpkg-source: warning: ignoring deletion of file src/numerical/slatec/fortran/CVS/Repository
dpkg-source: warning: ignoring deletion of file src/numerical/slatec/fortran/CVS/Root
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dpkg-source: warning: ignoring deletion of file lisp-utils/Makefile.in
dpkg-source: building maxima in maxima_5.12.0-1ubuntu2.dsc
 debian/rules build
dh_testdir
aclocal
/usr/share/aclocal/libmcrypt.m4:17: warning: underquoted definition of AM_PATH_LIBMCRYPT
/usr/share/aclocal/libmcrypt.m4:17:   run info '(automake)Extending aclocal'
/usr/share/aclocal/libmcrypt.m4:17:   or see http://sources.redhat.com/automake/automake.html#Extending-aclocal
automake
interfaces/xmaxima/Makefile.am:70: variable `XMAXIMA_REAL_SOURCES' is defined but no program or
interfaces/xmaxima/Makefile.am:70: library has `XMAXIMA_REAL' as canonic name (possible typo)
src/Makefile.am:267: `%'-style pattern rules are a GNU make extension
src/Makefile.am:268: subst echo_,,$@: non-POSIX variable name
src/Makefile.am:268: (probably a GNU make extension)
src/Makefile.am:268: $(subst echo_,,$@: non-POSIX variable name
src/Makefile.am:268: (probably a GNU make extension)
src/Makefile.am:269: subst echo_,,$@: non-POSIX variable name
src/Makefile.am:269: (probably a GNU make extension)
src/Makefile.am:269: origin $(subst echo_,,$@: non-POSIX variable name
src/Makefile.am:269: (probably a GNU make extension)
GCL_ANSI=t ./configure --enable-gcl $(gcl -batch -eval '#-native-reloc(princ "--enable-gcl-alt-link")(bye)') \
		--prefix=/usr \
		--libexec=/usr/lib \
		--mandir=/usr/share/man \
		--infodir=/usr/share/info 
checking for a BSD-compatible install... /usr/bin/install -c
checking whether build environment is sane... yes
checking for a thread-safe mkdir -p... /bin/mkdir -p
checking for gawk... gawk
checking whether make sets $(MAKE)... yes
checking build system type... i686-pc-linux-gnu
checking host system type... i686-pc-linux-gnu
checking for gcl... true
checking for iconv... true
checking for recode... true
checking POSIX shell to see that it contains getopts... trying /bin/sh
POSIX shell is /bin/sh
configure: creating ./config.status
config.status: creating Makefile
config.status: creating maxima-local
config.status: creating xmaxima-local
config.status: creating maxima.spec
config.status: creating maxima.iss
config.status: creating src/Makefile
config.status: creating src/maxima
config.status: creating src/maxima.bat
config.status: creating src/rmaxima
config.status: creating src/autoconf-variables.lisp
config.status: creating lisp-utils/Makefile
config.status: creating tests/Makefile
config.status: creating doc/Makefile
config.status: creating doc/emaxima/Makefile
config.status: creating doc/info/Makefile
config.status: creating doc/info/es/Makefile
config.status: creating doc/info/es.utf8/Makefile
config.status: creating doc/info/pt/Makefile
config.status: creating doc/info/pt.utf8/Makefile
config.status: creating doc/info/pt_BR/Makefile
config.status: creating doc/info/pt_BR.utf8/Makefile
config.status: creating doc/intromax/Makefile
config.status: creating doc/man/Makefile
config.status: creating doc/man/maxima.1
config.status: creating doc/share/Makefile
config.status: creating interfaces/Makefile
config.status: creating interfaces/emacs/Makefile
config.status: creating interfaces/emacs/emaxima/Makefile
config.status: creating interfaces/emacs/misc/Makefile
config.status: creating interfaces/xmaxima/Makefile
config.status: creating interfaces/xmaxima/autoconf-variables.tcl
config.status: creating interfaces/xmaxima/Tkmaxima/Header.tcl
config.status: creating interfaces/xmaxima/doc/Makefile
config.status: creating interfaces/xmaxima/doc/figures/Makefile
config.status: creating interfaces/xmaxima/msgs/Makefile
config.status: creating interfaces/xmaxima/win32/Makefile
config.status: creating plotting/mgnuplot
config.status: creating share/Makefile
config.status: creating demo/Makefile
config.status: creating plotting/Makefile

Summary:
GCL enabled. Executable name: "gcl"
default lisp: gcl
wish executable name: "wish"
GCL_ANSI=t /usr/bin/make
make[1]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
Making all in src
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
test -d binary-gcl || mkdir binary-gcl
test -d binary-gcl/numerical || mkdir binary-gcl/numerical
test -d binary-gcl/numerical/slatec || mkdir binary-gcl/numerical/slatec
gcl -batch -eval '(progn (load "../lisp-utils/defsystem.lisp") (compiler::emit-fn t) (funcall (intern (symbol-name :operate-on-system) :mk) "maxima" :compile :verbose t) (compiler::make-all-proclaims "*/*.fn" "*/*/*/*.fn"))' && \
	gcl -batch -eval '(progn (load "../lisp-utils/defsystem.lisp") (funcall (intern (symbol-name :operate-on-system) :mk) "maxima" :load :verbose t) (when (fboundp (quote si::sgc-on))(si::sgc-on t)) (si:save-system "binary-gcl/maxima"))'

Warning:
REQUIRE is being redefined.

;  - Compiling defsystem "maxima" 
;    - Loading module "proclaim" 
;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxima-package.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxima-package.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxima-package.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sys-proclaim.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sys-proclaim.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sys-proclaim.lisp

;    - Loading module "package" 
;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autoconf-variables.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autoconf-variables.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autoconf-variables.lisp

;    - Compiling module "info" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/nregex.o.

;      - Loading binary file "binary-gcl/nregex.o" 
Loading binary-gcl/nregex.o
start address -T 0x8678500 Finished loading binary-gcl/nregex.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/cl-info.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/cl-info.lisp.
; (DEFUN INFO ...) is being compiled.
;; Warning: The variable PREV is not used.
; (DEFUN READ-INFO-TEXT ...) is being compiled.
;; Warning: The variable KEY is not used.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/cl-info.o.

;      - Loading binary file "binary-gcl/cl-info.o" 
Loading binary-gcl/cl-info.o
start address -T 0x866c500 Finished loading binary-gcl/cl-info.o

;    - Compiling module "sloop" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sloop.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sloop.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/sloop.o.

;      - Loading binary file "binary-gcl/sloop.o" 
Loading binary-gcl/sloop.o
start address -T 0x8583860 Finished loading binary-gcl/sloop.o

;    - Compiling module "declarations" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/lmdcls.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/lmdcls.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/lmdcls.o.

;      - Loading binary file "binary-gcl/lmdcls.o" 
Loading binary-gcl/lmdcls.o
start address -T 0x8678080 Finished loading binary-gcl/lmdcls.o

;    - Compiling module "destructuring-let" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/letmac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/letmac.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of LET-MACRO-GET-VARS was replaced by iteration.
;; Note: Tail-recursive call of LET-MACRO-GET-LAST-VAR was replaced by iteration.
;; Note: Tail-recursive call of LET-MACRO-HAIR was replaced by iteration.
;; Note: Tail-recursive call of LET-MACRO-HAIR was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/letmac.o.

;      - Loading binary file "binary-gcl/letmac.o" 
Loading binary-gcl/letmac.o
start address -T 0x8580ee0 Finished loading binary-gcl/letmac.o

;    - Compiling module "compatibility-macros1" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/generr.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/generr.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/generr.o.

;      - Loading binary file "binary-gcl/generr.o" 
Loading binary-gcl/generr.o
start address -T 0x85855d0 Finished loading binary-gcl/generr.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/clmacs.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/clmacs.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of ALPHALESSP was replaced by iteration.
;; Note: Tail-recursive call of ALPHALESSP was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/clmacs.o.

;      - Loading binary file "binary-gcl/clmacs.o" 
Loading binary-gcl/clmacs.o
start address -T 0x8685f20 Finished loading binary-gcl/clmacs.o

;    - Compiling module "compatibility-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/commac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/commac.lisp.
End of Pass 1.  
; (DEFUN NARG-LISTIFY1) is being compiled.
;; Warning: Wrong number of args for LAST: 2 instead of 1.
; (DEFUN LISTIFY1) is being compiled.
;; Warning: Wrong number of args for LAST: 2 instead of 1.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/commac.o.

;      - Loading binary file "binary-gcl/commac.o" 
Loading binary-gcl/commac.o
start address -T 0x868b6e0 Finished loading binary-gcl/commac.o

;    - Compiling module "prerequisites" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mormac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mormac.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mormac.o.

;      - Loading binary file "binary-gcl/mormac.o" 
Loading binary-gcl/mormac.o
start address -T 0x8629930 Finished loading binary-gcl/mormac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/compat.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/compat.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/compat.o.

;      - Loading binary file "binary-gcl/compat.o" 
Loading binary-gcl/compat.o
start address -T 0x862ad20 Finished loading binary-gcl/compat.o

;    - Compiling module "command-line" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of PARSE-ARGS was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/command-line.o.

;      - Loading binary file "binary-gcl/command-line.o" 
Loading binary-gcl/command-line.o
start address -T 0x86761c0 Finished loading binary-gcl/command-line.o

;    - Compiling module "fundamental-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/defopt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/defopt.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/defopt.o.

;      - Loading binary file "binary-gcl/defopt.o" 
Loading binary-gcl/defopt.o
start address -T 0x862ea20 Finished loading binary-gcl/defopt.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/defcal.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/defcal.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/defcal.o.

;      - Loading binary file "binary-gcl/defcal.o" 
Loading binary-gcl/defcal.o
start address -T 0x8629aa0 Finished loading binary-gcl/defcal.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxmac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxmac.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/maxmac.o.

;      - Loading binary file "binary-gcl/maxmac.o" 
Loading binary-gcl/maxmac.o
start address -T 0x8664f60 Finished loading binary-gcl/maxmac.o

;    - Compiling module "utility-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mopers.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mopers.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mopers.o.

;      - Loading binary file "binary-gcl/mopers.o" 
Loading binary-gcl/mopers.o
start address -T 0x867ce00 Finished loading binary-gcl/mopers.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mforma.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mforma.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mforma.o.

;      - Loading binary file "binary-gcl/mforma.o" 
Loading binary-gcl/mforma.o
start address -T 0x8696c20 Finished loading binary-gcl/mforma.o

;    - Compiling module "other-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mrgmac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mrgmac.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of DEFC1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mrgmac.o.

;      - Loading binary file "binary-gcl/mrgmac.o" 
Loading binary-gcl/mrgmac.o
start address -T 0x86909e0 Finished loading binary-gcl/mrgmac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/procs.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/procs.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/procs.o.

;      - Loading binary file "binary-gcl/procs.o" 
Loading binary-gcl/procs.o
start address -T 0x8634280 Finished loading binary-gcl/procs.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rzmac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rzmac.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rzmac.o.

;      - Loading binary file "binary-gcl/rzmac.o" 
Loading binary-gcl/rzmac.o
start address -T 0x86957e0 Finished loading binary-gcl/rzmac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/strmac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/strmac.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/strmac.o.

;      - Loading binary file "binary-gcl/strmac.o" 
Loading binary-gcl/strmac.o
start address -T 0x8662f60 Finished loading binary-gcl/strmac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/displm.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/displm.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/displm.o.

;      - Loading binary file "binary-gcl/displm.o" 
Loading binary-gcl/displm.o
start address -T 0x8698e00 Finished loading binary-gcl/displm.o

;    - Compiling module "rat-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ratmac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ratmac.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ratmac.o.

;      - Loading binary file "binary-gcl/ratmac.o" 
Loading binary-gcl/ratmac.o
start address -T 0x867dda0 Finished loading binary-gcl/ratmac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mhayat.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mhayat.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mhayat.o.

;      - Loading binary file "binary-gcl/mhayat.o" 
Loading binary-gcl/mhayat.o
start address -T 0x869fca0 Finished loading binary-gcl/mhayat.o

;    - Compiling module "numerical-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerm.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerm.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerm.o.

;      - Loading binary file "binary-gcl/numerm.o" 
Loading binary-gcl/numerm.o
start address -T 0x8695060 Finished loading binary-gcl/numerm.o

;    - Compiling source file
;      "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/optimize.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/optimize.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/optimize.o.

;    - Loading binary file "binary-gcl/optimize.o" 
Loading binary-gcl/optimize.o
start address -T 0x8681560 Finished loading binary-gcl/optimize.o

;    - Compiling module "utilities" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/opers.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/opers.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/opers.o.

;      - Loading binary file "binary-gcl/opers.o" 
Loading binary-gcl/opers.o
start address -T 0x867ffc0 Finished loading binary-gcl/opers.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/utils.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/utils.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of AMONG was replaced by iteration.
;; Note: Tail-recursive call of AMONGL was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/utils.o.

;      - Loading binary file "binary-gcl/utils.o" 
Loading binary-gcl/utils.o
start address -T 0x8626a40 Finished loading binary-gcl/utils.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sumcon.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sumcon.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of SUMCONTRACT2 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/sumcon.o.

;      - Loading binary file "binary-gcl/sumcon.o" 
Loading binary-gcl/sumcon.o
start address -T 0x8693060 Finished loading binary-gcl/sumcon.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sublis.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sublis.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/sublis.o.

;      - Loading binary file "binary-gcl/sublis.o" 
Loading binary-gcl/sublis.o
start address -T 0x86ac860 Finished loading binary-gcl/sublis.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/runtim.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/runtim.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/runtim.o.

;      - Loading binary file "binary-gcl/runtim.o" 
Loading binary-gcl/runtim.o
start address -T 0x8685860 Finished loading binary-gcl/runtim.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/merror.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/merror.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/merror.o.

;      - Loading binary file "binary-gcl/merror.o" 
Loading binary-gcl/merror.o
start address -T 0x869dd40 Finished loading binary-gcl/merror.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mformt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mformt.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mformt.o.

;      - Loading binary file "binary-gcl/mformt.o" 
Loading binary-gcl/mformt.o
start address -T 0x86b1540 Finished loading binary-gcl/mformt.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mutils.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mutils.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mutils.o.

;      - Loading binary file "binary-gcl/mutils.o" 
Loading binary-gcl/mutils.o
start address -T 0x8683b60 Finished loading binary-gcl/mutils.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/outmis.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/outmis.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of ISO1 was replaced by iteration.
;; Note: Tail-recursive call of MEMSIMILARL was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/outmis.o.

;      - Loading binary file "binary-gcl/outmis.o" 
Loading binary-gcl/outmis.o
start address -T 0x86b7cc0 Finished loading binary-gcl/outmis.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ar.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ar.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of MARRAYSET-GENSUB was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ar.o.

;      - Loading binary file "binary-gcl/ar.o" 
Loading binary-gcl/ar.o
start address -T 0x86aa860 Finished loading binary-gcl/ar.o

;    - Compiling module "commands" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/comm.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/comm.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of SUBST1 was replaced by iteration.
;; Note: Tail-recursive call of SUBST2 was replaced by iteration.
;; Note: Tail-recursive call of SDIFFGRAD was replaced by iteration.
;; Note: Tail-recursive call of $TRUNC was replaced by iteration.
;; Note: Tail-recursive call of DISP2 was replaced by iteration.
;; Note: Tail-recursive call of DISP2 was replaced by iteration.
;; Note: Tail-recursive call of FINDPOWERS1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/comm.o.

;      - Loading binary file "binary-gcl/comm.o" 
Loading binary-gcl/comm.o
start address -T 0x9276000 Finished loading binary-gcl/comm.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/comm2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/comm2.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of STOTALDIFF was replaced by iteration.
;; Note: Tail-recursive call of STOTALDIFF was replaced by iteration.
;; Note: Tail-recursive call of EXTRACTVARS was replaced by iteration.
;; Note: Tail-recursive call of LOGCON was replaced by iteration.
;; Note: Tail-recursive call of $NTERMS was replaced by iteration.
;; Note: Tail-recursive call of REMBOX1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/comm2.o.

;      - Loading binary file "binary-gcl/comm2.o" 
Loading binary-gcl/comm2.o
start address -T 0x9287000 Finished loading binary-gcl/comm2.o

;    - Compiling module "evaluator" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mlisp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mlisp.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of MAPPLY1 was replaced by iteration.
;; Note: Tail-recursive call of MAPPLY1 was replaced by iteration.
;; Note: Tail-recursive call of MEVAL1 was replaced by iteration.
;; Note: Tail-recursive call of MEVALATOMS was replaced by iteration.
;; Note: Tail-recursive call of ARRSTORE was replaced by iteration.
;; Note: Tail-recursive call of ARRSTORE was replaced by iteration.
;; Note: Tail-recursive call of ARRSTORE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mlisp.o.

;      - Loading binary file "binary-gcl/mlisp.o" 
Loading binary-gcl/mlisp.o
start address -T 0x92aa000 Finished loading binary-gcl/mlisp.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mmacro.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mmacro.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of MMACROEXPAND was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mmacro.o.

;      - Loading binary file "binary-gcl/mmacro.o" 
Loading binary-gcl/mmacro.o
start address -T 0x86b6720 Finished loading binary-gcl/mmacro.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/buildq.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/buildq.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/buildq.o.

;      - Loading binary file "binary-gcl/buildq.o" 
Loading binary-gcl/buildq.o
start address -T 0x85846e0 Finished loading binary-gcl/buildq.o

;    - Compiling module "numerical" 
;      - Compiling module "packages" 
;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/f2cl-package.o.

;        - Loading binary file "binary-gcl/numerical/f2cl-package.o" 
Loading binary-gcl/numerical/f2cl-package.o
start address -T 0x8673590 Finished loading binary-gcl/numerical/f2cl-package.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec.o.

;        - Loading binary file "binary-gcl/numerical/slatec.o" 
Loading binary-gcl/numerical/slatec.o
start address -T 0x920ff20 Finished loading binary-gcl/numerical/slatec.o

;      - Compiling module "f2cl-lib" 
;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-lib.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-lib.lisp.
; (DEFUN %OPEN-FILE ...) is being compiled.
;; Warning: The variable UNIT is not used.
;; Warning: The variable FORM is not used.
; (DEFUN %CLOSE ...) is being compiled.
;; Warning: The variable STATUS is not used.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/f2cl-lib.o.

;        - Loading binary file "binary-gcl/numerical/f2cl-lib.o" 
Loading binary-gcl/numerical/f2cl-lib.o
start address -T 0x92ec000 Finished loading binary-gcl/numerical/f2cl-lib.o

;      - Compiling module "slatec" 
;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/fdump.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/fdump.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/fdump.o.

;        - Loading binary file "binary-gcl/numerical/slatec/fdump.o" 
Loading binary-gcl/numerical/slatec/fdump.o
start address -T 0x867ff50 Finished loading binary-gcl/numerical/slatec/fdump.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/j4save.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/j4save.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/j4save.o.

;        - Loading binary file "binary-gcl/numerical/slatec/j4save.o" 
Loading binary-gcl/numerical/slatec/j4save.o
start address -T 0x862e2b0 Finished loading binary-gcl/numerical/slatec/j4save.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xercnt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xercnt.lisp.
; (DEFUN XERCNT ...) is being compiled.
;; Warning: The variable LIBRAR is not used.
;; Warning: The variable SUBROU is not used.
;; Warning: The variable MESSG is not used.
;; Warning: The variable NERR is not used.
;; Warning: The variable LEVEL is not used.
;; Warning: The variable KONTRL is not used.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/xercnt.o.

;        - Loading binary file "binary-gcl/numerical/slatec/xercnt.o" 
Loading binary-gcl/numerical/slatec/xercnt.o
start address -T 0x8585280 Finished loading binary-gcl/numerical/slatec/xercnt.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xerhlt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xerhlt.lisp.
; (DEFUN XERHLT ...) is being compiled.
;; Warning: The variable MESSG is not used.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/xerhlt.o.

;        - Loading binary file "binary-gcl/numerical/slatec/xerhlt.o" 
Loading binary-gcl/numerical/slatec/xerhlt.o
start address -T 0x862bf40 Finished loading binary-gcl/numerical/slatec/xerhlt.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xgetua.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xgetua.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/xgetua.o.

;        - Loading binary file "binary-gcl/numerical/slatec/xgetua.o" 
Loading binary-gcl/numerical/slatec/xgetua.o
start address -T 0x8666250 Finished loading binary-gcl/numerical/slatec/xgetua.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xerprn.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xerprn.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/xerprn.o.

;        - Loading binary file "binary-gcl/numerical/slatec/xerprn.o" 
Loading binary-gcl/numerical/slatec/xerprn.o
start address -T 0x8666660 Finished loading binary-gcl/numerical/slatec/xerprn.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xersve.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xersve.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/xersve.o.

;        - Loading binary file "binary-gcl/numerical/slatec/xersve.o" 
Loading binary-gcl/numerical/slatec/xersve.o
start address -T 0x8662d80 Finished loading binary-gcl/numerical/slatec/xersve.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xermsg.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/xermsg.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/xermsg.o.

;        - Loading binary file "binary-gcl/numerical/slatec/xermsg.o" 
Loading binary-gcl/numerical/slatec/xermsg.o
start address -T 0x920bf20 Finished loading binary-gcl/numerical/slatec/xermsg.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/initds.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/initds.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/initds.o.

;        - Loading binary file "binary-gcl/numerical/slatec/initds.o" 
Loading binary-gcl/numerical/slatec/initds.o
start address -T 0x86ac260 Finished loading binary-gcl/numerical/slatec/initds.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dcsevl.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dcsevl.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dcsevl.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dcsevl.o" 
Loading binary-gcl/numerical/slatec/dcsevl.o
start address -T 0x9295fe0 Finished loading binary-gcl/numerical/slatec/dcsevl.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9lgmc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9lgmc.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/d9lgmc.o.

;        - Loading binary file "binary-gcl/numerical/slatec/d9lgmc.o" 
Loading binary-gcl/numerical/slatec/d9lgmc.o
start address -T 0x86ad4e0 Finished loading binary-gcl/numerical/slatec/d9lgmc.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgamlm.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgamlm.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dgamlm.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dgamlm.o" 
Loading binary-gcl/numerical/slatec/dgamlm.o
start address -T 0x92cd7c0 Finished loading binary-gcl/numerical/slatec/dgamlm.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgamma.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgamma.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dgamma.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dgamma.o" 
Loading binary-gcl/numerical/slatec/dgamma.o
start address -T 0x862c050 Finished loading binary-gcl/numerical/slatec/dgamma.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgamln.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgamln.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dgamln.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dgamln.o" 
Loading binary-gcl/numerical/slatec/dgamln.o
start address -T 0x8664f30 Finished loading binary-gcl/numerical/slatec/dgamln.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dlngam.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dlngam.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dlngam.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dlngam.o" 
Loading binary-gcl/numerical/slatec/dlngam.o
start address -T 0x862df20 Finished loading binary-gcl/numerical/slatec/dlngam.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9b0mp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9b0mp.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/d9b0mp.o.

;        - Loading binary file "binary-gcl/numerical/slatec/d9b0mp.o" 
Loading binary-gcl/numerical/slatec/d9b0mp.o
start address -T 0x867d9e0 Finished loading binary-gcl/numerical/slatec/d9b0mp.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9b1mp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9b1mp.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/d9b1mp.o.

;        - Loading binary file "binary-gcl/numerical/slatec/d9b1mp.o" 
Loading binary-gcl/numerical/slatec/d9b1mp.o
start address -T 0x86747b0 Finished loading binary-gcl/numerical/slatec/d9b1mp.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesj0.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesj0.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesj0.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesj0.o" 
Loading binary-gcl/numerical/slatec/dbesj0.o
start address -T 0x867dd70 Finished loading binary-gcl/numerical/slatec/dbesj0.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesj1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesj1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesj1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesj1.o" 
Loading binary-gcl/numerical/slatec/dbesj1.o
start address -T 0x86333f0 Finished loading binary-gcl/numerical/slatec/dbesj1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/djairy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/djairy.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/djairy.o.

;        - Loading binary file "binary-gcl/numerical/slatec/djairy.o" 
Loading binary-gcl/numerical/slatec/djairy.o
start address -T 0x86315d0 Finished loading binary-gcl/numerical/slatec/djairy.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dasyjy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dasyjy.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dasyjy.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dasyjy.o" 
Loading binary-gcl/numerical/slatec/dasyjy.o
start address -T 0x8683b30 Finished loading binary-gcl/numerical/slatec/dasyjy.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesj.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesj.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesj.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesj.o" 
Loading binary-gcl/numerical/slatec/dbesj.o
start address -T 0x86ac830 Finished loading binary-gcl/numerical/slatec/dbesj.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsi0e.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsi0e.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbsi0e.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbsi0e.o" 
Loading binary-gcl/numerical/slatec/dbsi0e.o
start address -T 0x8675e50 Finished loading binary-gcl/numerical/slatec/dbsi0e.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsi1e.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsi1e.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbsi1e.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbsi1e.o" 
Loading binary-gcl/numerical/slatec/dbsi1e.o
start address -T 0x8583510 Finished loading binary-gcl/numerical/slatec/dbsi1e.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesi0.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesi0.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesi0.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesi0.o" 
Loading binary-gcl/numerical/slatec/dbesi0.o
start address -T 0x8664f00 Finished loading binary-gcl/numerical/slatec/dbesi0.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesi1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesi1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesi1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesi1.o" 
Loading binary-gcl/numerical/slatec/dbesi1.o
start address -T 0x8630520 Finished loading binary-gcl/numerical/slatec/dbesi1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dasyik.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dasyik.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dasyik.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dasyik.o" 
Loading binary-gcl/numerical/slatec/dasyik.o
start address -T 0x8675040 Finished loading binary-gcl/numerical/slatec/dasyik.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesi.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesi.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesi.o" 
Loading binary-gcl/numerical/slatec/dbesi.o
start address -T 0x867da10 Finished loading binary-gcl/numerical/slatec/dbesi.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zabs.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zabs.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zabs.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zabs.o" 
Loading binary-gcl/numerical/slatec/zabs.o
start address -T 0x862f6e0 Finished loading binary-gcl/numerical/slatec/zabs.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zdiv.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zdiv.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zdiv.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zdiv.o" 
Loading binary-gcl/numerical/slatec/zdiv.o
start address -T 0x862fa00 Finished loading binary-gcl/numerical/slatec/zdiv.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zexp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zexp.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zexp.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zexp.o" 
Loading binary-gcl/numerical/slatec/zexp.o
start address -T 0x8689710 Finished loading binary-gcl/numerical/slatec/zexp.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zmlt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zmlt.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zmlt.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zmlt.o" 
Loading binary-gcl/numerical/slatec/zmlt.o
start address -T 0x867bde0 Finished loading binary-gcl/numerical/slatec/zmlt.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zsqrt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zsqrt.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zsqrt.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zsqrt.o" 
Loading binary-gcl/numerical/slatec/zsqrt.o
start address -T 0x8675070 Finished loading binary-gcl/numerical/slatec/zsqrt.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zasyi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zasyi.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zasyi.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zasyi.o" 
Loading binary-gcl/numerical/slatec/zasyi.o
start address -T 0x9282f70 Finished loading binary-gcl/numerical/slatec/zasyi.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuchk.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuchk.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zuchk.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zuchk.o" 
Loading binary-gcl/numerical/slatec/zuchk.o
start address -T 0x8666cb0 Finished loading binary-gcl/numerical/slatec/zuchk.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zlog.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zlog.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zlog.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zlog.o" 
Loading binary-gcl/numerical/slatec/zlog.o
start address -T 0x8633b50 Finished loading binary-gcl/numerical/slatec/zlog.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunik.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunik.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zunik.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zunik.o" 
Loading binary-gcl/numerical/slatec/zunik.o
start address -T 0x862ef00 Finished loading binary-gcl/numerical/slatec/zunik.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunhj.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunhj.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zunhj.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zunhj.o" 
Loading binary-gcl/numerical/slatec/zunhj.o
start address -T 0x8630b80 Finished loading binary-gcl/numerical/slatec/zunhj.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuoik.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuoik.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zuoik.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zuoik.o" 
Loading binary-gcl/numerical/slatec/zuoik.o
start address -T 0x8632430 Finished loading binary-gcl/numerical/slatec/zuoik.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuni1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuni1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zuni1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zuni1.o" 
Loading binary-gcl/numerical/slatec/zuni1.o
start address -T 0x8633fd0 Finished loading binary-gcl/numerical/slatec/zuni1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zkscl.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zkscl.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zkscl.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zkscl.o" 
Loading binary-gcl/numerical/slatec/zkscl.o
start address -T 0x8633930 Finished loading binary-gcl/numerical/slatec/zkscl.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zshch.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zshch.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zshch.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zshch.o" 
Loading binary-gcl/numerical/slatec/zshch.o
start address -T 0x869b520 Finished loading binary-gcl/numerical/slatec/zshch.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbknu.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbknu.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbknu.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbknu.o" 
Loading binary-gcl/numerical/slatec/zbknu.o
start address -T 0x8633700 Finished loading binary-gcl/numerical/slatec/zbknu.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zmlri.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zmlri.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zmlri.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zmlri.o" 
Loading binary-gcl/numerical/slatec/zmlri.o
start address -T 0x8632d40 Finished loading binary-gcl/numerical/slatec/zmlri.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zs1s2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zs1s2.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zs1s2.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zs1s2.o" 
Loading binary-gcl/numerical/slatec/zs1s2.o
start address -T 0x8632a30 Finished loading binary-gcl/numerical/slatec/zs1s2.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zseri.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zseri.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zseri.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zseri.o" 
Loading binary-gcl/numerical/slatec/zseri.o
start address -T 0x8632470 Finished loading binary-gcl/numerical/slatec/zseri.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zacai.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zacai.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zacai.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zacai.o" 
Loading binary-gcl/numerical/slatec/zacai.o
start address -T 0x8631810 Finished loading binary-gcl/numerical/slatec/zacai.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zairy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zairy.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zairy.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zairy.o" 
Loading binary-gcl/numerical/slatec/zairy.o
start address -T 0x86314e0 Finished loading binary-gcl/numerical/slatec/zairy.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuni2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zuni2.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zuni2.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zuni2.o" 
Loading binary-gcl/numerical/slatec/zuni2.o
start address -T 0x8662ca0 Finished loading binary-gcl/numerical/slatec/zuni2.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbuni.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbuni.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbuni.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbuni.o" 
Loading binary-gcl/numerical/slatec/zbuni.o
start address -T 0x86a4d80 Finished loading binary-gcl/numerical/slatec/zbuni.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zrati.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zrati.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zrati.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zrati.o" 
Loading binary-gcl/numerical/slatec/zrati.o
start address -T 0x8666720 Finished loading binary-gcl/numerical/slatec/zrati.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zwrsk.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zwrsk.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zwrsk.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zwrsk.o" 
Loading binary-gcl/numerical/slatec/zwrsk.o
start address -T 0x9298fe0 Finished loading binary-gcl/numerical/slatec/zwrsk.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbinu.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbinu.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbinu.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbinu.o" 
Loading binary-gcl/numerical/slatec/zbinu.o
start address -T 0x8675000 Finished loading binary-gcl/numerical/slatec/zbinu.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesi.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbesi.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbesi.o" 
Loading binary-gcl/numerical/slatec/zbesi.o
start address -T 0x8676fc0 Finished loading binary-gcl/numerical/slatec/zbesi.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesj.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesj.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbesj.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbesj.o" 
Loading binary-gcl/numerical/slatec/zbesj.o
start address -T 0x862b640 Finished loading binary-gcl/numerical/slatec/zbesj.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesy0.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesy0.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesy0.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesy0.o" 
Loading binary-gcl/numerical/slatec/dbesy0.o
start address -T 0x8633b80 Finished loading binary-gcl/numerical/slatec/dbesy0.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesy1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesy1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesy1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesy1.o" 
Loading binary-gcl/numerical/slatec/dbesy1.o
start address -T 0x86274f0 Finished loading binary-gcl/numerical/slatec/dbesy1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsynu.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsynu.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbsynu.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbsynu.o" 
Loading binary-gcl/numerical/slatec/dbsynu.o
start address -T 0x8623fa0 Finished loading binary-gcl/numerical/slatec/dbsynu.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dyairy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dyairy.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dyairy.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dyairy.o" 
Loading binary-gcl/numerical/slatec/dyairy.o
start address -T 0x8537fd0 Finished loading binary-gcl/numerical/slatec/dyairy.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesy.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesy.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesy.o" 
Loading binary-gcl/numerical/slatec/dbesy.o
start address -T 0x862de00 Finished loading binary-gcl/numerical/slatec/dbesy.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zacon.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zacon.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zacon.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zacon.o" 
Loading binary-gcl/numerical/slatec/zacon.o
start address -T 0x92cdfc0 Finished loading binary-gcl/numerical/slatec/zacon.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunk1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunk1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zunk1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zunk1.o" 
Loading binary-gcl/numerical/slatec/zunk1.o
start address -T 0x9286830 Finished loading binary-gcl/numerical/slatec/zunk1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunk2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zunk2.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zunk2.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zunk2.o" 
Loading binary-gcl/numerical/slatec/zunk2.o
start address -T 0x9295160 Finished loading binary-gcl/numerical/slatec/zunk2.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbunk.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbunk.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbunk.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbunk.o" 
Loading binary-gcl/numerical/slatec/zbunk.o
start address -T 0x86747e0 Finished loading binary-gcl/numerical/slatec/zbunk.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesh.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesh.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbesh.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbesh.o" 
Loading binary-gcl/numerical/slatec/zbesh.o
start address -T 0x8674e10 Finished loading binary-gcl/numerical/slatec/zbesh.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesy.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbesy.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbesy.o" 
Loading binary-gcl/numerical/slatec/zbesy.o
start address -T 0x86c3240 Finished loading binary-gcl/numerical/slatec/zbesy.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsk0e.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsk0e.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbsk0e.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbsk0e.o" 
Loading binary-gcl/numerical/slatec/dbsk0e.o
start address -T 0x9286fd0 Finished loading binary-gcl/numerical/slatec/dbsk0e.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesk0.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesk0.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesk0.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesk0.o" 
Loading binary-gcl/numerical/slatec/dbesk0.o
start address -T 0x8666c20 Finished loading binary-gcl/numerical/slatec/dbesk0.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsk1e.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsk1e.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbsk1e.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbsk1e.o" 
Loading binary-gcl/numerical/slatec/dbsk1e.o
start address -T 0x8674e30 Finished loading binary-gcl/numerical/slatec/dbsk1e.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesk1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesk1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesk1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesk1.o" 
Loading binary-gcl/numerical/slatec/dbesk1.o
start address -T 0x86c4530 Finished loading binary-gcl/numerical/slatec/dbesk1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsknu.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbsknu.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbsknu.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbsknu.o" 
Loading binary-gcl/numerical/slatec/dbsknu.o
start address -T 0x8630560 Finished loading binary-gcl/numerical/slatec/dbsknu.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesk.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbesk.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbesk.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbesk.o" 
Loading binary-gcl/numerical/slatec/dbesk.o
start address -T 0x8630780 Finished loading binary-gcl/numerical/slatec/dbesk.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesk.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbesk.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbesk.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbesk.o" 
Loading binary-gcl/numerical/slatec/zbesk.o
start address -T 0x92cbf80 Finished loading binary-gcl/numerical/slatec/zbesk.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9aimp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9aimp.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/d9aimp.o.

;        - Loading binary file "binary-gcl/numerical/slatec/d9aimp.o" 
Loading binary-gcl/numerical/slatec/d9aimp.o
start address -T 0x86b66e0 Finished loading binary-gcl/numerical/slatec/d9aimp.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/daie.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/daie.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/daie.o.

;        - Loading binary file "binary-gcl/numerical/slatec/daie.o" 
Loading binary-gcl/numerical/slatec/daie.o
start address -T 0x86c1200 Finished loading binary-gcl/numerical/slatec/daie.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dai.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dai.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dai.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dai.o" 
Loading binary-gcl/numerical/slatec/dai.o
start address -T 0x86aa7f0 Finished loading binary-gcl/numerical/slatec/dai.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbie.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbie.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbie.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbie.o" 
Loading binary-gcl/numerical/slatec/dbie.o
start address -T 0x86aa820 Finished loading binary-gcl/numerical/slatec/dbie.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dbi.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dbi.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dbi.o" 
Loading binary-gcl/numerical/slatec/dbi.o
start address -T 0x92a9fb0 Finished loading binary-gcl/numerical/slatec/dbi.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbiry.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/zbiry.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/zbiry.o.

;        - Loading binary file "binary-gcl/numerical/slatec/zbiry.o" 
Loading binary-gcl/numerical/slatec/zbiry.o
start address -T 0x92a9fe0 Finished loading binary-gcl/numerical/slatec/zbiry.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/derfc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/derfc.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/derfc.o.

;        - Loading binary file "binary-gcl/numerical/slatec/derfc.o" 
Loading binary-gcl/numerical/slatec/derfc.o
start address -T 0x8674e70 Finished loading binary-gcl/numerical/slatec/derfc.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/derf.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/derf.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/derf.o.

;        - Loading binary file "binary-gcl/numerical/slatec/derf.o" 
Loading binary-gcl/numerical/slatec/derf.o
start address -T 0x8674ea0 Finished loading binary-gcl/numerical/slatec/derf.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/de1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/de1.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/de1.o.

;        - Loading binary file "binary-gcl/numerical/slatec/de1.o" 
Loading binary-gcl/numerical/slatec/de1.o
start address -T 0x8695790 Finished loading binary-gcl/numerical/slatec/de1.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dei.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dei.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dei.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dei.o" 
Loading binary-gcl/numerical/slatec/dei.o
start address -T 0x92999d0 Finished loading binary-gcl/numerical/slatec/dei.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9upak.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/d9upak.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/d9upak.o.

;        - Loading binary file "binary-gcl/numerical/slatec/d9upak.o" 
Loading binary-gcl/numerical/slatec/d9upak.o
start address -T 0x862da00 Finished loading binary-gcl/numerical/slatec/d9upak.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dspenc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dspenc.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dspenc.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dspenc.o" 
Loading binary-gcl/numerical/slatec/dspenc.o
start address -T 0x920ee60 Finished loading binary-gcl/numerical/slatec/dspenc.o

;      - Compiling module "quadpack" 
;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqwgtf.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqwgtf.lisp.
; (DEFUN DQWGTF ...) is being compiled.
;; Warning: The variable P2 is not used.
;; Warning: The variable P3 is not used.
;; Warning: The variable P4 is not used.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqwgtf.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqwgtf.o" 
Loading binary-gcl/numerical/slatec/dqwgtf.o
start address -T 0x862ac10 Finished loading binary-gcl/numerical/slatec/dqwgtf.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqcheb.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqcheb.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqcheb.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqcheb.o" 
Loading binary-gcl/numerical/slatec/dqcheb.o
start address -T 0x8683fc0 Finished loading binary-gcl/numerical/slatec/dqcheb.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk15w.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk15w.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk15w.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk15w.o" 
Loading binary-gcl/numerical/slatec/dqk15w.o
start address -T 0x8685550 Finished loading binary-gcl/numerical/slatec/dqk15w.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqwgts.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqwgts.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqwgts.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqwgts.o" 
Loading binary-gcl/numerical/slatec/dqwgts.o
start address -T 0x869ba40 Finished loading binary-gcl/numerical/slatec/dqwgts.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqwgtc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqwgtc.lisp.
; (DEFUN DQWGTC ...) is being compiled.
;; Warning: The variable P2 is not used.
;; Warning: The variable P3 is not used.
;; Warning: The variable P4 is not used.
;; Warning: The variable KP is not used.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqwgtc.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqwgtc.o" 
Loading binary-gcl/numerical/slatec/dqwgtc.o
start address -T 0x868a560 Finished loading binary-gcl/numerical/slatec/dqwgtc.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgtsl.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dgtsl.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dgtsl.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dgtsl.o" 
Loading binary-gcl/numerical/slatec/dgtsl.o
start address -T 0x867c200 Finished loading binary-gcl/numerical/slatec/dgtsl.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk15.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk15.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk15.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk15.o" 
Loading binary-gcl/numerical/slatec/dqk15.o
start address -T 0x86957b0 Finished loading binary-gcl/numerical/slatec/dqk15.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk31.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk31.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk31.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk31.o" 
Loading binary-gcl/numerical/slatec/dqk31.o
start address -T 0x868b460 Finished loading binary-gcl/numerical/slatec/dqk31.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk41.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk41.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk41.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk41.o" 
Loading binary-gcl/numerical/slatec/dqk41.o
start address -T 0x8664e70 Finished loading binary-gcl/numerical/slatec/dqk41.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk51.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk51.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk51.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk51.o" 
Loading binary-gcl/numerical/slatec/dqk51.o
start address -T 0x868a530 Finished loading binary-gcl/numerical/slatec/dqk51.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk61.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk61.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk61.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk61.o" 
Loading binary-gcl/numerical/slatec/dqk61.o
start address -T 0x862ddc0 Finished loading binary-gcl/numerical/slatec/dqk61.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk21.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk21.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk21.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk21.o" 
Loading binary-gcl/numerical/slatec/dqk21.o
start address -T 0x862e9d0 Finished loading binary-gcl/numerical/slatec/dqk21.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk15i.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqk15i.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqk15i.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqk15i.o" 
Loading binary-gcl/numerical/slatec/dqk15i.o
start address -T 0x868a640 Finished loading binary-gcl/numerical/slatec/dqk15i.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqelg.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqelg.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqelg.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqelg.o" 
Loading binary-gcl/numerical/slatec/dqelg.o
start address -T 0x86770a0 Finished loading binary-gcl/numerical/slatec/dqelg.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqpsrt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqpsrt.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqpsrt.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqpsrt.o" 
Loading binary-gcl/numerical/slatec/dqpsrt.o
start address -T 0x920e6d0 Finished loading binary-gcl/numerical/slatec/dqpsrt.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqc25s.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqc25s.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqc25s.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqc25s.o" 
Loading binary-gcl/numerical/slatec/dqc25s.o
start address -T 0x868a670 Finished loading binary-gcl/numerical/slatec/dqc25s.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqmomo.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqmomo.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqmomo.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqmomo.o" 
Loading binary-gcl/numerical/slatec/dqmomo.o
start address -T 0x86a90e0 Finished loading binary-gcl/numerical/slatec/dqmomo.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqc25c.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqc25c.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqc25c.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqc25c.o" 
Loading binary-gcl/numerical/slatec/dqc25c.o
start address -T 0x920ee20 Finished loading binary-gcl/numerical/slatec/dqc25c.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqc25f.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqc25f.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqc25f.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqc25f.o" 
Loading binary-gcl/numerical/slatec/dqc25f.o
start address -T 0x86857f0 Finished loading binary-gcl/numerical/slatec/dqc25f.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqage.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqage.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqage.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqage.o" 
Loading binary-gcl/numerical/slatec/dqage.o
start address -T 0x92f5ba0 Finished loading binary-gcl/numerical/slatec/dqage.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagie.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagie.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqagie.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqagie.o" 
Loading binary-gcl/numerical/slatec/dqagie.o
start address -T 0x92917e0 Finished loading binary-gcl/numerical/slatec/dqagie.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagpe.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagpe.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqagpe.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqagpe.o" 
Loading binary-gcl/numerical/slatec/dqagpe.o
start address -T 0x92c6000 Finished loading binary-gcl/numerical/slatec/dqagpe.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagse.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagse.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqagse.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqagse.o" 
Loading binary-gcl/numerical/slatec/dqagse.o
start address -T 0x9209000 Finished loading binary-gcl/numerical/slatec/dqagse.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawoe.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawoe.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawoe.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawoe.o" 
Loading binary-gcl/numerical/slatec/dqawoe.o
start address -T 0x929e000 Finished loading binary-gcl/numerical/slatec/dqawoe.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawfe.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawfe.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawfe.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawfe.o" 
Loading binary-gcl/numerical/slatec/dqawfe.o
start address -T 0x920fec0 Finished loading binary-gcl/numerical/slatec/dqawfe.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawse.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawse.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawse.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawse.o" 
Loading binary-gcl/numerical/slatec/dqawse.o
start address -T 0x92a1a60 Finished loading binary-gcl/numerical/slatec/dqawse.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawce.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawce.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawce.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawce.o" 
Loading binary-gcl/numerical/slatec/dqawce.o
start address -T 0x92a7900 Finished loading binary-gcl/numerical/slatec/dqawce.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqng.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqng.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqng.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqng.o" 
Loading binary-gcl/numerical/slatec/dqng.o
start address -T 0x86b6660 Finished loading binary-gcl/numerical/slatec/dqng.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqag.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqag.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqag.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqag.o" 
Loading binary-gcl/numerical/slatec/dqag.o
start address -T 0x8688860 Finished loading binary-gcl/numerical/slatec/dqag.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqags.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqags.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqags.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqags.o" 
Loading binary-gcl/numerical/slatec/dqags.o
start address -T 0x86bfec0 Finished loading binary-gcl/numerical/slatec/dqags.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqagi.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqagi.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqagi.o" 
Loading binary-gcl/numerical/slatec/dqagi.o
start address -T 0x929bc40 Finished loading binary-gcl/numerical/slatec/dqagi.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawf.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawf.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawf.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawf.o" 
Loading binary-gcl/numerical/slatec/dqawf.o
start address -T 0x86a6d80 Finished loading binary-gcl/numerical/slatec/dqawf.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawo.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawo.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawo.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawo.o" 
Loading binary-gcl/numerical/slatec/dqawo.o
start address -T 0x8699d40 Finished loading binary-gcl/numerical/slatec/dqawo.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqaws.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqaws.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqaws.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqaws.o" 
Loading binary-gcl/numerical/slatec/dqaws.o
start address -T 0x869bd40 Finished loading binary-gcl/numerical/slatec/dqaws.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/dqawc.lisp.
; (IN-PACKAGE "CL-USER") is being compiled.
;; Warning: The package operation (IN-PACKAGE "CL-USER") was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/dqawc.o.

;        - Loading binary file "binary-gcl/numerical/slatec/dqawc.o" 
Loading binary-gcl/numerical/slatec/dqawc.o
start address -T 0x9285160 Finished loading binary-gcl/numerical/slatec/dqawc.o

;        - Compiling source file
;          "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/quadpack.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec/quadpack.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numerical/slatec/quadpack.o.

;        - Loading binary file "binary-gcl/numerical/slatec/quadpack.o" 
Loading binary-gcl/numerical/slatec/quadpack.o
start address -T 0x92a4720 Finished loading binary-gcl/numerical/slatec/quadpack.o

;    - Compiling module "simplification" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/simp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/simp.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of $CONSTANTP was replaced by iteration.
;; Note: Tail-recursive call of SCALARCLASS was replaced by iteration.
;; Note: Tail-recursive call of SIMPLIFYA was replaced by iteration.
;; Note: Tail-recursive call of SIGNUM1 was replaced by iteration.
;; Note: Tail-recursive call of SIGNUM1 was replaced by iteration.
;; Note: Tail-recursive call of EXPTRL was replaced by iteration.
;; Note: Tail-recursive call of EXPTRL was replaced by iteration.
;; Note: Tail-recursive call of EXPONENT-OF was replaced by iteration.
;; Note: Tail-recursive call of GREAT was replaced by iteration.
;; Note: Tail-recursive call of GREAT was replaced by iteration.
;; Note: Tail-recursive call of GREAT was replaced by iteration.
;; Note: Tail-recursive call of GREAT was replaced by iteration.
;; Note: Tail-recursive call of COMBINATION was replaced by iteration.
;; Note: Tail-recursive call of NTHKDR was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/simp.o.

;      - Loading binary file "binary-gcl/simp.o" 
Loading binary-gcl/simp.o
start address -T 0x92cdfc0 Finished loading binary-gcl/simp.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/float.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/float.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of $BFLOAT was replaced by iteration.
;; Note: Tail-recursive call of $BFLOAT was replaced by iteration.
;; Note: Tail-recursive call of EXPTBIGFLOAT was replaced by iteration.
;; Note: Tail-recursive call of EXPTBIGFLOAT was replaced by iteration.
;; Note: Tail-recursive call of EXPTBIGFLOAT was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/float.o.

;      - Loading binary file "binary-gcl/float.o" 
Loading binary-gcl/float.o
start address -T 0x9aa3000 Finished loading binary-gcl/float.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/csimp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/csimp.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of POLYP was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/csimp.o.

;      - Loading binary file "binary-gcl/csimp.o" 
Loading binary-gcl/csimp.o
start address -T 0x9294580 Finished loading binary-gcl/csimp.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/csimp2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/csimp2.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/csimp2.o.

;      - Loading binary file "binary-gcl/csimp2.o" 
Loading binary-gcl/csimp2.o
start address -T 0x9a99000 Finished loading binary-gcl/csimp2.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/zero.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/zero.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/zero.o.

;      - Loading binary file "binary-gcl/zero.o" 
Loading binary-gcl/zero.o
start address -T 0x92e8260 Finished loading binary-gcl/zero.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/logarc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/logarc.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of LOGARC was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/logarc.o.

;      - Loading binary file "binary-gcl/logarc.o" 
Loading binary-gcl/logarc.o
start address -T 0x86727e0 Finished loading binary-gcl/logarc.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rpart.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rpart.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of TRISPLIT was replaced by iteration.
;; Note: Tail-recursive call of ABSARG was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rpart.o.

;      - Loading binary file "binary-gcl/rpart.o" 
Loading binary-gcl/rpart.o
start address -T 0x9abf3c0 Finished loading binary-gcl/rpart.o

;    - Compiling module "server" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/server.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/server.lisp.
; (DEFUN SETUP-SERVER ...) is being compiled.
;; The variable SYSTEM::*SIGPIPE-ACTION* is undefined.
;; The compiler will assume this variable is a global.
; (DEFUN OPEN-SOCKET ...) is being compiled.
;; Warning: The variable BIN is not used.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/server.o.

;      - Loading binary file "binary-gcl/server.o" 
Loading binary-gcl/server.o
start address -T 0x8694a00 Finished loading binary-gcl/server.o

;    - Compiling module "i-o" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/macsys.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/macsys.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/macsys.o.

;      - Loading binary file "binary-gcl/macsys.o" 
Loading binary-gcl/macsys.o
start address -T 0x9aaf2e0 Finished loading binary-gcl/macsys.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mload.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mload.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mload.o.

;      - Loading binary file "binary-gcl/mload.o" 
Loading binary-gcl/mload.o
start address -T 0x9ad9000 Finished loading binary-gcl/mload.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/suprv1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/suprv1.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/suprv1.o.

;      - Loading binary file "binary-gcl/suprv1.o" 
Loading binary-gcl/suprv1.o
start address -T 0x9aea000 Finished loading binary-gcl/suprv1.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/dskfn.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/dskfn.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/dskfn.o.

;      - Loading binary file "binary-gcl/dskfn.o" 
Loading binary-gcl/dskfn.o
start address -T 0x9ae0000 Finished loading binary-gcl/dskfn.o

;    - Compiling module "factoring" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/lesfac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/lesfac.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of CD1 was replaced by iteration.
;; Note: Tail-recursive call of CD1 was replaced by iteration.
;; Note: Tail-recursive call of LMAKE was replaced by iteration.
;; Note: Tail-recursive call of PMAKE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/lesfac.o.

;      - Loading binary file "binary-gcl/lesfac.o" 
Loading binary-gcl/lesfac.o
start address -T 0x9ace220 Finished loading binary-gcl/lesfac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/factor.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/factor.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of CGCDLIST was replaced by iteration.
;; Note: Tail-recursive call of DIV-DEG-CHK was replaced by iteration.
;; Note: Tail-recursive call of INTERSECT was replaced by iteration.
;; Note: Tail-recursive call of ZFACTSPLIT was replaced by iteration.
; (DEFUN CPTOMF) is being compiled.
;; Warning: Wrong number of args for LAST: 2 instead of 1.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/factor.o.

;      - Loading binary file "binary-gcl/factor.o" 
Loading binary-gcl/factor.o
start address -T 0x9af7000 Finished loading binary-gcl/factor.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/algfac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/algfac.lisp.
End of Pass 1.  
; (DEFUN CPTOM) is being compiled.
;; Warning: Wrong number of args for LAST: 2 instead of 1.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/algfac.o.

;      - Loading binary file "binary-gcl/algfac.o" 
Loading binary-gcl/algfac.o
start address -T 0x9b07000 Finished loading binary-gcl/algfac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nalgfa.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nalgfa.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/nalgfa.o.

;      - Loading binary file "binary-gcl/nalgfa.o" 
Loading binary-gcl/nalgfa.o
start address -T 0x9b9c000 Finished loading binary-gcl/nalgfa.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ufact.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ufact.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ufact.o.

;      - Loading binary file "binary-gcl/ufact.o" 
Loading binary-gcl/ufact.o
start address -T 0x86bdec0 Finished loading binary-gcl/ufact.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/result.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/result.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/result.o.

;      - Loading binary file "binary-gcl/result.o" 
Loading binary-gcl/result.o
start address -T 0x9ba2000 Finished loading binary-gcl/result.o

;    - Compiling module "ifactor" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ifactor.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ifactor.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of CONVERT-LIST-SUB was replaced by iteration.
;; Note: Tail-recursive call of CONVERT-LIST-SUB was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ifactor.o.

;      - Loading binary file "binary-gcl/ifactor.o" 
Loading binary-gcl/ifactor.o
start address -T 0x9b8a000 Finished loading binary-gcl/ifactor.o

;    - Compiling module "rational-functions" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3a.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3a.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of PCSUB was replaced by iteration.
;; Note: Tail-recursive call of PMINUSP was replaced by iteration.
;; Note: Tail-recursive call of LEADALGCOEF was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rat3a.o.

;      - Loading binary file "binary-gcl/rat3a.o" 
Loading binary-gcl/rat3a.o
start address -T 0x9b90a80 Finished loading binary-gcl/rat3a.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3b.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3b.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of RATTIMES was replaced by iteration.
;; Note: Tail-recursive call of RATTIMES was replaced by iteration.
;; Note: Tail-recursive call of RATTIMES was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rat3b.o.

;      - Loading binary file "binary-gcl/rat3b.o" 
Loading binary-gcl/rat3b.o
start address -T 0x9ac8000 Finished loading binary-gcl/rat3b.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3d.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3d.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of LISTOVARS1 was replaced by iteration.
;; Note: Tail-recursive call of HEURTRIAL1 was replaced by iteration.
;; Note: Tail-recursive call of HEURTRIAL1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rat3d.o.

;      - Loading binary file "binary-gcl/rat3d.o" 
Loading binary-gcl/rat3d.o
start address -T 0x9f63000 Finished loading binary-gcl/rat3d.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3c.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3c.lisp.
; (DEFUN PGCD2 ...) is being compiled.
;; Warning: Type declaration was found for not bound variable K.
End of Pass 1.  

;; Note: Tail-recursive call of MONOMGCD was replaced by iteration.
;; Note: Tail-recursive call of MONOMGCD was replaced by iteration.
;; Note: Tail-recursive call of LEADCOEFFICIENT was replaced by iteration.
;; Note: Tail-recursive call of UNIVAR was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rat3c.o.

;      - Loading binary file "binary-gcl/rat3c.o" 
Loading binary-gcl/rat3c.o
start address -T 0x9f69000 Finished loading binary-gcl/rat3c.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3e.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rat3e.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/rat3e.o.

;      - Loading binary file "binary-gcl/rat3e.o" 
Loading binary-gcl/rat3e.o
start address -T 0x9f76000 Finished loading binary-gcl/rat3e.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nrat4.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nrat4.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of RATCOEF1 was replaced by iteration.
;; Note: Tail-recursive call of CONSTCOEF was replaced by iteration.
;; Note: Tail-recursive call of PUREPROD was replaced by iteration.
;; Note: Tail-recursive call of FREEOF was replaced by iteration.
;; Note: Tail-recursive call of FLGREAT1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/nrat4.o.

;      - Loading binary file "binary-gcl/nrat4.o" 
Loading binary-gcl/nrat4.o
start address -T 0x9f8a000 Finished loading binary-gcl/nrat4.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ratout.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ratout.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of PGATH1 was replaced by iteration.
;; Note: Tail-recursive call of PGATH2 was replaced by iteration.
;; Note: Tail-recursive call of PGATH3 was replaced by iteration.
;; Note: Tail-recursive call of PNEXT1 was replaced by iteration.
;; Note: Tail-recursive call of VGREAT was replaced by iteration.
;; Note: Tail-recursive call of PINTERPOLATE4 was replaced by iteration.
;; Note: Tail-recursive call of PINTERPOLATE5 was replaced by iteration.
;; Note: Tail-recursive call of WTPTIMES2 was replaced by iteration.
;; Note: Tail-recursive call of WTPCTIMES1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ratout.o.

;      - Loading binary file "binary-gcl/ratout.o" 
Loading binary-gcl/ratout.o
start address -T 0x9fab000 Finished loading binary-gcl/ratout.o

;    - Compiling module "maxima-language-compiler-macros" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transm.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transm.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/transm.o.

;      - Loading binary file "binary-gcl/transm.o" 
Loading binary-gcl/transm.o
start address -T 0x8660f60 Finished loading binary-gcl/transm.o

;    - Compiling module "maxima-language-compiler" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transl.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transl.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of TOPLEVEL-OPTIMIZE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/transl.o.

;      - Loading binary file "binary-gcl/transl.o" 
Loading binary-gcl/transl.o
start address -T 0x9fbd000 Finished loading binary-gcl/transl.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transs.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transs.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/transs.o.

;      - Loading binary file "binary-gcl/transs.o" 
Loading binary-gcl/transs.o
start address -T 0x9f99000 Finished loading binary-gcl/transs.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans1.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans1.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trans1.o.

;      - Loading binary file "binary-gcl/trans1.o" 
Loading binary-gcl/trans1.o
start address -T 0x9abb000 Finished loading binary-gcl/trans1.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans2.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trans2.o.

;      - Loading binary file "binary-gcl/trans2.o" 
Loading binary-gcl/trans2.o
start address -T 0x86b42e0 Finished loading binary-gcl/trans2.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans3.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans3.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of FREE-LISP-VARS was replaced by iteration.
;; Note: Tail-recursive call of FREE-LISP-VARS was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trans3.o.

;      - Loading binary file "binary-gcl/trans3.o" 
Loading binary-gcl/trans3.o
start address -T 0x92e45e0 Finished loading binary-gcl/trans3.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans4.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans4.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trans4.o.

;      - Loading binary file "binary-gcl/trans4.o" 
Loading binary-gcl/trans4.o
start address -T 0x9acb660 Finished loading binary-gcl/trans4.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans5.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trans5.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trans5.o.

;      - Loading binary file "binary-gcl/trans5.o" 
Loading binary-gcl/trans5.o
start address -T 0x9299ae0 Finished loading binary-gcl/trans5.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transf.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transf.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/transf.o.

;      - Loading binary file "binary-gcl/transf.o" 
Loading binary-gcl/transf.o
start address -T 0x86c2da0 Finished loading binary-gcl/transf.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/troper.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/troper.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/troper.o.

;      - Loading binary file "binary-gcl/troper.o" 
Loading binary-gcl/troper.o
start address -T 0x9b0c000 Finished loading binary-gcl/troper.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trutil.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trutil.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trutil.o.

;      - Loading binary file "binary-gcl/trutil.o" 
Loading binary-gcl/trutil.o
start address -T 0x8681e20 Finished loading binary-gcl/trutil.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trmode.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trmode.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trmode.o.

;      - Loading binary file "binary-gcl/trmode.o" 
Loading binary-gcl/trmode.o
start address -T 0x9ad1320 Finished loading binary-gcl/trmode.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trdata.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trdata.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trdata.o.

;      - Loading binary file "binary-gcl/trdata.o" 
Loading binary-gcl/trdata.o
start address -T 0x9ad4c00 Finished loading binary-gcl/trdata.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trpred.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trpred.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trpred.o.

;      - Loading binary file "binary-gcl/trpred.o" 
Loading binary-gcl/trpred.o
start address -T 0x86c0da0 Finished loading binary-gcl/trpred.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transq.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/transq.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/transq.o.

;      - Loading binary file "binary-gcl/transq.o" 
Loading binary-gcl/transq.o
start address -T 0x9f6f100 Finished loading binary-gcl/transq.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/acall.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/acall.lisp.
; (DEFUN MEVALP1_TR ...) is being compiled.
;; The variable PATEVALLED is undefined.
;; The compiler will assume this variable is a global.
End of Pass 1.  

;; Note: Tail-recursive call of MEVALP1_TR was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/acall.o.

;      - Loading binary file "binary-gcl/acall.o" 
Loading binary-gcl/acall.o
start address -T 0x9f70000 Finished loading binary-gcl/acall.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/fcall.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/fcall.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of LISPM-MFUNCTION-CALL-AUX was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/fcall.o.

;      - Loading binary file "binary-gcl/fcall.o" 
Loading binary-gcl/fcall.o
start address -T 0x92c9420 Finished loading binary-gcl/fcall.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/evalw.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/evalw.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/evalw.o.

;      - Loading binary file "binary-gcl/evalw.o" 
Loading binary-gcl/evalw.o
start address -T 0x86301a0 Finished loading binary-gcl/evalw.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trprop.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trprop.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trprop.o.

;      - Loading binary file "binary-gcl/trprop.o" 
Loading binary-gcl/trprop.o
start address -T 0x929b500 Finished loading binary-gcl/trprop.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mdefun.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mdefun.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mdefun.o.

;      - Loading binary file "binary-gcl/mdefun.o" 
Loading binary-gcl/mdefun.o
start address -T 0x9b06700 Finished loading binary-gcl/mdefun.o

;    - Compiling module "trigonometry" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trigi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trigi.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trigi.o.

;      - Loading binary file "binary-gcl/trigi.o" 
Loading binary-gcl/trigi.o
start address -T 0x9fca000 Finished loading binary-gcl/trigi.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trigo.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trigo.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of $TRIGEXPAND was replaced by iteration.
;; Note: Tail-recursive call of MPC was replaced by iteration.
;; Note: Tail-recursive call of MPC1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trigo.o.

;      - Loading binary file "binary-gcl/trigo.o" 
Loading binary-gcl/trigo.o
start address -T 0x9fee000 Finished loading binary-gcl/trigo.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trgred.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/trgred.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of SP1 was replaced by iteration.
;; Note: Tail-recursive call of SP1PUTBUC1 was replaced by iteration.
;; Note: Tail-recursive call of SP1EXPT was replaced by iteration.
;; Note: Tail-recursive call of SP1EXPT was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/trgred.o.

;      - Loading binary file "binary-gcl/trgred.o" 
Loading binary-gcl/trgred.o
start address -T 0x9ff8000 Finished loading binary-gcl/trgred.o

;    - Compiling module "numerical-functions" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/bessel.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/bessel.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/bessel.o.

;      - Loading binary file "binary-gcl/bessel.o" 
Loading binary-gcl/bessel.o
start address -T 0xa00b000 Finished loading binary-gcl/bessel.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ellipt.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ellipt.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ellipt.o.

;      - Loading binary file "binary-gcl/ellipt.o" 
Loading binary-gcl/ellipt.o
start address -T 0xa020000 Finished loading binary-gcl/ellipt.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/airy.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/airy.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/airy.o.

;      - Loading binary file "binary-gcl/airy.o" 
Loading binary-gcl/airy.o
start address -T 0x9ff6000 Finished loading binary-gcl/airy.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numer.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numer.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/numer.o.

;      - Loading binary file "binary-gcl/numer.o" 
Loading binary-gcl/numer.o
start address -T 0x9ac4ce0 Finished loading binary-gcl/numer.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/intpol.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/intpol.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/intpol.o.

;      - Loading binary file "binary-gcl/intpol.o" 
Loading binary-gcl/intpol.o
start address -T 0x9ab3ca0 Finished loading binary-gcl/intpol.o

;    - Compiling module "reader" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nparse.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nparse.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of SCAN-ONE-TOKEN-G was replaced by iteration.
;; Note: Tail-recursive call of INHERIT-PROPL was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/nparse.o.

;      - Loading binary file "binary-gcl/nparse.o" 
Loading binary-gcl/nparse.o
start address -T 0xa014000 Finished loading binary-gcl/nparse.o

;    - Compiling module "display" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/displa.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/displa.lisp.
; (DEFUN MAXIMA-DRAW-FORM ...) is being compiled.
;; Warning: The variable PREV-X is not used.
;; Warning: The variable PREV-Y is not used.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/displa.o.

;      - Loading binary file "binary-gcl/displa.o" 
Loading binary-gcl/displa.o
start address -T 0xa033000 Finished loading binary-gcl/displa.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nforma.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nforma.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of NFORMAT was replaced by iteration.
;; Note: Tail-recursive call of NFORMAT was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/nforma.o.

;      - Loading binary file "binary-gcl/nforma.o" 
Loading binary-gcl/nforma.o
start address -T 0x9f9e760 Finished loading binary-gcl/nforma.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ldisp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ldisp.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ldisp.o.

;      - Loading binary file "binary-gcl/ldisp.o" 
Loading binary-gcl/ldisp.o
start address -T 0x9b9a5c0 Finished loading binary-gcl/ldisp.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/grind.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/grind.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/grind.o.

;      - Loading binary file "binary-gcl/grind.o" 
Loading binary-gcl/grind.o
start address -T 0xa0411c0 Finished loading binary-gcl/grind.o

;    - Compiling module "gcd" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/spgcd.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/spgcd.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of DISREP-MONOM was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/spgcd.o.

;      - Loading binary file "binary-gcl/spgcd.o" 
Loading binary-gcl/spgcd.o
start address -T 0xa051040 Finished loading binary-gcl/spgcd.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ezgcd.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ezgcd.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/ezgcd.o.

;      - Loading binary file "binary-gcl/ezgcd.o" 
Loading binary-gcl/ezgcd.o
start address -T 0xa058000 Finished loading binary-gcl/ezgcd.o

;    - Compiling module "documentation" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/option.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/option.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/option.o.

;      - Loading binary file "binary-gcl/option.o" 
Loading binary-gcl/option.o
start address -T 0xa01dda0 Finished loading binary-gcl/option.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/macdes.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/macdes.lisp.
; (DEFUN #:|progn 'compile36878| ...) is being compiled.
;; The variable *NEED-PROMPT* is undefined.
;; The compiler will assume this variable is a global.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/macdes.o.

;      - Loading binary file "binary-gcl/macdes.o" 
Loading binary-gcl/macdes.o
start address -T 0xa006300 Finished loading binary-gcl/macdes.o

;    - Compiling module "algebraic-database" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/inmis.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/inmis.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of ATOMVARS was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/inmis.o.

;      - Loading binary file "binary-gcl/inmis.o" 
Loading binary-gcl/inmis.o
start address -T 0xa0497a0 Finished loading binary-gcl/inmis.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/db.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/db.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of UNI was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/db.o.

;      - Loading binary file "binary-gcl/db.o" 
Loading binary-gcl/db.o
start address -T 0xa15c000 Finished loading binary-gcl/db.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/compar.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/compar.lisp.
; (DEFUN $MAYBE ...) is being compiled.
;; Warning: The variable PATEVALLED is not used.
End of Pass 1.  

;; Note: Tail-recursive call of LIST-MEQP was replaced by iteration.
;; Note: Tail-recursive call of CONSTP was replaced by iteration.
;; Note: Tail-recursive call of SIGN was replaced by iteration.
;; Note: Tail-recursive call of SIGN was replaced by iteration.
;; Note: Tail-recursive call of NONINTEGERP was replaced by iteration.
;; Note: Tail-recursive call of EVOD was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/compar.o.

;      - Loading binary file "binary-gcl/compar.o" 
Loading binary-gcl/compar.o
start address -T 0xa16c000 Finished loading binary-gcl/compar.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/askp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/askp.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/askp.o.

;      - Loading binary file "binary-gcl/askp.o" 
Loading binary-gcl/askp.o
start address -T 0x9aa0d00 Finished loading binary-gcl/askp.o

;    - Compiling module "integration" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sinint.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sinint.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of POLYINT1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/sinint.o.

;      - Loading binary file "binary-gcl/sinint.o" 
Loading binary-gcl/sinint.o
start address -T 0xa04b000 Finished loading binary-gcl/sinint.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sin.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sin.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of ELEMXPT was replaced by iteration.
;; Note: Tail-recursive call of INTFORM was replaced by iteration.
;; Note: Tail-recursive call of INTFORM was replaced by iteration.
;; Note: Tail-recursive call of INTFORM was replaced by iteration.
;; Note: Tail-recursive call of INTFORM was replaced by iteration.
;; Note: Tail-recursive call of INTFORM was replaced by iteration.
;; Note: Tail-recursive call of ARCLIST was replaced by iteration.
;; Note: Tail-recursive call of ARCLIST was replaced by iteration.
;; Note: Tail-recursive call of ARCFUNCP was replaced by iteration.
;; Note: Tail-recursive call of RAT8 was replaced by iteration.
;; Note: Tail-recursive call of CHECKDERIV1 was replaced by iteration.
;; Note: Tail-recursive call of FREEVAR was replaced by iteration.
;; Note: Tail-recursive call of RAT10 was replaced by iteration.
;; Note: Tail-recursive call of RAT10 was replaced by iteration.
;; Note: Tail-recursive call of TRIGFREE was replaced by iteration.
;; Note: Tail-recursive call of FINDS was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/sin.o.

;      - Loading binary file "binary-gcl/sin.o" 
Loading binary-gcl/sin.o
start address -T 0xa188000 Finished loading binary-gcl/sin.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/risch.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/risch.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of GETFNCOEFF was replaced by iteration.
;; Note: Tail-recursive call of GETFNCOEFF was replaced by iteration.
;; Note: Tail-recursive call of FINDFLIST was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/risch.o.

;      - Loading binary file "binary-gcl/risch.o" 
Loading binary-gcl/risch.o
start address -T 0xa1a9000 Finished loading binary-gcl/risch.o

;    - Compiling module "taylor-series" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/hayat.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/hayat.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of PSFIND-S was replaced by iteration.
;; Note: Tail-recursive call of PSCONST was replaced by iteration.
;; Note: Tail-recursive call of PS-LIM-INFP was replaced by iteration.
;; Note: Tail-recursive call of COMPATVARLIST was replaced by iteration.
;; Note: Tail-recursive call of COMPATVARLIST was replaced by iteration.
;; Note: Tail-recursive call of PSDISREP^ was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/hayat.o.

;      - Loading binary file "binary-gcl/hayat.o" 
Loading binary-gcl/hayat.o
start address -T 0xa26e000 Finished loading binary-gcl/hayat.o

;    - Compiling module "definite-integration" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/defint.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/defint.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/defint.o.

;      - Loading binary file "binary-gcl/defint.o" 
Loading binary-gcl/defint.o
start address -T 0xa43b000 Finished loading binary-gcl/defint.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/residu.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/residu.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/residu.o.

;      - Loading binary file "binary-gcl/residu.o" 
Loading binary-gcl/residu.o
start address -T 0x9fd2020 Finished loading binary-gcl/residu.o

;    - Compiling module "special-functions" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/specfn.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/specfn.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/specfn.o.

;      - Loading binary file "binary-gcl/specfn.o" 
Loading binary-gcl/specfn.o
start address -T 0xa17f000 Finished loading binary-gcl/specfn.o

;    - Compiling module "matrix-algebra" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mat.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mat.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mat.o.

;      - Loading binary file "binary-gcl/mat.o" 
Loading binary-gcl/mat.o
start address -T 0xa2c02a0 Finished loading binary-gcl/mat.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/matrix.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/matrix.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/matrix.o.

;      - Loading binary file "binary-gcl/matrix.o" 
Loading binary-gcl/matrix.o
start address -T 0xa1bb000 Finished loading binary-gcl/matrix.o

;    - Compiling module "determinants" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sprdet.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sprdet.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/sprdet.o.

;      - Loading binary file "binary-gcl/sprdet.o" 
Loading binary-gcl/sprdet.o
start address -T 0xa1c5cc0 Finished loading binary-gcl/sprdet.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/newinv.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/newinv.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/newinv.o.

;      - Loading binary file "binary-gcl/newinv.o" 
Loading binary-gcl/newinv.o
start address -T 0x9b83000 Finished loading binary-gcl/newinv.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/newdet.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/newdet.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/newdet.o.

;      - Loading binary file "binary-gcl/newdet.o" 
Loading binary-gcl/newdet.o
start address -T 0x9ad52e0 Finished loading binary-gcl/newdet.o

;    - Compiling module "pattern-matching" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/schatc.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/schatc.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/schatc.o.

;      - Loading binary file "binary-gcl/schatc.o" 
Loading binary-gcl/schatc.o
start address -T 0xa2b4000 Finished loading binary-gcl/schatc.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/matcom.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/matcom.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of FMP1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/matcom.o.

;      - Loading binary file "binary-gcl/matcom.o" 
Loading binary-gcl/matcom.o
start address -T 0xa2a8520 Finished loading binary-gcl/matcom.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/matrun.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/matrun.lisp.
; (DEFUN REMOVERULE ...) is being compiled.
;; Warning: The variable B is not used.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/matrun.o.

;      - Loading binary file "binary-gcl/matrun.o" 
Loading binary-gcl/matrun.o
start address -T 0xa05d9e0 Finished loading binary-gcl/matrun.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nisimp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nisimp.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of NISINNERNULL was replaced by iteration.
;; Note: Tail-recursive call of NISNUMBERPICKER was replaced by iteration.
;; Note: Tail-recursive call of NISARGSCHECKER was replaced by iteration.
;; Note: Tail-recursive call of NISREPLACE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/nisimp.o.

;      - Loading binary file "binary-gcl/nisimp.o" 
Loading binary-gcl/nisimp.o
start address -T 0xa163000 Finished loading binary-gcl/nisimp.o

;    - Compiling module "limits" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/tlimit.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/tlimit.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/tlimit.o.

;      - Loading binary file "binary-gcl/tlimit.o" 
Loading binary-gcl/tlimit.o
start address -T 0x867f0e0 Finished loading binary-gcl/tlimit.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/limit.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/limit.lisp.
; (DEFUN NO-ERR-SUB ...) is being compiled.
;; Warning: The variable CONDITIONS::TEMP is not used.
End of Pass 1.  

;; Note: Tail-recursive call of SIMPINF was replaced by iteration.
;; Note: Tail-recursive call of SIMPINF was replaced by iteration.
;; Note: Tail-recursive call of TANSC1 was replaced by iteration.
;; Note: Tail-recursive call of TANSC1 was replaced by iteration.
;; Note: Tail-recursive call of LIMROOT was replaced by iteration.
;; Note: Tail-recursive call of LOG-REDUCE was replaced by iteration.
;; Note: Tail-recursive call of ISTRENGTH was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/limit.o.

;      - Loading binary file "binary-gcl/limit.o" 
Loading binary-gcl/limit.o
start address -T 0xa460000 Finished loading binary-gcl/limit.o

;    - Compiling module "solve" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/solve.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/solve.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/solve.o.

;      - Loading binary file "binary-gcl/solve.o" 
Loading binary-gcl/solve.o
start address -T 0xa290000 Finished loading binary-gcl/solve.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/psolve.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/psolve.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/psolve.o.

;      - Loading binary file "binary-gcl/psolve.o" 
Loading binary-gcl/psolve.o
start address -T 0x9f95040 Finished loading binary-gcl/psolve.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/algsys.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/algsys.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of GETVARDEGS was replaced by iteration.
;; Note: Tail-recursive call of COMMONROOTS was replaced by iteration.
;; Note: Tail-recursive call of REALONLY was replaced by iteration.
;; Note: Tail-recursive call of EXACTONLY was replaced by iteration.
;; Note: Tail-recursive call of EXCLUDE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/algsys.o.

;      - Loading binary file "binary-gcl/algsys.o" 
Loading binary-gcl/algsys.o
start address -T 0xa29ed00 Finished loading binary-gcl/algsys.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/polyrz.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/polyrz.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/polyrz.o.

;      - Loading binary file "binary-gcl/polyrz.o" 
Loading binary-gcl/polyrz.o
start address -T 0xa199980 Finished loading binary-gcl/polyrz.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/cpoly.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/cpoly.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/cpoly.o.

;      - Loading binary file "binary-gcl/cpoly.o" 
Loading binary-gcl/cpoly.o
start address -T 0xa4c1000 Finished loading binary-gcl/cpoly.o

;    - Compiling module "debugging" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mtrace.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mtrace.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of TRACE-FSYMEVAL was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=0 (No runtime error checking), Space=0, Speed=3
Finished compiling binary-gcl/mtrace.o.

;      - Loading binary file "binary-gcl/mtrace.o" 
Loading binary-gcl/mtrace.o
start address -T 0xa483000 Finished loading binary-gcl/mtrace.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mdebug.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mdebug.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/mdebug.o.

;      - Loading binary file "binary-gcl/mdebug.o" 
Loading binary-gcl/mdebug.o
start address -T 0xa493000 Finished loading binary-gcl/mdebug.o

;    - Compiling module "miscellaneous" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/scs.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/scs.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of $DISTRIB was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/scs.o.

;      - Loading binary file "binary-gcl/scs.o" 
Loading binary-gcl/scs.o
start address -T 0xa488420 Finished loading binary-gcl/scs.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/asum.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/asum.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of POLY? was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/asum.o.

;      - Loading binary file "binary-gcl/asum.o" 
Loading binary-gcl/asum.o
start address -T 0xa4ad0e0 Finished loading binary-gcl/asum.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/fortra.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/fortra.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of FORTSCAN was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/fortra.o.

;      - Loading binary file "binary-gcl/fortra.o" 
Loading binary-gcl/fortra.o
start address -T 0x9ffefe0 Finished loading binary-gcl/fortra.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/optim.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/optim.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of OPFORMAT was replaced by iteration.
;; Note: Tail-recursive call of COLLAPSE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/optim.o.

;      - Loading binary file "binary-gcl/optim.o" 
Loading binary-gcl/optim.o
start address -T 0xa1a3840 Finished loading binary-gcl/optim.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/marray.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/marray.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/marray.o.

;      - Loading binary file "binary-gcl/marray.o" 
Loading binary-gcl/marray.o
start address -T 0xa298b20 Finished loading binary-gcl/marray.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mdot.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mdot.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/mdot.o.

;      - Loading binary file "binary-gcl/mdot.o" 
Loading binary-gcl/mdot.o
start address -T 0xa002000 Finished loading binary-gcl/mdot.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/irinte.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/irinte.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of UNQUOTE was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/irinte.o.

;      - Loading binary file "binary-gcl/irinte.o" 
Loading binary-gcl/irinte.o
start address -T 0xa520000 Finished loading binary-gcl/irinte.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/series.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/series.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of EXLIST was replaced by iteration.
;; Note: Tail-recursive call of EXLIST was replaced by iteration.
;; Note: Tail-recursive call of EXLIST was replaced by iteration.
;; Note: Tail-recursive call of SP2EXPT was replaced by iteration.
;; Note: Tail-recursive call of SP2DIFF1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/series.o.

;      - Loading binary file "binary-gcl/series.o" 
Loading binary-gcl/series.o
start address -T 0xa49ba60 Finished loading binary-gcl/series.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numth.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numth.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of $JACOBI was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/numth.o.

;      - Loading binary file "binary-gcl/numth.o" 
Loading binary-gcl/numth.o
start address -T 0xa1a58e0 Finished loading binary-gcl/numth.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/laplac.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/laplac.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of MAXIMA-RATIONALP was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/laplac.o.

;      - Loading binary file "binary-gcl/laplac.o" 
Loading binary-gcl/laplac.o
start address -T 0xa4cbc20 Finished loading binary-gcl/laplac.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/pade.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/pade.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/pade.o.

;      - Loading binary file "binary-gcl/pade.o" 
Loading binary-gcl/pade.o
start address -T 0xa007e00 Finished loading binary-gcl/pade.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/homog.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/homog.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of HSIMP1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/homog.o.

;      - Loading binary file "binary-gcl/homog.o" 
Loading binary-gcl/homog.o
start address -T 0xa4d5220 Finished loading binary-gcl/homog.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/combin.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/combin.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of MAKEFACT1 was replaced by iteration.
;; Note: Tail-recursive call of GETFACT was replaced by iteration.
;; Note: Tail-recursive call of GETFACTORIAL was replaced by iteration.
;; Note: Tail-recursive call of FIND-CF1 was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/combin.o.

;      - Loading binary file "binary-gcl/combin.o" 
Loading binary-gcl/combin.o
start address -T 0xa54e000 Finished loading binary-gcl/combin.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nset.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nset.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/nset.o.

;      - Loading binary file "binary-gcl/nset.o" 
Loading binary-gcl/nset.o
start address -T 0xa562000 Finished loading binary-gcl/nset.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rand-mt19937.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/rand-mt19937.lisp.
; (IN-PACKAGE :MAXIMA) is being compiled.
;; Warning: The package operation (IN-PACKAGE :MAXIMA) was in a bad place.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/rand-mt19937.o.

;      - Loading binary file "binary-gcl/rand-mt19937.o" 
Loading binary-gcl/rand-mt19937.o
start address -T 0x9ae50a0 Finished loading binary-gcl/rand-mt19937.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxmin.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxmin.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/maxmin.o.

;      - Loading binary file "binary-gcl/maxmin.o" 
Loading binary-gcl/maxmin.o
start address -T 0xa1b6ca0 Finished loading binary-gcl/maxmin.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nummod.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nummod.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/nummod.o.

;      - Loading binary file "binary-gcl/nummod.o" 
Loading binary-gcl/nummod.o
start address -T 0x9fd4bc0 Finished loading binary-gcl/nummod.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/conjugate.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/conjugate.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/conjugate.o.

;      - Loading binary file "binary-gcl/conjugate.o" 
Loading binary-gcl/conjugate.o
start address -T 0x9b96a80 Finished loading binary-gcl/conjugate.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mstuff.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mstuff.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/mstuff.o.

;      - Loading binary file "binary-gcl/mstuff.o" 
Loading binary-gcl/mstuff.o
start address -T 0xa2a72a0 Finished loading binary-gcl/mstuff.o

;    - Compiling module "poisson-series" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ratpoi.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/ratpoi.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/ratpoi.o.

;      - Loading binary file "binary-gcl/ratpoi.o" 
Loading binary-gcl/ratpoi.o
start address -T 0xa2b3ac0 Finished loading binary-gcl/ratpoi.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/pois2.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/pois2.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/pois2.o.

;      - Loading binary file "binary-gcl/pois2.o" 
Loading binary-gcl/pois2.o
start address -T 0x862e060 Finished loading binary-gcl/pois2.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/pois3.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/pois3.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of POISMERGE22 was replaced by iteration.
;; Note: Tail-recursive call of INTOPOIS was replaced by iteration.
;; Note: Tail-recursive call of UNTREE1 was replaced by iteration.
;; Note: Tail-recursive call of UNTREE1 was replaced by iteration.
;; Note: Tail-recursive call of POISCTIMES1 was replaced by iteration.
;; Note: Tail-recursive call of POISSUBST1S was replaced by iteration.
;; Note: Tail-recursive call of POISSUBST1C was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/pois3.o.

;      - Loading binary file "binary-gcl/pois3.o" 
Loading binary-gcl/pois3.o
start address -T 0xa53a000 Finished loading binary-gcl/pois3.o

;    - Compiling module "translated-packages" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/desoln.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/desoln.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/desoln.o.

;      - Loading binary file "binary-gcl/desoln.o" 
Loading binary-gcl/desoln.o
start address -T 0xa2c4ea0 Finished loading binary-gcl/desoln.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/elim.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/elim.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/elim.o.

;      - Loading binary file "binary-gcl/elim.o" 
Loading binary-gcl/elim.o
start address -T 0xa5302c0 Finished loading binary-gcl/elim.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/invert.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/invert.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/invert.o.

;      - Loading binary file "binary-gcl/invert.o" 
Loading binary-gcl/invert.o
start address -T 0xa29e300 Finished loading binary-gcl/invert.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/hypgeo.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/hypgeo.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/hypgeo.o.

;      - Loading binary file "binary-gcl/hypgeo.o" 
Loading binary-gcl/hypgeo.o
start address -T 0xa59d000 Finished loading binary-gcl/hypgeo.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/hyp.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/hyp.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of DEL was replaced by iteration.
;; Note: Tail-recursive call of ZL-INTERSECTION was replaced by iteration.
;; Note: Tail-recursive call of DERIVINT was replaced by iteration.
;; Note: Tail-recursive call of FREEPAR was replaced by iteration.
;; Note: Tail-recursive call of STEP4-INT was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/hyp.o.

;      - Loading binary file "binary-gcl/hyp.o" 
Loading binary-gcl/hyp.o
start address -T 0xa5b2000 Finished loading binary-gcl/hyp.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/todd-coxeter.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/todd-coxeter.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/todd-coxeter.o.

;      - Loading binary file "binary-gcl/todd-coxeter.o" 
Loading binary-gcl/todd-coxeter.o
start address -T 0xa583960 Finished loading binary-gcl/todd-coxeter.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mactex.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/mactex.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of ODDS was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/mactex.o.

;      - Loading binary file "binary-gcl/mactex.o" 
Loading binary-gcl/mactex.o
start address -T 0xa588000 Finished loading binary-gcl/mactex.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/plot.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/plot.lisp.
End of Pass 1.  

;; Note: Tail-recursive call of $COPY_PTS was replaced by iteration.
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/plot.o.

;      - Loading binary file "binary-gcl/plot.o" 
Loading binary-gcl/plot.o
start address -T 0xa5cd000 Finished loading binary-gcl/plot.o

;    - Compiling module "graphics-drivers" 
;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/gnuplot.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/gnuplot.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/gnuplot.o.

;      - Loading binary file "binary-gcl/gnuplot.o" 
Loading binary-gcl/gnuplot.o
start address -T 0xa0563c0 Finished loading binary-gcl/gnuplot.o

;      - Compiling source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/openmath.lisp"
Compiling /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/openmath.lisp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling binary-gcl/openmath.o.

;      - Loading binary file "binary-gcl/openmath.o" 
Loading binary-gcl/openmath.o
start address -T 0x86a8880 Finished loading binary-gcl/openmath.o

;    - Loading module "final" 
;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autol.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autol.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autol.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/max_ext.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/max_ext.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/max_ext.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/init-cl.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/init-cl.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/init-cl.lisp
;  - Providing system maxima

 Warn POISSUBSTCO redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn POISPZERO redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn POISCOINTEG redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn POISCDECODE redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn HALVE redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn POISCO+ redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn POISCO* redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
 Warn INTOPOISCO redefined in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/ratpoi.fn. Originally in #p/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/binary-gcl/pois3.fn.
Warning:
REQUIRE is being redefined.

;  - Loading defsystem "maxima" 
;    - Loading module "proclaim" 
;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxima-package.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxima-package.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/maxima-package.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/f2cl-package.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/numerical/slatec.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/command-line.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/nregex.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sys-proclaim.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sys-proclaim.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/sys-proclaim.lisp

;    - Loading module "package" 
;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autoconf-variables.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autoconf-variables.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autoconf-variables.lisp

;    - Loading module "info" 
;      - Loading binary file "binary-gcl/nregex.o" 
Loading binary-gcl/nregex.o
start address -T 0x866aec0 Finished loading binary-gcl/nregex.o

;      - Loading binary file "binary-gcl/cl-info.o" 
Loading binary-gcl/cl-info.o
start address -T 0x866d7c0 Finished loading binary-gcl/cl-info.o

;    - Loading module "sloop" 
;      - Loading binary file "binary-gcl/sloop.o" 
Loading binary-gcl/sloop.o
start address -T 0x862b5a0 Finished loading binary-gcl/sloop.o

;    - Loading module "declarations" 
;      - Loading binary file "binary-gcl/lmdcls.o" 
Loading binary-gcl/lmdcls.o
start address -T 0x862f6e0 Finished loading binary-gcl/lmdcls.o

;    - Loading module "destructuring-let" 
;      - Loading binary file "binary-gcl/letmac.o" 
Loading binary-gcl/letmac.o
start address -T 0x8626a40 Finished loading binary-gcl/letmac.o

;    - Loading module "compatibility-macros1" 
;      - Loading binary file "binary-gcl/generr.o" 
Loading binary-gcl/generr.o
start address -T 0x86309a0 Finished loading binary-gcl/generr.o

;      - Loading binary file "binary-gcl/clmacs.o" 
Loading binary-gcl/clmacs.o
start address -T 0x8674300 Finished loading binary-gcl/clmacs.o

;    - Loading module "compatibility-macros" 
;      - Loading binary file "binary-gcl/commac.o" 
Loading binary-gcl/commac.o
start address -T 0x8679ac0 Finished loading binary-gcl/commac.o

;    - Loading module "prerequisites" 
;      - Loading binary file "binary-gcl/mormac.o" 
Loading binary-gcl/mormac.o
start address -T 0x8633010 Finished loading binary-gcl/mormac.o

;      - Loading binary file "binary-gcl/compat.o" 
Loading binary-gcl/compat.o
start address -T 0x8582e20 Finished loading binary-gcl/compat.o

;    - Loading module "command-line" 
;      - Loading binary file "binary-gcl/command-line.o" 
Loading binary-gcl/command-line.o
start address -T 0x8629aa0 Finished loading binary-gcl/command-line.o

;    - Loading module "fundamental-macros" 
;      - Loading binary file "binary-gcl/defopt.o" 
Loading binary-gcl/defopt.o
start address -T 0x8662440 Finished loading binary-gcl/defopt.o

;      - Loading binary file "binary-gcl/defcal.o" 
Loading binary-gcl/defcal.o
start address -T 0x8660f60 Finished loading binary-gcl/defcal.o

;      - Loading binary file "binary-gcl/maxmac.o" 
Loading binary-gcl/maxmac.o
start address -T 0x8676c20 Finished loading binary-gcl/maxmac.o

;    - Loading module "utility-macros" 
;      - Loading binary file "binary-gcl/mopers.o" 
Loading binary-gcl/mopers.o
start address -T 0x866f500 Finished loading binary-gcl/mopers.o

;      - Loading binary file "binary-gcl/mforma.o" 
Loading binary-gcl/mforma.o
start address -T 0x8685000 Finished loading binary-gcl/mforma.o

;    - Loading module "other-macros" 
;      - Loading binary file "binary-gcl/mrgmac.o" 
Loading binary-gcl/mrgmac.o
start address -T 0x867fec0 Finished loading binary-gcl/mrgmac.o

;      - Loading binary file "binary-gcl/procs.o" 
Loading binary-gcl/procs.o
start address -T 0x8673b00 Finished loading binary-gcl/procs.o

;      - Loading binary file "binary-gcl/rzmac.o" 
Loading binary-gcl/rzmac.o
start address -T 0x86838a0 Finished loading binary-gcl/rzmac.o

;      - Loading binary file "binary-gcl/strmac.o" 
Loading binary-gcl/strmac.o
start address -T 0x868a8a0 Finished loading binary-gcl/strmac.o

;      - Loading binary file "binary-gcl/displm.o" 
Loading binary-gcl/displm.o
start address -T 0x8581e40 Finished loading binary-gcl/displm.o

;    - Loading module "rat-macros" 
;      - Loading binary file "binary-gcl/ratmac.o" 
Loading binary-gcl/ratmac.o
start address -T 0x8688120 Finished loading binary-gcl/ratmac.o

;      - Loading binary file "binary-gcl/mhayat.o" 
Loading binary-gcl/mhayat.o
start address -T 0x868e2c0 Finished loading binary-gcl/mhayat.o

;    - Loading module "numerical-macros" 
;      - Loading binary file "binary-gcl/numerm.o" 
Loading binary-gcl/numerm.o
start address -T 0x8662720 Finished loading binary-gcl/numerm.o

;    - Loading binary file "binary-gcl/optimize.o" 
Loading binary-gcl/optimize.o
start address -T 0x8580ee0 Finished loading binary-gcl/optimize.o

;    - Loading module "utilities" 
;      - Loading binary file "binary-gcl/opers.o" 
Loading binary-gcl/opers.o
start address -T 0x868c420 Finished loading binary-gcl/opers.o

;      - Loading binary file "binary-gcl/utils.o" 
Loading binary-gcl/utils.o
start address -T 0x862b6a0 Finished loading binary-gcl/utils.o

;      - Loading binary file "binary-gcl/sumcon.o" 
Loading binary-gcl/sumcon.o
start address -T 0x869c2c0 Finished loading binary-gcl/sumcon.o

;      - Loading binary file "binary-gcl/sublis.o" 
Loading binary-gcl/sublis.o
start address -T 0x8689560 Finished loading binary-gcl/sublis.o

;      - Loading binary file "binary-gcl/runtim.o" 
Loading binary-gcl/runtim.o
start address -T 0x8694c40 Finished loading binary-gcl/runtim.o

;      - Loading binary file "binary-gcl/merror.o" 
Loading binary-gcl/merror.o
start address -T 0x8698380 Finished loading binary-gcl/merror.o

;      - Loading binary file "binary-gcl/mformt.o" 
Loading binary-gcl/mformt.o
start address -T 0x86a2560 Finished loading binary-gcl/mformt.o

;      - Loading binary file "binary-gcl/mutils.o" 
Loading binary-gcl/mutils.o
start address -T 0x8634280 Finished loading binary-gcl/mutils.o

;      - Loading binary file "binary-gcl/outmis.o" 
Loading binary-gcl/outmis.o
start address -T 0x86a8ce0 Finished loading binary-gcl/outmis.o

;      - Loading binary file "binary-gcl/ar.o" 
Loading binary-gcl/ar.o
start address -T 0x86b6fe0 Finished loading binary-gcl/ar.o

;    - Loading module "commands" 
;      - Loading binary file "binary-gcl/comm.o" 
Loading binary-gcl/comm.o
start address -T 0x8ff1000 Finished loading binary-gcl/comm.o

;      - Loading binary file "binary-gcl/comm2.o" 
Loading binary-gcl/comm2.o
start address -T 0x8ffe000 Finished loading binary-gcl/comm2.o

;    - Loading module "evaluator" 
;      - Loading binary file "binary-gcl/mlisp.o" 
Loading binary-gcl/mlisp.o
start address -T 0x9024000 Finished loading binary-gcl/mlisp.o

;      - Loading binary file "binary-gcl/mmacro.o" 
Loading binary-gcl/mmacro.o
start address -T 0x9012c40 Finished loading binary-gcl/mmacro.o

;      - Loading binary file "binary-gcl/buildq.o" 
Loading binary-gcl/buildq.o
start address -T 0x86871c0 Finished loading binary-gcl/buildq.o

;    - Loading module "numerical" 
;      - Loading module "packages" 
;        - Loading binary file "binary-gcl/numerical/f2cl-package.o" 
Loading binary-gcl/numerical/f2cl-package.o
start address -T 0x86880b0 Finished loading binary-gcl/numerical/f2cl-package.o

;        - Loading binary file "binary-gcl/numerical/slatec.o" 
Loading binary-gcl/numerical/slatec.o
start address -T 0x8683300 Finished loading binary-gcl/numerical/slatec.o

;      - Loading module "f2cl-lib" 
;        - Loading binary file "binary-gcl/numerical/f2cl-lib.o" 
Loading binary-gcl/numerical/f2cl-lib.o
start address -T 0x9066000 Finished loading binary-gcl/numerical/f2cl-lib.o

;      - Loading module "slatec" 
;        - Loading binary file "binary-gcl/numerical/slatec/fdump.o" 
Loading binary-gcl/numerical/slatec/fdump.o
start address -T 0x86738f0 Finished loading binary-gcl/numerical/slatec/fdump.o

;        - Loading binary file "binary-gcl/numerical/slatec/j4save.o" 
Loading binary-gcl/numerical/slatec/j4save.o
start address -T 0x8670f40 Finished loading binary-gcl/numerical/slatec/j4save.o

;        - Loading binary file "binary-gcl/numerical/slatec/xercnt.o" 
Loading binary-gcl/numerical/slatec/xercnt.o
start address -T 0x8673720 Finished loading binary-gcl/numerical/slatec/xercnt.o

;        - Loading binary file "binary-gcl/numerical/slatec/xerhlt.o" 
Loading binary-gcl/numerical/slatec/xerhlt.o
start address -T 0x8672970 Finished loading binary-gcl/numerical/slatec/xerhlt.o

;        - Loading binary file "binary-gcl/numerical/slatec/xgetua.o" 
Loading binary-gcl/numerical/slatec/xgetua.o
start address -T 0x86789e0 Finished loading binary-gcl/numerical/slatec/xgetua.o

;        - Loading binary file "binary-gcl/numerical/slatec/xerprn.o" 
Loading binary-gcl/numerical/slatec/xerprn.o
start address -T 0x8630400 Finished loading binary-gcl/numerical/slatec/xerprn.o

;        - Loading binary file "binary-gcl/numerical/slatec/xersve.o" 
Loading binary-gcl/numerical/slatec/xersve.o
start address -T 0x86346d0 Finished loading binary-gcl/numerical/slatec/xersve.o

;        - Loading binary file "binary-gcl/numerical/slatec/xermsg.o" 
Loading binary-gcl/numerical/slatec/xermsg.o
start address -T 0x86c01e0 Finished loading binary-gcl/numerical/slatec/xermsg.o

;        - Loading binary file "binary-gcl/numerical/slatec/initds.o" 
Loading binary-gcl/numerical/slatec/initds.o
start address -T 0x869b400 Finished loading binary-gcl/numerical/slatec/initds.o

;        - Loading binary file "binary-gcl/numerical/slatec/dcsevl.o" 
Loading binary-gcl/numerical/slatec/dcsevl.o
start address -T 0x900cfe0 Finished loading binary-gcl/numerical/slatec/dcsevl.o

;        - Loading binary file "binary-gcl/numerical/slatec/d9lgmc.o" 
Loading binary-gcl/numerical/slatec/d9lgmc.o
start address -T 0x8662340 Finished loading binary-gcl/numerical/slatec/d9lgmc.o

;        - Loading binary file "binary-gcl/numerical/slatec/dgamlm.o" 
Loading binary-gcl/numerical/slatec/dgamlm.o
start address -T 0x86c27e0 Finished loading binary-gcl/numerical/slatec/dgamlm.o

;        - Loading binary file "binary-gcl/numerical/slatec/dgamma.o" 
Loading binary-gcl/numerical/slatec/dgamma.o
start address -T 0x86c2fd0 Finished loading binary-gcl/numerical/slatec/dgamma.o

;        - Loading binary file "binary-gcl/numerical/slatec/dgamln.o" 
Loading binary-gcl/numerical/slatec/dgamln.o
start address -T 0x8673700 Finished loading binary-gcl/numerical/slatec/dgamln.o

;        - Loading binary file "binary-gcl/numerical/slatec/dlngam.o" 
Loading binary-gcl/numerical/slatec/dlngam.o
start address -T 0x868a1d0 Finished loading binary-gcl/numerical/slatec/dlngam.o

;        - Loading binary file "binary-gcl/numerical/slatec/d9b0mp.o" 
Loading binary-gcl/numerical/slatec/d9b0mp.o
start address -T 0x8671110 Finished loading binary-gcl/numerical/slatec/d9b0mp.o

;        - Loading binary file "binary-gcl/numerical/slatec/d9b1mp.o" 
Loading binary-gcl/numerical/slatec/d9b1mp.o
start address -T 0x86347a0 Finished loading binary-gcl/numerical/slatec/d9b1mp.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesj0.o" 
Loading binary-gcl/numerical/slatec/dbesj0.o
start address -T 0x86704c0 Finished loading binary-gcl/numerical/slatec/dbesj0.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesj1.o" 
Loading binary-gcl/numerical/slatec/dbesj1.o
start address -T 0x86700e0 Finished loading binary-gcl/numerical/slatec/dbesj1.o

;        - Loading binary file "binary-gcl/numerical/slatec/djairy.o" 
Loading binary-gcl/numerical/slatec/djairy.o
start address -T 0x8671c70 Finished loading binary-gcl/numerical/slatec/djairy.o

;        - Loading binary file "binary-gcl/numerical/slatec/dasyjy.o" 
Loading binary-gcl/numerical/slatec/dasyjy.o
start address -T 0x862b650 Finished loading binary-gcl/numerical/slatec/dasyjy.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesj.o" 
Loading binary-gcl/numerical/slatec/dbesj.o
start address -T 0x8633440 Finished loading binary-gcl/numerical/slatec/dbesj.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbsi0e.o" 
Loading binary-gcl/numerical/slatec/dbsi0e.o
start address -T 0x86333f0 Finished loading binary-gcl/numerical/slatec/dbsi0e.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbsi1e.o" 
Loading binary-gcl/numerical/slatec/dbsi1e.o
start address -T 0x86315d0 Finished loading binary-gcl/numerical/slatec/dbsi1e.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesi0.o" 
Loading binary-gcl/numerical/slatec/dbesi0.o
start address -T 0x869ea10 Finished loading binary-gcl/numerical/slatec/dbesi0.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesi1.o" 
Loading binary-gcl/numerical/slatec/dbesi1.o
start address -T 0x862dd80 Finished loading binary-gcl/numerical/slatec/dbesi1.o

;        - Loading binary file "binary-gcl/numerical/slatec/dasyik.o" 
Loading binary-gcl/numerical/slatec/dasyik.o
start address -T 0x86710e0 Finished loading binary-gcl/numerical/slatec/dasyik.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesi.o" 
Loading binary-gcl/numerical/slatec/dbesi.o
start address -T 0x8679830 Finished loading binary-gcl/numerical/slatec/dbesi.o

;        - Loading binary file "binary-gcl/numerical/slatec/zabs.o" 
Loading binary-gcl/numerical/slatec/zabs.o
start address -T 0x86a0320 Finished loading binary-gcl/numerical/slatec/zabs.o

;        - Loading binary file "binary-gcl/numerical/slatec/zdiv.o" 
Loading binary-gcl/numerical/slatec/zdiv.o
start address -T 0x86304a0 Finished loading binary-gcl/numerical/slatec/zdiv.o

;        - Loading binary file "binary-gcl/numerical/slatec/zexp.o" 
Loading binary-gcl/numerical/slatec/zexp.o
start address -T 0x86a2260 Finished loading binary-gcl/numerical/slatec/zexp.o

;        - Loading binary file "binary-gcl/numerical/slatec/zmlt.o" 
Loading binary-gcl/numerical/slatec/zmlt.o
start address -T 0x86a8a60 Finished loading binary-gcl/numerical/slatec/zmlt.o

;        - Loading binary file "binary-gcl/numerical/slatec/zsqrt.o" 
Loading binary-gcl/numerical/slatec/zsqrt.o
start address -T 0x8684fb0 Finished loading binary-gcl/numerical/slatec/zsqrt.o

;        - Loading binary file "binary-gcl/numerical/slatec/zasyi.o" 
Loading binary-gcl/numerical/slatec/zasyi.o
start address -T 0x86792d0 Finished loading binary-gcl/numerical/slatec/zasyi.o

;        - Loading binary file "binary-gcl/numerical/slatec/zuchk.o" 
Loading binary-gcl/numerical/slatec/zuchk.o
start address -T 0x8672eb0 Finished loading binary-gcl/numerical/slatec/zuchk.o

;        - Loading binary file "binary-gcl/numerical/slatec/zlog.o" 
Loading binary-gcl/numerical/slatec/zlog.o
start address -T 0x862b570 Finished loading binary-gcl/numerical/slatec/zlog.o

;        - Loading binary file "binary-gcl/numerical/slatec/zunik.o" 
Loading binary-gcl/numerical/slatec/zunik.o
start address -T 0x8670110 Finished loading binary-gcl/numerical/slatec/zunik.o

;        - Loading binary file "binary-gcl/numerical/slatec/zunhj.o" 
Loading binary-gcl/numerical/slatec/zunhj.o
start address -T 0x9047fb0 Finished loading binary-gcl/numerical/slatec/zunhj.o

;        - Loading binary file "binary-gcl/numerical/slatec/zuoik.o" 
Loading binary-gcl/numerical/slatec/zuoik.o
start address -T 0x8630470 Finished loading binary-gcl/numerical/slatec/zuoik.o

;        - Loading binary file "binary-gcl/numerical/slatec/zuni1.o" 
Loading binary-gcl/numerical/slatec/zuni1.o
start address -T 0x862ef00 Finished loading binary-gcl/numerical/slatec/zuni1.o

;        - Loading binary file "binary-gcl/numerical/slatec/zkscl.o" 
Loading binary-gcl/numerical/slatec/zkscl.o
start address -T 0x8630b80 Finished loading binary-gcl/numerical/slatec/zkscl.o

;        - Loading binary file "binary-gcl/numerical/slatec/zshch.o" 
Loading binary-gcl/numerical/slatec/zshch.o
start address -T 0x86b06b0 Finished loading binary-gcl/numerical/slatec/zshch.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbknu.o" 
Loading binary-gcl/numerical/slatec/zbknu.o
start address -T 0x8632430 Finished loading binary-gcl/numerical/slatec/zbknu.o

;        - Loading binary file "binary-gcl/numerical/slatec/zmlri.o" 
Loading binary-gcl/numerical/slatec/zmlri.o
start address -T 0x8633fd0 Finished loading binary-gcl/numerical/slatec/zmlri.o

;        - Loading binary file "binary-gcl/numerical/slatec/zs1s2.o" 
Loading binary-gcl/numerical/slatec/zs1s2.o
start address -T 0x8633930 Finished loading binary-gcl/numerical/slatec/zs1s2.o

;        - Loading binary file "binary-gcl/numerical/slatec/zseri.o" 
Loading binary-gcl/numerical/slatec/zseri.o
start address -T 0x8633700 Finished loading binary-gcl/numerical/slatec/zseri.o

;        - Loading binary file "binary-gcl/numerical/slatec/zacai.o" 
Loading binary-gcl/numerical/slatec/zacai.o
start address -T 0x8632d40 Finished loading binary-gcl/numerical/slatec/zacai.o

;        - Loading binary file "binary-gcl/numerical/slatec/zairy.o" 
Loading binary-gcl/numerical/slatec/zairy.o
start address -T 0x8632a30 Finished loading binary-gcl/numerical/slatec/zairy.o

;        - Loading binary file "binary-gcl/numerical/slatec/zuni2.o" 
Loading binary-gcl/numerical/slatec/zuni2.o
start address -T 0x8632470 Finished loading binary-gcl/numerical/slatec/zuni2.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbuni.o" 
Loading binary-gcl/numerical/slatec/zbuni.o
start address -T 0x86bde40 Finished loading binary-gcl/numerical/slatec/zbuni.o

;        - Loading binary file "binary-gcl/numerical/slatec/zrati.o" 
Loading binary-gcl/numerical/slatec/zrati.o
start address -T 0x868a510 Finished loading binary-gcl/numerical/slatec/zrati.o

;        - Loading binary file "binary-gcl/numerical/slatec/zwrsk.o" 
Loading binary-gcl/numerical/slatec/zwrsk.o
start address -T 0x900b6e0 Finished loading binary-gcl/numerical/slatec/zwrsk.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbinu.o" 
Loading binary-gcl/numerical/slatec/zbinu.o
start address -T 0x8631810 Finished loading binary-gcl/numerical/slatec/zbinu.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbesi.o" 
Loading binary-gcl/numerical/slatec/zbesi.o
start address -T 0x86314e0 Finished loading binary-gcl/numerical/slatec/zbesi.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbesj.o" 
Loading binary-gcl/numerical/slatec/zbesj.o
start address -T 0x862ead0 Finished loading binary-gcl/numerical/slatec/zbesj.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesy0.o" 
Loading binary-gcl/numerical/slatec/dbesy0.o
start address -T 0x862b290 Finished loading binary-gcl/numerical/slatec/dbesy0.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesy1.o" 
Loading binary-gcl/numerical/slatec/dbesy1.o
start address -T 0x86880e0 Finished loading binary-gcl/numerical/slatec/dbesy1.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbsynu.o" 
Loading binary-gcl/numerical/slatec/dbsynu.o
start address -T 0x8671880 Finished loading binary-gcl/numerical/slatec/dbsynu.o

;        - Loading binary file "binary-gcl/numerical/slatec/dyairy.o" 
Loading binary-gcl/numerical/slatec/dyairy.o
start address -T 0x8662ea0 Finished loading binary-gcl/numerical/slatec/dyairy.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesy.o" 
Loading binary-gcl/numerical/slatec/dbesy.o
start address -T 0x86718f0 Finished loading binary-gcl/numerical/slatec/dbesy.o

;        - Loading binary file "binary-gcl/numerical/slatec/zacon.o" 
Loading binary-gcl/numerical/slatec/zacon.o
start address -T 0x8670480 Finished loading binary-gcl/numerical/slatec/zacon.o

;        - Loading binary file "binary-gcl/numerical/slatec/zunk1.o" 
Loading binary-gcl/numerical/slatec/zunk1.o
start address -T 0x862b540 Finished loading binary-gcl/numerical/slatec/zunk1.o

;        - Loading binary file "binary-gcl/numerical/slatec/zunk2.o" 
Loading binary-gcl/numerical/slatec/zunk2.o
start address -T 0x862a8c0 Finished loading binary-gcl/numerical/slatec/zunk2.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbunk.o" 
Loading binary-gcl/numerical/slatec/zbunk.o
start address -T 0x86730a0 Finished loading binary-gcl/numerical/slatec/zbunk.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbesh.o" 
Loading binary-gcl/numerical/slatec/zbesh.o
start address -T 0x86736d0 Finished loading binary-gcl/numerical/slatec/zbesh.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbesy.o" 
Loading binary-gcl/numerical/slatec/zbesy.o
start address -T 0x869f040 Finished loading binary-gcl/numerical/slatec/zbesy.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbsk0e.o" 
Loading binary-gcl/numerical/slatec/dbsk0e.o
start address -T 0x9022fd0 Finished loading binary-gcl/numerical/slatec/dbsk0e.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesk0.o" 
Loading binary-gcl/numerical/slatec/dbesk0.o
start address -T 0x868a4e0 Finished loading binary-gcl/numerical/slatec/dbesk0.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbsk1e.o" 
Loading binary-gcl/numerical/slatec/dbsk1e.o
start address -T 0x862eb10 Finished loading binary-gcl/numerical/slatec/dbsk1e.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesk1.o" 
Loading binary-gcl/numerical/slatec/dbesk1.o
start address -T 0x862acd0 Finished loading binary-gcl/numerical/slatec/dbesk1.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbsknu.o" 
Loading binary-gcl/numerical/slatec/dbsknu.o
start address -T 0x8623fa0 Finished loading binary-gcl/numerical/slatec/dbsknu.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbesk.o" 
Loading binary-gcl/numerical/slatec/dbesk.o
start address -T 0x8537fd0 Finished loading binary-gcl/numerical/slatec/dbesk.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbesk.o" 
Loading binary-gcl/numerical/slatec/zbesk.o
start address -T 0x86a6fc0 Finished loading binary-gcl/numerical/slatec/zbesk.o

;        - Loading binary file "binary-gcl/numerical/slatec/d9aimp.o" 
Loading binary-gcl/numerical/slatec/d9aimp.o
start address -T 0x9047620 Finished loading binary-gcl/numerical/slatec/d9aimp.o

;        - Loading binary file "binary-gcl/numerical/slatec/daie.o" 
Loading binary-gcl/numerical/slatec/daie.o
start address -T 0x86789b0 Finished loading binary-gcl/numerical/slatec/daie.o

;        - Loading binary file "binary-gcl/numerical/slatec/dai.o" 
Loading binary-gcl/numerical/slatec/dai.o
start address -T 0x8671840 Finished loading binary-gcl/numerical/slatec/dai.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbie.o" 
Loading binary-gcl/numerical/slatec/dbie.o
start address -T 0x8698320 Finished loading binary-gcl/numerical/slatec/dbie.o

;        - Loading binary file "binary-gcl/numerical/slatec/dbi.o" 
Loading binary-gcl/numerical/slatec/dbi.o
start address -T 0x8630780 Finished loading binary-gcl/numerical/slatec/dbi.o

;        - Loading binary file "binary-gcl/numerical/slatec/zbiry.o" 
Loading binary-gcl/numerical/slatec/zbiry.o
start address -T 0x86c3a00 Finished loading binary-gcl/numerical/slatec/zbiry.o

;        - Loading binary file "binary-gcl/numerical/slatec/derfc.o" 
Loading binary-gcl/numerical/slatec/derfc.o
start address -T 0x869c190 Finished loading binary-gcl/numerical/slatec/derfc.o

;        - Loading binary file "binary-gcl/numerical/slatec/derf.o" 
Loading binary-gcl/numerical/slatec/derf.o
start address -T 0x8694a10 Finished loading binary-gcl/numerical/slatec/derf.o

;        - Loading binary file "binary-gcl/numerical/slatec/de1.o" 
Loading binary-gcl/numerical/slatec/de1.o
start address -T 0x8694a40 Finished loading binary-gcl/numerical/slatec/de1.o

;        - Loading binary file "binary-gcl/numerical/slatec/dei.o" 
Loading binary-gcl/numerical/slatec/dei.o
start address -T 0x8689440 Finished loading binary-gcl/numerical/slatec/dei.o

;        - Loading binary file "binary-gcl/numerical/slatec/d9upak.o" 
Loading binary-gcl/numerical/slatec/d9upak.o
start address -T 0x86b02e0 Finished loading binary-gcl/numerical/slatec/d9upak.o

;        - Loading binary file "binary-gcl/numerical/slatec/dspenc.o" 
Loading binary-gcl/numerical/slatec/dspenc.o
start address -T 0x86c01b0 Finished loading binary-gcl/numerical/slatec/dspenc.o

;      - Loading module "quadpack" 
;        - Loading binary file "binary-gcl/numerical/slatec/dqwgtf.o" 
Loading binary-gcl/numerical/slatec/dqwgtf.o
start address -T 0x8581900 Finished loading binary-gcl/numerical/slatec/dqwgtf.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqcheb.o" 
Loading binary-gcl/numerical/slatec/dqcheb.o
start address -T 0x9045f80 Finished loading binary-gcl/numerical/slatec/dqcheb.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk15w.o" 
Loading binary-gcl/numerical/slatec/dqk15w.o
start address -T 0x8695d30 Finished loading binary-gcl/numerical/slatec/dqk15w.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqwgts.o" 
Loading binary-gcl/numerical/slatec/dqwgts.o
start address -T 0x8671140 Finished loading binary-gcl/numerical/slatec/dqwgts.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqwgtc.o" 
Loading binary-gcl/numerical/slatec/dqwgtc.o
start address -T 0x86a87f0 Finished loading binary-gcl/numerical/slatec/dqwgtc.o

;        - Loading binary file "binary-gcl/numerical/slatec/dgtsl.o" 
Loading binary-gcl/numerical/slatec/dgtsl.o
start address -T 0x8677f20 Finished loading binary-gcl/numerical/slatec/dgtsl.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk15.o" 
Loading binary-gcl/numerical/slatec/dqk15.o
start address -T 0x8679280 Finished loading binary-gcl/numerical/slatec/dqk15.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk31.o" 
Loading binary-gcl/numerical/slatec/dqk31.o
start address -T 0x86949a0 Finished loading binary-gcl/numerical/slatec/dqk31.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk41.o" 
Loading binary-gcl/numerical/slatec/dqk41.o
start address -T 0x86949d0 Finished loading binary-gcl/numerical/slatec/dqk41.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk51.o" 
Loading binary-gcl/numerical/slatec/dqk51.o
start address -T 0x8662e50 Finished loading binary-gcl/numerical/slatec/dqk51.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk61.o" 
Loading binary-gcl/numerical/slatec/dqk61.o
start address -T 0x8662390 Finished loading binary-gcl/numerical/slatec/dqk61.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk21.o" 
Loading binary-gcl/numerical/slatec/dqk21.o
start address -T 0x86623b0 Finished loading binary-gcl/numerical/slatec/dqk21.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqk15i.o" 
Loading binary-gcl/numerical/slatec/dqk15i.o
start address -T 0x86623f0 Finished loading binary-gcl/numerical/slatec/dqk15i.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqelg.o" 
Loading binary-gcl/numerical/slatec/dqelg.o
start address -T 0x86933a0 Finished loading binary-gcl/numerical/slatec/dqelg.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqpsrt.o" 
Loading binary-gcl/numerical/slatec/dqpsrt.o
start address -T 0x869ba40 Finished loading binary-gcl/numerical/slatec/dqpsrt.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqc25s.o" 
Loading binary-gcl/numerical/slatec/dqc25s.o
start address -T 0x8662410 Finished loading binary-gcl/numerical/slatec/dqc25s.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqmomo.o" 
Loading binary-gcl/numerical/slatec/dqmomo.o
start address -T 0x869a180 Finished loading binary-gcl/numerical/slatec/dqmomo.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqc25c.o" 
Loading binary-gcl/numerical/slatec/dqc25c.o
start address -T 0x85534e0 Finished loading binary-gcl/numerical/slatec/dqc25c.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqc25f.o" 
Loading binary-gcl/numerical/slatec/dqc25f.o
start address -T 0x8553510 Finished loading binary-gcl/numerical/slatec/dqc25f.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqage.o" 
Loading binary-gcl/numerical/slatec/dqage.o
start address -T 0x906fba0 Finished loading binary-gcl/numerical/slatec/dqage.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqagie.o" 
Loading binary-gcl/numerical/slatec/dqagie.o
start address -T 0x90087e0 Finished loading binary-gcl/numerical/slatec/dqagie.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqagpe.o" 
Loading binary-gcl/numerical/slatec/dqagpe.o
start address -T 0x900d000 Finished loading binary-gcl/numerical/slatec/dqagpe.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqagse.o" 
Loading binary-gcl/numerical/slatec/dqagse.o
start address -T 0x86ba360 Finished loading binary-gcl/numerical/slatec/dqagse.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawoe.o" 
Loading binary-gcl/numerical/slatec/dqawoe.o
start address -T 0x9040000 Finished loading binary-gcl/numerical/slatec/dqawoe.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawfe.o" 
Loading binary-gcl/numerical/slatec/dqawfe.o
start address -T 0x8670ef0 Finished loading binary-gcl/numerical/slatec/dqawfe.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawse.o" 
Loading binary-gcl/numerical/slatec/dqawse.o
start address -T 0x9019b80 Finished loading binary-gcl/numerical/slatec/dqawse.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawce.o" 
Loading binary-gcl/numerical/slatec/dqawce.o
start address -T 0x9020900 Finished loading binary-gcl/numerical/slatec/dqawce.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqng.o" 
Loading binary-gcl/numerical/slatec/dqng.o
start address -T 0x8672e60 Finished loading binary-gcl/numerical/slatec/dqng.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqag.o" 
Loading binary-gcl/numerical/slatec/dqag.o
start address -T 0x86a13a0 Finished loading binary-gcl/numerical/slatec/dqag.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqags.o" 
Loading binary-gcl/numerical/slatec/dqags.o
start address -T 0x86b89e0 Finished loading binary-gcl/numerical/slatec/dqags.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqagi.o" 
Loading binary-gcl/numerical/slatec/dqagi.o
start address -T 0x86aeee0 Finished loading binary-gcl/numerical/slatec/dqagi.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawf.o" 
Loading binary-gcl/numerical/slatec/dqawf.o
start address -T 0x86b4a20 Finished loading binary-gcl/numerical/slatec/dqawf.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawo.o" 
Loading binary-gcl/numerical/slatec/dqawo.o
start address -T 0x86b25c0 Finished loading binary-gcl/numerical/slatec/dqawo.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqaws.o" 
Loading binary-gcl/numerical/slatec/dqaws.o
start address -T 0x9043a60 Finished loading binary-gcl/numerical/slatec/dqaws.o

;        - Loading binary file "binary-gcl/numerical/slatec/dqawc.o" 
Loading binary-gcl/numerical/slatec/dqawc.o
start address -T 0x86b08a0 Finished loading binary-gcl/numerical/slatec/dqawc.o

;        - Loading binary file "binary-gcl/numerical/slatec/quadpack.o" 
Loading binary-gcl/numerical/slatec/quadpack.o
start address -T 0x9017000 Finished loading binary-gcl/numerical/slatec/quadpack.o

;    - Loading module "simplification" 
;      - Loading binary file "binary-gcl/simp.o" 
Loading binary-gcl/simp.o
start address -T 0x90cd000 Finished loading binary-gcl/simp.o

;      - Loading binary file "binary-gcl/float.o" 
Loading binary-gcl/float.o
start address -T 0x90e4000 Finished loading binary-gcl/float.o

;      - Loading binary file "binary-gcl/csimp.o" 
Loading binary-gcl/csimp.o
start address -T 0x90496c0 Finished loading binary-gcl/csimp.o

;      - Loading binary file "binary-gcl/csimp2.o" 
Loading binary-gcl/csimp2.o
start address -T 0x905d160 Finished loading binary-gcl/csimp2.o

;      - Loading binary file "binary-gcl/zero.o" 
Loading binary-gcl/zero.o
start address -T 0x9064e60 Finished loading binary-gcl/zero.o

;      - Loading binary file "binary-gcl/logarc.o" 
Loading binary-gcl/logarc.o
start address -T 0x9048000 Finished loading binary-gcl/logarc.o

;      - Loading binary file "binary-gcl/rpart.o" 
Loading binary-gcl/rpart.o
start address -T 0x90f02e0 Finished loading binary-gcl/rpart.o

;    - Loading module "server" 
;      - Loading binary file "binary-gcl/server.o" 
Loading binary-gcl/server.o
start address -T 0x868a1e0 Finished loading binary-gcl/server.o

;    - Loading module "i-o" 
;      - Loading binary file "binary-gcl/macsys.o" 
Loading binary-gcl/macsys.o
start address -T 0x9102540 Finished loading binary-gcl/macsys.o

;      - Loading binary file "binary-gcl/mload.o" 
Loading binary-gcl/mload.o
start address -T 0x9109000 Finished loading binary-gcl/mload.o

;      - Loading binary file "binary-gcl/suprv1.o" 
Loading binary-gcl/suprv1.o
start address -T 0x911e000 Finished loading binary-gcl/suprv1.o

;      - Loading binary file "binary-gcl/dskfn.o" 
Loading binary-gcl/dskfn.o
start address -T 0x910fd60 Finished loading binary-gcl/dskfn.o

;    - Loading module "factoring" 
;      - Loading binary file "binary-gcl/lesfac.o" 
Loading binary-gcl/lesfac.o
start address -T 0x9056100 Finished loading binary-gcl/lesfac.o

;      - Loading binary file "binary-gcl/factor.o" 
Loading binary-gcl/factor.o
start address -T 0x912b000 Finished loading binary-gcl/factor.o

;      - Loading binary file "binary-gcl/algfac.o" 
Loading binary-gcl/algfac.o
start address -T 0x913b000 Finished loading binary-gcl/algfac.o

;      - Loading binary file "binary-gcl/nalgfa.o" 
Loading binary-gcl/nalgfa.o
start address -T 0x915c000 Finished loading binary-gcl/nalgfa.o

;      - Loading binary file "binary-gcl/ufact.o" 
Loading binary-gcl/ufact.o
start address -T 0x9053f20 Finished loading binary-gcl/ufact.o

;      - Loading binary file "binary-gcl/result.o" 
Loading binary-gcl/result.o
start address -T 0x9162000 Finished loading binary-gcl/result.o

;    - Loading module "ifactor" 
;      - Loading binary file "binary-gcl/ifactor.o" 
Loading binary-gcl/ifactor.o
start address -T 0x914a000 Finished loading binary-gcl/ifactor.o

;    - Loading module "rational-functions" 
;      - Loading binary file "binary-gcl/rat3a.o" 
Loading binary-gcl/rat3a.o
start address -T 0x9150a80 Finished loading binary-gcl/rat3a.o

;      - Loading binary file "binary-gcl/rat3b.o" 
Loading binary-gcl/rat3b.o
start address -T 0x90fc000 Finished loading binary-gcl/rat3b.o

;      - Loading binary file "binary-gcl/rat3d.o" 
Loading binary-gcl/rat3d.o
start address -T 0x916d000 Finished loading binary-gcl/rat3d.o

;      - Loading binary file "binary-gcl/rat3c.o" 
Loading binary-gcl/rat3c.o
start address -T 0x9173000 Finished loading binary-gcl/rat3c.o

;      - Loading binary file "binary-gcl/rat3e.o" 
Loading binary-gcl/rat3e.o
start address -T 0x9180000 Finished loading binary-gcl/rat3e.o

;      - Loading binary file "binary-gcl/nrat4.o" 
Loading binary-gcl/nrat4.o
start address -T 0x9194000 Finished loading binary-gcl/nrat4.o

;      - Loading binary file "binary-gcl/ratout.o" 
Loading binary-gcl/ratout.o
start address -T 0x91b5000 Finished loading binary-gcl/ratout.o

;    - Loading module "maxima-language-compiler-macros" 
;      - Loading binary file "binary-gcl/transm.o" 
Loading binary-gcl/transm.o
start address -T 0x91159a0 Finished loading binary-gcl/transm.o

;    - Loading module "maxima-language-compiler" 
;      - Loading binary file "binary-gcl/transl.o" 
Loading binary-gcl/transl.o
start address -T 0x91c7000 Finished loading binary-gcl/transl.o

;      - Loading binary file "binary-gcl/transs.o" 
Loading binary-gcl/transs.o
start address -T 0x91a3000 Finished loading binary-gcl/transs.o

;      - Loading binary file "binary-gcl/trans1.o" 
Loading binary-gcl/trans1.o
start address -T 0x904cf80 Finished loading binary-gcl/trans1.o

;      - Loading binary file "binary-gcl/trans2.o" 
Loading binary-gcl/trans2.o
start address -T 0x90f8a60 Finished loading binary-gcl/trans2.o

;      - Loading binary file "binary-gcl/trans3.o" 
Loading binary-gcl/trans3.o
start address -T 0x90ff660 Finished loading binary-gcl/trans3.o

;      - Loading binary file "binary-gcl/trans4.o" 
Loading binary-gcl/trans4.o
start address -T 0x90f5c00 Finished loading binary-gcl/trans4.o

;      - Loading binary file "binary-gcl/trans5.o" 
Loading binary-gcl/trans5.o
start address -T 0x9191500 Finished loading binary-gcl/trans5.o

;      - Loading binary file "binary-gcl/transf.o" 
Loading binary-gcl/transf.o
start address -T 0x905cae0 Finished loading binary-gcl/transf.o

;      - Loading binary file "binary-gcl/troper.o" 
Loading binary-gcl/troper.o
start address -T 0x9157c40 Finished loading binary-gcl/troper.o

;      - Loading binary file "binary-gcl/trutil.o" 
Loading binary-gcl/trutil.o
start address -T 0x86a5300 Finished loading binary-gcl/trutil.o

;      - Loading binary file "binary-gcl/trmode.o" 
Loading binary-gcl/trmode.o
start address -T 0x9143000 Finished loading binary-gcl/trmode.o

;      - Loading binary file "binary-gcl/trdata.o" 
Loading binary-gcl/trdata.o
start address -T 0x911d8e0 Finished loading binary-gcl/trdata.o

;      - Loading binary file "binary-gcl/trpred.o" 
Loading binary-gcl/trpred.o
start address -T 0x905a4a0 Finished loading binary-gcl/trpred.o

;      - Loading binary file "binary-gcl/transq.o" 
Loading binary-gcl/transq.o
start address -T 0x9179100 Finished loading binary-gcl/transq.o

;      - Loading binary file "binary-gcl/acall.o" 
Loading binary-gcl/acall.o
start address -T 0x918d000 Finished loading binary-gcl/acall.o

;      - Loading binary file "binary-gcl/fcall.o" 
Loading binary-gcl/fcall.o
start address -T 0x917a000 Finished loading binary-gcl/fcall.o

;      - Loading binary file "binary-gcl/evalw.o" 
Loading binary-gcl/evalw.o
start address -T 0x9011d60 Finished loading binary-gcl/evalw.o

;      - Loading binary file "binary-gcl/trprop.o" 
Loading binary-gcl/trprop.o
start address -T 0x904f800 Finished loading binary-gcl/trprop.o

;      - Loading binary file "binary-gcl/mdefun.o" 
Loading binary-gcl/mdefun.o
start address -T 0x91e1740 Finished loading binary-gcl/mdefun.o

;    - Loading module "trigonometry" 
;      - Loading binary file "binary-gcl/trigi.o" 
Loading binary-gcl/trigi.o
start address -T 0x91be000 Finished loading binary-gcl/trigi.o

;      - Loading binary file "binary-gcl/trigo.o" 
Loading binary-gcl/trigo.o
start address -T 0x91d4000 Finished loading binary-gcl/trigo.o

;      - Loading binary file "binary-gcl/trgred.o" 
Loading binary-gcl/trgred.o
start address -T 0x91e7000 Finished loading binary-gcl/trgred.o

;    - Loading module "numerical-functions" 
;      - Loading binary file "binary-gcl/bessel.o" 
Loading binary-gcl/bessel.o
start address -T 0x91fa000 Finished loading binary-gcl/bessel.o

;      - Loading binary file "binary-gcl/ellipt.o" 
Loading binary-gcl/ellipt.o
start address -T 0x9210000 Finished loading binary-gcl/ellipt.o

;      - Loading binary file "binary-gcl/airy.o" 
Loading binary-gcl/airy.o
start address -T 0x91dc000 Finished loading binary-gcl/airy.o

;      - Loading binary file "binary-gcl/numer.o" 
Loading binary-gcl/numer.o
start address -T 0x9059200 Finished loading binary-gcl/numer.o

;      - Loading binary file "binary-gcl/intpol.o" 
Loading binary-gcl/intpol.o
start address -T 0x869dc60 Finished loading binary-gcl/intpol.o

;    - Loading module "reader" 
;      - Loading binary file "binary-gcl/nparse.o" 
Loading binary-gcl/nparse.o
start address -T 0x923b000 Finished loading binary-gcl/nparse.o

;    - Loading module "display" 
;      - Loading binary file "binary-gcl/displa.o" 
Loading binary-gcl/displa.o
start address -T 0x927e000 Finished loading binary-gcl/displa.o

;      - Loading binary file "binary-gcl/nforma.o" 
Loading binary-gcl/nforma.o
start address -T 0x8682440 Finished loading binary-gcl/nforma.o

;      - Loading binary file "binary-gcl/ldisp.o" 
Loading binary-gcl/ldisp.o
start address -T 0x91f6580 Finished loading binary-gcl/ldisp.o

;      - Loading binary file "binary-gcl/grind.o" 
Loading binary-gcl/grind.o
start address -T 0x922ec40 Finished loading binary-gcl/grind.o

;    - Loading module "gcd" 
;      - Loading binary file "binary-gcl/spgcd.o" 
Loading binary-gcl/spgcd.o
start address -T 0x9234a60 Finished loading binary-gcl/spgcd.o

;      - Loading binary file "binary-gcl/ezgcd.o" 
Loading binary-gcl/ezgcd.o
start address -T 0x928d000 Finished loading binary-gcl/ezgcd.o

;    - Loading module "documentation" 
;      - Loading binary file "binary-gcl/option.o" 
Loading binary-gcl/option.o
start address -T 0x9044c00 Finished loading binary-gcl/option.o

;      - Loading binary file "binary-gcl/macdes.o" 
Loading binary-gcl/macdes.o
start address -T 0x911a000 Finished loading binary-gcl/macdes.o

;    - Loading module "algebraic-database" 
;      - Loading binary file "binary-gcl/inmis.o" 
Loading binary-gcl/inmis.o
start address -T 0x91aec80 Finished loading binary-gcl/inmis.o

;      - Loading binary file "binary-gcl/db.o" 
Loading binary-gcl/db.o
start address -T 0x9307000 Finished loading binary-gcl/db.o

;      - Loading binary file "binary-gcl/compar.o" 
Loading binary-gcl/compar.o
start address -T 0x930e000 Finished loading binary-gcl/compar.o

;      - Loading binary file "binary-gcl/askp.o" 
Loading binary-gcl/askp.o
start address -T 0x8671900 Finished loading binary-gcl/askp.o

;    - Loading module "integration" 
;      - Loading binary file "binary-gcl/sinint.o" 
Loading binary-gcl/sinint.o
start address -T 0x919e040 Finished loading binary-gcl/sinint.o

;      - Loading binary file "binary-gcl/sin.o" 
Loading binary-gcl/sin.o
start address -T 0x9321000 Finished loading binary-gcl/sin.o

;      - Loading binary file "binary-gcl/risch.o" 
Loading binary-gcl/risch.o
start address -T 0x9337000 Finished loading binary-gcl/risch.o

;    - Loading module "taylor-series" 
;      - Loading binary file "binary-gcl/hayat.o" 
Loading binary-gcl/hayat.o
start address -T 0x9359000 Finished loading binary-gcl/hayat.o

;    - Loading module "definite-integration" 
;      - Loading binary file "binary-gcl/defint.o" 
Loading binary-gcl/defint.o
start address -T 0x93b2000 Finished loading binary-gcl/defint.o

;      - Loading binary file "binary-gcl/residu.o" 
Loading binary-gcl/residu.o
start address -T 0x929b2c0 Finished loading binary-gcl/residu.o

;    - Loading module "special-functions" 
;      - Loading binary file "binary-gcl/specfn.o" 
Loading binary-gcl/specfn.o
start address -T 0x91edfe0 Finished loading binary-gcl/specfn.o

;    - Loading module "matrix-algebra" 
;      - Loading binary file "binary-gcl/mat.o" 
Loading binary-gcl/mat.o
start address -T 0x93ab2a0 Finished loading binary-gcl/mat.o

;      - Loading binary file "binary-gcl/matrix.o" 
Loading binary-gcl/matrix.o
start address -T 0x9349000 Finished loading binary-gcl/matrix.o

;    - Loading module "determinants" 
;      - Loading binary file "binary-gcl/sprdet.o" 
Loading binary-gcl/sprdet.o
start address -T 0x9353cc0 Finished loading binary-gcl/sprdet.o

;      - Loading binary file "binary-gcl/newinv.o" 
Loading binary-gcl/newinv.o
start address -T 0x915a100 Finished loading binary-gcl/newinv.o

;      - Loading binary file "binary-gcl/newdet.o" 
Loading binary-gcl/newdet.o
start address -T 0x919c3c0 Finished loading binary-gcl/newdet.o

;    - Loading module "pattern-matching" 
;      - Loading binary file "binary-gcl/schatc.o" 
Loading binary-gcl/schatc.o
start address -T 0x932dda0 Finished loading binary-gcl/schatc.o

;      - Loading binary file "binary-gcl/matcom.o" 
Loading binary-gcl/matcom.o
start address -T 0x9222360 Finished loading binary-gcl/matcom.o

;      - Loading binary file "binary-gcl/matrun.o" 
Loading binary-gcl/matrun.o
start address -T 0x901c820 Finished loading binary-gcl/matrun.o

;      - Loading binary file "binary-gcl/nisimp.o" 
Loading binary-gcl/nisimp.o
start address -T 0x913f200 Finished loading binary-gcl/nisimp.o

;    - Loading module "limits" 
;      - Loading binary file "binary-gcl/tlimit.o" 
Loading binary-gcl/tlimit.o
start address -T 0x9332ba0 Finished loading binary-gcl/tlimit.o

;      - Loading binary file "binary-gcl/limit.o" 
Loading binary-gcl/limit.o
start address -T 0x93d7000 Finished loading binary-gcl/limit.o

;    - Loading module "solve" 
;      - Loading binary file "binary-gcl/solve.o" 
Loading binary-gcl/solve.o
start address -T 0x9393520 Finished loading binary-gcl/solve.o

;      - Loading binary file "binary-gcl/psolve.o" 
Loading binary-gcl/psolve.o
start address -T 0x911bb20 Finished loading binary-gcl/psolve.o

;      - Loading binary file "binary-gcl/algsys.o" 
Loading binary-gcl/algsys.o
start address -T 0x937ff60 Finished loading binary-gcl/algsys.o

;      - Loading binary file "binary-gcl/polyrz.o" 
Loading binary-gcl/polyrz.o
start address -T 0x9400940 Finished loading binary-gcl/polyrz.o

;      - Loading binary file "binary-gcl/cpoly.o" 
Loading binary-gcl/cpoly.o
start address -T 0x9386440 Finished loading binary-gcl/cpoly.o

;    - Loading module "debugging" 
;      - Loading binary file "binary-gcl/mtrace.o" 
Loading binary-gcl/mtrace.o
start address -T 0x93fa000 Finished loading binary-gcl/mtrace.o

;      - Loading binary file "binary-gcl/mdebug.o" 
Loading binary-gcl/mdebug.o
start address -T 0x9438000 Finished loading binary-gcl/mdebug.o

;    - Loading module "miscellaneous" 
;      - Loading binary file "binary-gcl/scs.o" 
Loading binary-gcl/scs.o
start address -T 0x93ff420 Finished loading binary-gcl/scs.o

;      - Loading binary file "binary-gcl/asum.o" 
Loading binary-gcl/asum.o
start address -T 0x9415520 Finished loading binary-gcl/asum.o

;      - Loading binary file "binary-gcl/fortra.o" 
Loading binary-gcl/fortra.o
start address -T 0x9244da0 Finished loading binary-gcl/fortra.o

;      - Loading binary file "binary-gcl/optim.o" 
Loading binary-gcl/optim.o
start address -T 0x91a8760 Finished loading binary-gcl/optim.o

;      - Loading binary file "binary-gcl/marray.o" 
Loading binary-gcl/marray.o
start address -T 0x939c020 Finished loading binary-gcl/marray.o

;      - Loading binary file "binary-gcl/mdot.o" 
Loading binary-gcl/mdot.o
start address -T 0x9203000 Finished loading binary-gcl/mdot.o

;      - Loading binary file "binary-gcl/irinte.o" 
Loading binary-gcl/irinte.o
start address -T 0x9422ae0 Finished loading binary-gcl/irinte.o

;      - Loading binary file "binary-gcl/series.o" 
Loading binary-gcl/series.o
start address -T 0x9451000 Finished loading binary-gcl/series.o

;      - Loading binary file "binary-gcl/numth.o" 
Loading binary-gcl/numth.o
start address -T 0x9412280 Finished loading binary-gcl/numth.o

;      - Loading binary file "binary-gcl/laplac.o" 
Loading binary-gcl/laplac.o
start address -T 0x9464000 Finished loading binary-gcl/laplac.o

;      - Loading binary file "binary-gcl/pade.o" 
Loading binary-gcl/pade.o
start address -T 0x904fd60 Finished loading binary-gcl/pade.o

;      - Loading binary file "binary-gcl/homog.o" 
Loading binary-gcl/homog.o
start address -T 0x8695120 Finished loading binary-gcl/homog.o

;      - Loading binary file "binary-gcl/combin.o" 
Loading binary-gcl/combin.o
start address -T 0x947c000 Finished loading binary-gcl/combin.o

;      - Loading binary file "binary-gcl/nset.o" 
Loading binary-gcl/nset.o
start address -T 0x9490000 Finished loading binary-gcl/nset.o

;      - Loading binary file "binary-gcl/rand-mt19937.o" 
Loading binary-gcl/rand-mt19937.o
start address -T 0x94041e0 Finished loading binary-gcl/rand-mt19937.o

;      - Loading binary file "binary-gcl/maxmin.o" 
Loading binary-gcl/maxmin.o
start address -T 0x91b0b00 Finished loading binary-gcl/maxmin.o

;      - Loading binary file "binary-gcl/nummod.o" 
Loading binary-gcl/nummod.o
start address -T 0x9432fc0 Finished loading binary-gcl/nummod.o

;      - Loading binary file "binary-gcl/conjugate.o" 
Loading binary-gcl/conjugate.o
start address -T 0x91f6900 Finished loading binary-gcl/conjugate.o

;      - Loading binary file "binary-gcl/mstuff.o" 
Loading binary-gcl/mstuff.o
start address -T 0x91f5220 Finished loading binary-gcl/mstuff.o

;    - Loading module "poisson-series" 
;      - Loading binary file "binary-gcl/ratpoi.o" 
Loading binary-gcl/ratpoi.o
start address -T 0x8687b40 Finished loading binary-gcl/ratpoi.o

;      - Loading binary file "binary-gcl/pois2.o" 
Loading binary-gcl/pois2.o
start address -T 0x8697ee0 Finished loading binary-gcl/pois2.o

;      - Loading binary file "binary-gcl/pois3.o" 
Loading binary-gcl/pois3.o
start address -T 0x946e000 Finished loading binary-gcl/pois3.o

;    - Loading module "translated-packages" 
;      - Loading binary file "binary-gcl/desoln.o" 
Loading binary-gcl/desoln.o
start address -T 0x9192ec0 Finished loading binary-gcl/desoln.o

;      - Loading binary file "binary-gcl/elim.o" 
Loading binary-gcl/elim.o
start address -T 0x86b17a0 Finished loading binary-gcl/elim.o

;      - Loading binary file "binary-gcl/invert.o" 
Loading binary-gcl/invert.o
start address -T 0x946d620 Finished loading binary-gcl/invert.o

;      - Loading binary file "binary-gcl/hypgeo.o" 
Loading binary-gcl/hypgeo.o
start address -T 0x94d9000 Finished loading binary-gcl/hypgeo.o

;      - Loading binary file "binary-gcl/hyp.o" 
Loading binary-gcl/hyp.o
start address -T 0x94ee000 Finished loading binary-gcl/hyp.o

;      - Loading binary file "binary-gcl/todd-coxeter.o" 
Loading binary-gcl/todd-coxeter.o
start address -T 0x93335c0 Finished loading binary-gcl/todd-coxeter.o

;      - Loading binary file "binary-gcl/mactex.o" 
Loading binary-gcl/mactex.o
start address -T 0x94b7000 Finished loading binary-gcl/mactex.o

;      - Loading binary file "binary-gcl/plot.o" 
Loading binary-gcl/plot.o
start address -T 0x9509000 Finished loading binary-gcl/plot.o

;    - Loading module "graphics-drivers" 
;      - Loading binary file "binary-gcl/gnuplot.o" 
Loading binary-gcl/gnuplot.o
start address -T 0x9064220 Finished loading binary-gcl/gnuplot.o

;      - Loading binary file "binary-gcl/openmath.o" 
Loading binary-gcl/openmath.o
start address -T 0x862ad20 Finished loading binary-gcl/openmath.o

;    - Loading module "final" 
;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autol.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autol.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/autol.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/max_ext.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/max_ext.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/max_ext.lisp

;      - Loading source file
;        "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/init-cl.lisp"
Loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/init-cl.lisp
Finished loading /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src/init-cl.lisp
;  - Providing system maxima
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
Making all in lisp-utils
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
make[2]: Nothing to be done for `all'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
Making all in tests
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
make[2]: Nothing to be done for `all'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
Making all in doc
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
Making all in info
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
Making all in es
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
restore=: && backupdir=".am$$" && \
	am__cwd=`pwd` && cd . && \
	rm -rf $backupdir && mkdir $backupdir && \
	if (/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo --version) >/dev/null 2>&1; then \
	  for f in maxima.info maxima.info-[0-9] maxima.info-[0-9][0-9] maxima.i[0-9] maxima.i[0-9][0-9]; do \
	    if test -f $f; then mv $f $backupdir; restore=mv; else :; fi; \
	  done; \
	else :; fi && \
	cd "$am__cwd"; \
	if /bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo  --enable-encoding -I . \
	 -o maxima.info maxima.texi; \
	then \
	  rc=0; \
	  cd .; \
	else \
	  rc=$?; \
	  cd . && \
	  $restore $backupdir/* `echo "./maxima.info" | sed 's|[^/]*$||'`; \
	fi; \
	rm -rf $backupdir; exit $rc
perl ../build_index.pl maxima.info ':crlf' > maxima-index.lisp
perl ../texi2html -split_chapter --lang=es --output=. --css-include=../manual.css --init-file ../texi2html.init maxima.texi 
perl ../create_index
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
Making all in es.utf8
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
rm -f *.texi
cp -p ../es/*.texi .
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo  --enable-encoding -I . maxima.texi
for f in maxima.info maxima.info-[0-9] maxima.info-[0-9][0-9]; do \
	    if test -f $f; then \
		if test x = xtrue ; then \
		    recode ISO-8859-1..UTF-8 $f ; \
		else \
		    rm -f foo.$f 2>/dev/null ; \
		    iconv -f ISO-8859-1 -t UTF-8 $f > foo.$f ; \
		    mv -f foo.$f $f ; \
		fi; \
	    fi; \
	done
perl ../build_index.pl maxima.info ':utf8' > maxima-index.lisp
rm -f maxima*.html 2>/dev/null
perl ../texi2html -split_chapter --lang=es --output=. --css-include=../manual.css --init-file ../texi2html.init maxima.texi 
for f in maxima*.html; do \
	    if test x = xtrue ; then \
	        recode ISO-8859-1..UTF-8 $f ; \
	    else \
	        rm -f foo.$f 2>/dev/null ; \
	        iconv -f ISO-8859-1 -t UTF-8 $f > foo.$f ; \
	        mv -f foo.$f $f ; \
	    fi; \
	done
for f in maxima*.html; do \
	    rm -f foo.$f 2>/dev/null ; \
	    sed -e "s|charset=iso-8859-1|charset=utf-8|" < $f > foo.$f ; \
	    mv -f foo.$f $f ; \
	done
perl ../create_index
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
Making all in pt
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
restore=: && backupdir=".am$$" && \
	am__cwd=`pwd` && cd . && \
	rm -rf $backupdir && mkdir $backupdir && \
	if (/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo --version) >/dev/null 2>&1; then \
	  for f in maxima.info maxima.info-[0-9] maxima.info-[0-9][0-9] maxima.i[0-9] maxima.i[0-9][0-9]; do \
	    if test -f $f; then mv $f $backupdir; restore=mv; else :; fi; \
	  done; \
	else :; fi && \
	cd "$am__cwd"; \
	if /bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo  --enable-encoding -I . \
	 -o maxima.info maxima.texi; \
	then \
	  rc=0; \
	  cd .; \
	else \
	  rc=$?; \
	  cd . && \
	  $restore $backupdir/* `echo "./maxima.info" | sed 's|[^/]*$||'`; \
	fi; \
	rm -rf $backupdir; exit $rc
perl ../build_index.pl maxima.info ':crlf' > maxima-index.lisp
perl ../texi2html -split_chapter --lang=pt --output=. --css-include=../manual.css --init-file ../texi2html.init maxima.texi 
perl ../create_index
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
Making all in pt.utf8
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
rm -f *.texi
cp -p ../pt/*.texi .
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo  --enable-encoding -I . maxima.texi
for f in maxima.info maxima.info-[0-9] maxima.info-[0-9][0-9]; do \
	    if test -f $f; then \
		if test x = xtrue ; then \
		    recode ISO-8859-1..UTF-8 $f ; \
		else \
		    rm -f foo.$f 2>/dev/null ; \
		    iconv -f ISO-8859-1 -t UTF-8 $f > foo.$f ; \
		    mv -f foo.$f $f ; \
		fi; \
	    fi; \
	done
perl ../build_index.pl maxima.info ':utf8' > maxima-index.lisp
rm -f maxima*.html 2>/dev/null
perl ../texi2html -split_chapter --lang=pt --output=. --css-include=../manual.css --init-file ../texi2html.init maxima.texi 
for f in maxima*.html; do \
	    if test x = xtrue ; then \
	        recode ISO-8859-1..UTF-8 $f ; \
	    else \
	        rm -f foo.$f 2>/dev/null ; \
	        iconv -f ISO-8859-1 -t UTF-8 $f > foo.$f ; \
	        mv -f foo.$f $f ; \
	    fi; \
	done
for f in maxima*.html; do \
	    rm -f foo.$f 2>/dev/null ; \
	    sed -e "s|charset=iso-8859-1|charset=utf-8|" < $f > foo.$f ; \
	    mv -f foo.$f $f ; \
	done
perl ../create_index
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
restore=: && backupdir=".am$$" && \
	am__cwd=`pwd` && cd . && \
	rm -rf $backupdir && mkdir $backupdir && \
	if (/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo --version) >/dev/null 2>&1; then \
	  for f in maxima.info maxima.info-[0-9] maxima.info-[0-9][0-9] maxima.i[0-9] maxima.i[0-9][0-9]; do \
	    if test -f $f; then mv $f $backupdir; restore=mv; else :; fi; \
	  done; \
	else :; fi && \
	cd "$am__cwd"; \
	if /bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo   -I . \
	 -o maxima.info maxima.texi; \
	then \
	  rc=0; \
	  cd .; \
	else \
	  rc=$?; \
	  cd . && \
	  $restore $backupdir/* `echo "./maxima.info" | sed 's|[^/]*$||'`; \
	fi; \
	rm -rf $backupdir; exit $rc
perl ./build_index.pl maxima.info ':crlf' > maxima-index.lisp
perl ./texi2html -split_chapter --lang=en --output=. --css-include=./manual.css --init-file ./texi2html.init maxima.texi 
perl ./create_index
pattern=`printf "\r$"` ; \
	bad_files=`find . -name '*.texi' -print | xargs grep -l -e "$pattern"` ; \
	[ -z  "$bad_files" ] || ( echo "WARNING: The following files have DOS-style EOLs: $bad_files" ; \
	echo "Run /doc/info/fix_crlf to fix the problem." )
pattern=`printf "\t"` ; \
	bad_files=`find . -name '*.texi' -print | xargs grep -l -e "$pattern"` ; \
	[ -z  "$bad_files" ] || ( echo "WARNING: The following files have unexpanded Tabs: $bad_files" ; \
	echo "Run /doc/info/fix_tab to fix the problem." )
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
Making all in man
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
make[3]: Nothing to be done for `all'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
Making all in intromax
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
make[3]: Nothing to be done for `all'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
Making all in share
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
make[3]: Nothing to be done for `all'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
Making all in emaxima
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[3]: Nothing to be done for `all'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[3]: Nothing to be done for `all-am'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
Making all in interfaces
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
Making all in emacs
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
Making all in emaxima
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
make[4]: Nothing to be done for `all'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
Making all in misc
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[4]: Nothing to be done for `all'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[4]: Nothing to be done for `all-am'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
Making all in xmaxima
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
Making all in msgs
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
make[4]: Nothing to be done for `all'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
Making all in doc
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
Making all in figures
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[5]: Nothing to be done for `all'.
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
restore=: && backupdir=".am$$" && \
	am__cwd=`pwd` && cd . && \
	rm -rf $backupdir && mkdir $backupdir && \
	if (/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo --version) >/dev/null 2>&1; then \
	  for f in xmaxima.info xmaxima.info-[0-9] xmaxima.info-[0-9][0-9] xmaxima.i[0-9] xmaxima.i[0-9][0-9]; do \
	    if test -f $f; then mv $f $backupdir; restore=mv; else :; fi; \
	  done; \
	else :; fi && \
	cd "$am__cwd"; \
	if /bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/missing --run makeinfo   -I . \
	 -o xmaxima.info xmaxima.texi; \
	then \
	  rc=0; \
	  cd .; \
	else \
	  rc=$?; \
	  cd . && \
	  $restore $backupdir/* `echo "./xmaxima.info" | sed 's|[^/]*$||'`; \
	fi; \
	rm -rf $backupdir; exit $rc
perl ../../../doc/info/texi2html -split_chapter --lang=en --output=. --css-include=../../../doc/info/manual.css --init-file  ../../../doc/info/texi2html.init  xmaxima.texi 
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
tclsh < /dev/null > /dev/null 2>&1 && \
          (cd Tkmaxima ; \
           echo "source ../ObjTcl/Object.tcl; auto_mkindex . " | \
           tclsh) || \
         touch Tkmaxima/tclIndex
rm -f xmaxima && \
		cat Tkmaxima/Header.tcl Tkmaxima/Cygwin.tcl Utils/FileDlg.tcl Utils/Messages.tcl Utils/Misc.tcl ObjTcl/Object.tcl ObjTcl/Feedback.tcl Tkmaxima/Constants.tcl Tkmaxima/Preamble.tcl Tkmaxima/Readdata.tcl Tkmaxima/Getdata1.tcl Tkmaxima/Macros.tcl Tkmaxima/Proxy.tcl Tkmaxima/Send-some.tcl Tkmaxima/Plotting.tcl Tkmaxima/Fonts.tcl Tkmaxima/Private.tcl Tkmaxima/Getopt.tcl Tkmaxima/Parse.tcl Tkmaxima/Textinsert.tcl Tkmaxima/Printops.tcl Tkmaxima/Push.tcl Tkmaxima/Plotconf.tcl Tkmaxima/Adams.tcl Tkmaxima/Rk.tcl Tkmaxima/Plotdf.tcl Tkmaxima/Plot2d.tcl Tkmaxima/Matrix.tcl Tkmaxima/Plot3d.tcl Tkmaxima/NPlot3d.tcl Tkmaxima/EOctave.tcl Tkmaxima/EOpenplot.tcl Tkmaxima/EMaxima.tcl Tkmaxima/EHref.tcl Tkmaxima/Browser.tcl Tkmaxima/Bindings.tcl Tkmaxima/Wmenu.tcl Tkmaxima/Tryftp2.tcl Tkmaxima/Myhtml.tcl Tkmaxima/Myhtml1.tcl Tkmaxima/Base64.tcl Tkmaxima/Bitmaps.tcl Tkmaxima/Tryembed.tcl Tkmaxima/OpenMath.tcl Tkmaxima/NConsole.tcl Tkmaxima/String.tcl Tkmaxima/Prefs.tcl Tkmaxima/RunMaxima.tcl Tkmaxima/Menu.tcl Tkmaxima/Paths.tcl Tkmaxima/Gui.tcl Tkmaxima/Tkmaxima.tcl  autoconf-variables.tcl xmaxima-trailer.tcl Tkmaxima/Header.tcl > xmaxima && \
		chmod +x xmaxima
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[3]: Nothing to be done for `all-am'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
Making all in share
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
make[2]: Nothing to be done for `all'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
Making all in demo
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
make[2]: Nothing to be done for `all'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
Making all in plotting
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
make[2]: Nothing to be done for `all'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[2]: Nothing to be done for `all-am'.
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[1]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
cd src/binary-gcl && echo ':lisp (setq si::*readline-prefix* "maxima::$")(when (fboundp (quote si::sgc-on)) (si::sgc-on t))(setq maxima::*maxima-started* nil)(si::save-system "foo")' | ./maxima -eval '(run)' && mv foo maxima
GCL (GNU Common Lisp)  2.6.7 ANSI    Nov  9 2006 17:55:25
Source License: LGPL(gcl,gmp), GPL(unexec,bfd,xgcl)
Binary License:  GPL due to GPL'ed components: (XGCL READLINE BFD UNEXEC)
Modifications of this banner must retain notice of a compatible license
Dedicated to the memory of W. Schelter

Use (help) to get some basic information on how to use GCL.
Temporary directory for compiler files set to /tmp/
Maxima 5.12.0 http://maxima.sourceforge.net
Using Lisp GNU Common Lisp (GCL) GCL 2.6.7 (aka GCL)
Distributed under the GNU Public License. See the file COPYING.
Dedicated to the memory of William Schelter.
This is a development version of Maxima. The function bug_report()
provides bug reporting information.
(%i1) chmod +x ./maxima-local
./maxima-local --lisp=gcl --batch-string="run_testsuite(true,true);"  >tmp 2>&1 & \
		j=$! ; echo Waiting on pid $j ; \
		tail -f --pid=$j --retry tests/tests-gcl.log tmp & wait $j
Waiting on pid 656
tail: warning: --retry is useful only when following by name
tail: cannot open `tests/tests-gcl.log' for reading: No such file or directory
==> tmp <==

Maxima 5.12.0 http://maxima.sourceforge.net
Using Lisp GNU Common Lisp (GCL) GCL 2.6.7 (aka GCL)
Distributed under the GNU Public License. See the file COPYING.
Dedicated to the memory of William Schelter.
This is a development version of Maxima. The function bug_report()
provides bug reporting information.
(%i1) 			   run_testsuite(true, true)
Running tests in rtestnset: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
{}


Result:
{}

... Which was correct.

********************** Problem 3 ***************
Input:
{a, b, c}


Result:
{a, b, c}

... Which was correct.

********************** Problem 4 ***************
Input:
[{b, c}, {a}]


Result:
[{b, c}, {a}]

... Which was correct.

********************** Problem 5 ***************
Input:
[{a, b, c}, {}]


Result:
[{a, b, c}, {}]

... Which was correct.

********************** Problem 6 ***************
Input:
{{{{a, b, c}}}}


Result:
{{{{a, b, c}}}}

... Which was correct.

********************** Problem 7 ***************
Input:
	{c, d, e}
{a, b, 2	 , mogrify({x, y, [{}]}, {[]})}


Result:
				     {c, d, e}
{mogrify({[{}], x, y}, {[]}), a, b, 2	      }

... Which was correct.

********************** Problem 8 ***************
Input:
string({})


Result:
{}

... Which was correct.

********************** Problem 9 ***************
Input:
string({a, b, {c, d, {e}}})


Result:
{a,b,{c,d,{e}}}

... Which was correct.

********************** Problem 10 ***************
Input:
emptyp({})


Result:
true

... Which was correct.

********************** Problem 11 ***************
Input:
emptyp([])


Result:
true

... Which was correct.

********************** Problem 12 ***************
Input:
emptyp({false})


Result:
false

... Which was correct.

********************** Problem 13 ***************
Input:
emptyp([false])


Result:
false

... Which was correct.

********************** Problem 14 ***************
Input:
emptyp({true})


Result:
false

... Which was correct.

********************** Problem 15 ***************
Input:
emptyp({{}})


Result:
false

... Which was correct.

********************** Problem 16 ***************
Input:
emptyp({[]})


Result:
false

... Which was correct.

********************** Problem 17 ***************
Input:
emptyp({u, n, k})


Result:
false

... Which was correct.

********************** Problem 18 ***************
Input:
adjoin({}, {})


Result:
{{}}

... Which was correct.

********************** Problem 19 ***************
Input:
adjoin({}, {a})


Result:
{{}, a}

... Which was correct.

********************** Problem 20 ***************
Input:
adjoin(a, {})


Result:
{a}

... Which was correct.

********************** Problem 21 ***************
Input:
adjoin(false, {})


Result:
{false}

... Which was correct.

********************** Problem 22 ***************
Input:
adjoin(false, {false})


Result:
{false}

... Which was correct.

********************** Problem 23 ***************
Input:
adjoin(false, {true})


Result:
{false, true}

... Which was correct.

********************** Problem 24 ***************
Input:
adjoin(a, {{}})


Result:
{{}, a}

... Which was correct.

********************** Problem 25 ***************
Input:
adjoin(a, {a})


Result:
{a}

... Which was correct.

********************** Problem 26 ***************
Input:
adjoin({a}, {a})


Result:
{a, {a}}

... Which was correct.

********************** Problem 27 ***************
Input:
adjoin(a, {a, b})


Result:
{a, b}

... Which was correct.

********************** Problem 28 ***************
Input:
adjoin(a, {b, a})


Result:
{a, b}

... Which was correct.

********************** Problem 29 ***************
Input:
adjoin(z, {a, b})


Result:
{a, b, z}

... Which was correct.

********************** Problem 30 ***************
Input:
errcatch(adjoin(a, b))


Result:
Function adjoin expects a set, instead found b
[]

... Which was correct.

********************** Problem 31 ***************
Input:
disjoin(x, {})


Result:
{}

... Which was correct.

********************** Problem 32 ***************
Input:
disjoin(x, {x})


Result:
{}

... Which was correct.

********************** Problem 33 ***************
Input:
disjoin(x, {y})


Result:
{y}

... Which was correct.

********************** Problem 34 ***************
Input:
disjoin(0, {0, 1, 2})


Result:
{1, 2}

... Which was correct.

********************** Problem 35 ***************
Input:
disjoin(1, {0, 1, 2})


Result:
{0, 2}

... Which was correct.

********************** Problem 36 ***************
Input:
disjoin(2, {0, 1, 2})


Result:
{0, 1}

... Which was correct.

********************** Problem 37 ***************
Input:
{a, a, c}


Result:
{a, c}

... Which was correct.

********************** Problem 38 ***************
Input:
{a, c, a}


Result:
{a, c}

... Which was correct.

********************** Problem 39 ***************
Input:
{a, a, a}


Result:
{a}

... Which was correct.

********************** Problem 40 ***************
Input:
{{a, b}, {a, b}, z}


Result:
{{a, b}, z}

... Which was correct.

********************** Problem 41 ***************
Input:
union()


Result:
{}

... Which was correct.

********************** Problem 42 ***************
Input:
union({})


Result:
{}

... Which was correct.

********************** Problem 43 ***************
Input:
union({}, {})


Result:
{}

... Which was correct.

********************** Problem 44 ***************
Input:
union({false}, {})


Result:
{false}

... Which was correct.

********************** Problem 45 ***************
Input:
union({6})


Result:
{6}

... Which was correct.

********************** Problem 46 ***************
Input:
union({8, 8, 1932})


Result:
{8, 1932}

... Which was correct.

********************** Problem 47 ***************
Input:
union({a}, {a, b}, {a, b, c})


Result:
{a, b, c}

... Which was correct.

********************** Problem 48 ***************
Input:
union({}, {a})


Result:
{a}

... Which was correct.

********************** Problem 49 ***************
Input:
union({a}, {b}, {c})


Result:
{a, b, c}

... Which was correct.

********************** Problem 50 ***************
Input:
union({{a}}, {a})


Result:
{a, {a}}

... Which was correct.

********************** Problem 51 ***************
Input:
errcatch(union({a}, {b}, x))


Result:
Function union expects a set, instead found x
[]

... Which was correct.

********************** Problem 52 ***************
Input:
union({a}, {})


Result:
{a}

... Which was correct.

********************** Problem 53 ***************
Input:
union({}, {{}})


Result:
{{}}

... Which was correct.

********************** Problem 54 ***************
Input:
setdifference({a, b}, {})


Result:
{a, b}

... Which was correct.

********************** Problem 55 ***************
Input:
setdifference({a, b}, {a})


Result:
{b}

... Which was correct.

********************** Problem 56 ***************
Input:
setdifference({a, b}, {b})


Result:
{a}

... Which was correct.

********************** Problem 57 ***************
Input:
setdifference({a, b}, {x})


Result:
{a, b}

... Which was correct.

********************** Problem 58 ***************
Input:
setdifference({a, b}, {})


Result:
{a, b}

... Which was correct.

********************** Problem 59 ***************
Input:
setdifference({}, {x})


Result:
{}

... Which was correct.

********************** Problem 60 ***************
Input:
setdifference({a}, {x})


Result:
{a}

... Which was correct.

********************** Problem 61 ***************
Input:
setdifference({a, b}, {x})


Result:
{a, b}

... Which was correct.

********************** Problem 62 ***************
Input:
errcatch(setdifference(a, b))


Result:
Function setdifference expects a set, instead found a
[]

... Which was correct.

********************** Problem 63 ***************
Input:
errcatch(setdifference({a}, b))


Result:
Function setdifference expects a set, instead found b
[]

... Which was correct.

********************** Problem 64 ***************
Input:
errcatch(setdifference(a, {b}))


Result:
Function setdifference expects a set, instead found a
[]

... Which was correct.

********************** Problem 65 ***************
Input:
errcatch(intersection())


Result:
[]

... Which was correct.

********************** Problem 66 ***************
Input:
intersection({x})


Result:
{x}

... Which was correct.

********************** Problem 67 ***************
Input:
intersection({}, {})


Result:
{}

... Which was correct.

********************** Problem 68 ***************
Input:
intersection({{}}, {})


Result:
{}

... Which was correct.

********************** Problem 69 ***************
Input:
intersection({{}}, {{}, {{}}})


Result:
{{}}

... Which was correct.

********************** Problem 70 ***************
Input:
intersection({a, b}, {a, b, c})


Result:
{a, b}

... Which was correct.

********************** Problem 71 ***************
Input:
intersection({a, b}, {x, y, z})


Result:
{}

... Which was correct.

********************** Problem 72 ***************
Input:
intersection({a, b, c}, {a, y, x}, {z, a}, {p, q, a})


Result:
{a}

... Which was correct.

********************** Problem 73 ***************
Input:
errcatch(intersect())


Result:
[]

... Which was correct.

********************** Problem 74 ***************
Input:
intersect({x})


Result:
{x}

... Which was correct.

********************** Problem 75 ***************
Input:
intersect({}, {})


Result:
{}

... Which was correct.

********************** Problem 76 ***************
Input:
intersect({{}}, {})


Result:
{}

... Which was correct.

********************** Problem 77 ***************
Input:
intersect({{}}, {{}, {{}}})


Result:
{{}}

... Which was correct.

********************** Problem 78 ***************
Input:
intersect({a, b}, {a, b, c})


Result:
{a, b}

... Which was correct.

********************** Problem 79 ***************
Input:
intersect({a, b}, {x, y, z})


Result:
{}

... Which was correct.

********************** Problem 80 ***************
Input:
intersect({a, b, c}, {a, y, x}, {z, a}, {p, q, a})


Result:
{a}

... Which was correct.

********************** Problem 81 ***************
Input:
subsetp({}, {})


Result:
true

... Which was correct.

********************** Problem 82 ***************
Input:
subsetp({}, {a})


Result:
true

... Which was correct.

********************** Problem 83 ***************
Input:
subsetp({a}, {})


Result:
false

... Which was correct.

********************** Problem 84 ***************
Input:
subsetp({}, {{}})


Result:
true

... Which was correct.

********************** Problem 85 ***************
Input:
subsetp({{}}, {{}})


Result:
true

... Which was correct.

********************** Problem 86 ***************
Input:
subsetp({a, b}, {a, b, c})


Result:
true

... Which was correct.

********************** Problem 87 ***************
Input:
subsetp({a, b, c}, {a, b})


Result:
false

... Which was correct.

********************** Problem 88 ***************
Input:
errcatch(subsetp(a, b))


Result:
Function subsetp expects a set, instead found a
[]

... Which was correct.

********************** Problem 89 ***************
Input:
errcatch(subsetp(a, {b}))


Result:
Function subsetp expects a set, instead found a
[]

... Which was correct.

********************** Problem 90 ***************
Input:
errcatch(subsetp({a}, b))


Result:
Function subsetp expects a set, instead found b
[]

... Which was correct.

********************** Problem 91 ***************
Input:
disjointp({}, {})


Result:
true

... Which was correct.

********************** Problem 92 ***************
Input:
disjointp({{}}, {})


Result:
true

... Which was correct.

********************** Problem 93 ***************
Input:
errcatch(disjointp(a, b + a))


Result:
Function disjointp expects a set, instead found a
[]

... Which was correct.

********************** Problem 94 ***************
Input:
errcatch(disjointp({a}, b + a))


Result:
Function disjointp expects a set, instead found b+a
[]

... Which was correct.

********************** Problem 95 ***************
Input:
errcatch(disjointp(a, {b + a}))


Result:
Function disjointp expects a set, instead found a
[]

... Which was correct.

********************** Problem 96 ***************
Input:
disjointp({a}, {b})


Result:
true

... Which was correct.

********************** Problem 97 ***************
Input:
disjointp({b, a}, {a})


Result:
false

... Which was correct.

********************** Problem 98 ***************
Input:
subset({}, evenp)


Result:
{}

... Which was correct.

********************** Problem 99 ***************
Input:
subset({3, 5, 8}, evenp)


Result:
{8}

... Which was correct.

********************** Problem 100 ***************
Input:
errcatch(subset(a, oddp))


Result:
Function subset expects a set, instead found a
[]

... Which was correct.

********************** Problem 101 ***************
Input:
subset({a, b, 4, sin(x)}, evenp)


Result:
{4}

... Which was correct.

********************** Problem 102 ***************
Input:
symmdifference()


Result:
{}

... Which was correct.

********************** Problem 103 ***************
Input:
symmdifference({})


Result:
{}

... Which was correct.

********************** Problem 104 ***************
Input:
symmdifference({1})


Result:
{1}

... Which was correct.

********************** Problem 105 ***************
Input:
symmdifference({1, 2, 3})


Result:
{1, 2, 3}

... Which was correct.

********************** Problem 106 ***************
Input:
symmdifference({a}, {b}, {c})


Result:
{a, b, c}

... Which was correct.

********************** Problem 107 ***************
Input:
symmdifference({a}, {a, b}, {a, b, c})


Result:
{c}

... Which was correct.

********************** Problem 108 ***************
Input:
symmdifference({a, b, c}, {a, b}, {a})


Result:
{c}

... Which was correct.

********************** Problem 109 ***************
Input:
symmdifference({a, b, c}, {}, {1, 2, 3})


Result:
{1, 2, 3, a, b, c}

... Which was correct.

********************** Problem 110 ***************
Input:
symmdifference({}, {1, 2, 3}, {a, b, c})


Result:
{1, 2, 3, a, b, c}

... Which was correct.

********************** Problem 111 ***************
Input:
symmdifference({1, 2, 3}, {a, b, c}, {})


Result:
{1, 2, 3, a, b, c}

... Which was correct.

********************** Problem 112 ***************
Input:
symmdifference({}, {1, 2, 3}, {a, b, c}, {}, {})


Result:
{1, 2, 3, a, b, c}

... Which was correct.

********************** Problem 113 ***************
Input:
symmdifference({}, {})


Result:
{}

... Which was correct.

********************** Problem 114 ***************
Input:
symmdifference({{}}, {})


Result:
{{}}

... Which was correct.

********************** Problem 115 ***************
Input:
symmdifference({i, s, t, j}, {i, n, t, p})


Result:
{j, n, p, s}

... Which was correct.

********************** Problem 116 ***************
Input:
errcatch(symmdifference(a, {b}))


Result:
Function symmdifference expects a set, instead found a
[]

... Which was correct.

********************** Problem 117 ***************
Input:
errcatch(symmdifference({a}, b))


Result:
Function symmdifference expects a set, instead found b
[]

... Which was correct.

********************** Problem 118 ***************
Input:
errcatch(symmdifference(a, {b}))


Result:
Function symmdifference expects a set, instead found a
[]

... Which was correct.

********************** Problem 119 ***************
Input:
symmdifference({a, b}, {a})


Result:
{b}

... Which was correct.

********************** Problem 120 ***************
Input:
subsetp({}, {})


Result:
true

... Which was correct.

********************** Problem 121 ***************
Input:
subsetp({{}}, {})


Result:
false

... Which was correct.

********************** Problem 122 ***************
Input:
subsetp({}, {{}})


Result:
true

... Which was correct.

********************** Problem 123 ***************
Input:
subsetp({x}, {{x}})


Result:
false

... Which was correct.

********************** Problem 124 ***************
Input:
subsetp({a, b}, {a, y})


Result:
false

... Which was correct.

********************** Problem 125 ***************
Input:
subsetp({a, b}, {a, b})


Result:
true

... Which was correct.

********************** Problem 126 ***************
Input:
subsetp({{a}}, {x, y, {a}})


Result:
true

... Which was correct.

********************** Problem 127 ***************
Input:
subsetp({rat(x)}, {x})


Result:
true

... Which was correct.

********************** Problem 128 ***************
Input:
subsetp({a, a, a, x}, {a, x})


Result:
true

... Which was correct.

********************** Problem 129 ***************
Input:
adjoin(x, {})


Result:
{x}

... Which was correct.

********************** Problem 130 ***************
Input:
{x, rat(x), x, x, x}


Result:
{x}

... Which was correct.

********************** Problem 131 ***************
Input:
union({}, {})


Result:
{}

... Which was correct.

********************** Problem 132 ***************
Input:
union({}, {8})


Result:
{8}

... Which was correct.

********************** Problem 133 ***************
Input:
union({1932}, {})


Result:
{1932}

... Which was correct.

********************** Problem 134 ***************
Input:
union({{8}}, {8})


Result:
{8, {8}}

... Which was correct.

********************** Problem 135 ***************
Input:
is(union({a}, {b}, {c}) = {a, b, c})


Result:
true

... Which was correct.

********************** Problem 136 ***************
Input:
is(union({{}}, {b}, {}) = {b, {}})


Result:
true

... Which was correct.

********************** Problem 137 ***************
Input:
is(union({x = 6}, {y = 3}, {z = - 8}) = {z = - 8, y = 3, x = 6})


Result:
true

... Which was correct.

********************** Problem 138 ***************
Input:
setify([])


Result:
{}

... Which was correct.

********************** Problem 139 ***************
Input:
setify([a, b])


Result:
{a, b}

... Which was correct.

********************** Problem 140 ***************
Input:
setify([[a]])


Result:
{[a]}

... Which was correct.

********************** Problem 141 ***************
Input:
setify([{a}])


Result:
{{a}}

... Which was correct.

********************** Problem 142 ***************
Input:
setify([false])


Result:
{false}

... Which was correct.

********************** Problem 143 ***************
Input:
setify([false, false])


Result:
{false}

... Which was correct.

********************** Problem 144 ***************
Input:
setify([false, false, true])


Result:
{false, true}

... Which was correct.

********************** Problem 145 ***************
Input:
listify({})


Result:
[]

... Which was correct.

********************** Problem 146 ***************
Input:
listify({a})


Result:
[a]

... Which was correct.

********************** Problem 147 ***************
Input:
listify({{a}})


Result:
[{a}]

... Which was correct.

********************** Problem 148 ***************
Input:
listify({{}})


Result:
[{}]

... Which was correct.

********************** Problem 149 ***************
Input:
full_listify({})


Result:
[]

... Which was correct.

********************** Problem 150 ***************
Input:
full_listify({false})


Result:
[false]

... Which was correct.

********************** Problem 151 ***************
Input:
full_listify({set})


Result:
[set]

... Which was correct.

********************** Problem 152 ***************
Input:
full_listify({x})


Result:
[x]

... Which was correct.

********************** Problem 153 ***************
Input:
full_listify({{}})


Result:
[[]]

... Which was correct.

********************** Problem 154 ***************
Input:
full_listify({{false}})


Result:
[[false]]

... Which was correct.

********************** Problem 155 ***************
Input:
full_listify({a, {b}, {{c}}})


Result:
[a, [b], [[c]]]

... Which was correct.

********************** Problem 156 ***************
Input:
full_listify(b + a = c)


Result:
b + a = c

... Which was correct.

********************** Problem 157 ***************
Input:
full_listify(matrix([1, 2], [3, 4]))


Result:
[ 1  2 ]
[      ]
[ 3  4 ]

... Which was correct.

********************** Problem 158 ***************
Input:
full_listify(f({a}))


Result:
f([a])

... Which was correct.

********************** Problem 159 ***************
Input:
full_listify(f({{a}}))


Result:
f([[a]])

... Which was correct.

********************** Problem 160 ***************
Input:
full_listify(f(a, {a}, [b + a]))


Result:
f(a, [a], [b + a])

... Which was correct.

********************** Problem 161 ***************
Input:
full_listify(5)


Result:
5

... Which was correct.

********************** Problem 162 ***************
Input:
full_listify(a)


Result:
a

... Which was correct.

********************** Problem 163 ***************
Input:
full_listify(a )
	      5


Result:
a
 5

... Which was correct.

********************** Problem 164 ***************
Input:
full_listify(sin(7 + x))


Result:
sin(x + 7)

... Which was correct.

********************** Problem 165 ***************
Input:
full_listify(7.7999999999999999E-4)


Result:
7.7999999999999999E-4

... Which was correct.

********************** Problem 166 ***************
Input:
full_listify(5.6b2)


Result:
5.6b2

... Which was correct.

********************** Problem 167 ***************
Input:
full_listify(7 + set)


Result:
set + 7

... Which was correct.

********************** Problem 168 ***************
Input:
		z    1	   b
full_listify(set  + --- + a )
		    set


Result:
   z    1     b
set  + --- + a
       set

... Which was correct.

********************** Problem 169 ***************
Input:
(simp : false, 0)


Result:
0

... Which was correct.

********************** Problem 170 ***************
Input:
listify({})


Result:
[]

... Which was correct.

********************** Problem 171 ***************
Input:
listify({a, a, b})


Result:
[a, a, b]

... Which was correct.

********************** Problem 172 ***************
Input:
full_listify({a, a, b})


Result:
[a, a, b]

... Which was correct.

********************** Problem 173 ***************
Input:
full_listify({a, a, b, {}})


Result:
[a, a, b, []]

... Which was correct.

********************** Problem 174 ***************
Input:
(simp : true, 0)


Result:
0

... Which was correct.

********************** Problem 175 ***************
Input:
subst(b = a, {a, b})


Result:
{a}

... Which was correct.

********************** Problem 176 ***************
Input:
subst(b = a, {})


Result:
{}

... Which was correct.

********************** Problem 177 ***************
Input:
subst([a = x, b = x, c = x], {a, b, c})


Result:
{x}

... Which was correct.

********************** Problem 178 ***************
Input:
union({x}, {y})


Result:
{x, y}

... Which was correct.

********************** Problem 179 ***************
Input:
union({}, {})


Result:
{}

... Which was correct.

********************** Problem 180 ***************
Input:
errcatch(intersect())


Result:
[]

... Which was correct.

********************** Problem 181 ***************
Input:
intersect({a})


Result:
{a}

... Which was correct.

********************** Problem 182 ***************
Input:
intersect({a}, {a, b})


Result:
{a}

... Which was correct.

********************** Problem 183 ***************
Input:
elementp(x, {})


Result:
false

... Which was correct.

********************** Problem 184 ***************
Input:
elementp(false, {})


Result:
false

... Which was correct.

********************** Problem 185 ***************
Input:
elementp(false, {false})


Result:
true

... Which was correct.

********************** Problem 186 ***************
Input:
elementp({}, {})


Result:
false

... Which was correct.

********************** Problem 187 ***************
Input:
elementp({}, {{}})


Result:
true

... Which was correct.

********************** Problem 188 ***************
Input:
elementp(x, {x})


Result:
true

... Which was correct.

********************** Problem 189 ***************
Input:
elementp(rat(x), {x})


Result:
true

... Which was correct.

********************** Problem 190 ***************
Input:
elementp(x, {[x]})


Result:
false

... Which was correct.

********************** Problem 191 ***************
Input:
union({false}, {true})


Result:
{false, true}

... Which was correct.

********************** Problem 192 ***************
Input:
union(setify([true, false]), {x})


Result:
{false, true, x}

... Which was correct.

********************** Problem 193 ***************
Input:
fullsetify([])


Result:
{}

... Which was correct.

********************** Problem 194 ***************
Input:
fullsetify([false])


Result:
{false}

... Which was correct.

********************** Problem 195 ***************
Input:
fullsetify([[]])


Result:
{{}}

... Which was correct.

********************** Problem 196 ***************
Input:
fullsetify([a, b, c])


Result:
{a, b, c}

... Which was correct.

********************** Problem 197 ***************
Input:
fullsetify([a, [b]])


Result:
{a, {b}}

... Which was correct.

********************** Problem 198 ***************
Input:
fullsetify(f    )
	    0, 1


Result:
f
 0, 1

... Which was correct.

********************** Problem 199 ***************
Input:
fullsetify(f (x))
	    5


Result:
f (x)
 5

... Which was correct.

********************** Problem 200 ***************
Input:
fullsetify(matrix([1, 2], [3, 4]))


Result:
[ 1  2 ]
[      ]
[ 3  4 ]

... Which was correct.

********************** Problem 201 ***************
Input:
(remfunction(f, g), 0)


Result:
0

... Which was correct.

********************** Problem 202 ***************
Input:
flatten(3)


Result:
3

... Which was correct.

********************** Problem 203 ***************
Input:
flatten(- 3)


Result:
- 3

... Which was correct.

********************** Problem 204 ***************
Input:
	2
flatten(-)
	3


Result:
2
-
3

... Which was correct.

********************** Problem 205 ***************
Input:
	- 2
flatten(---)
	 3


Result:
  2
- -
  3

... Which was correct.

********************** Problem 206 ***************
Input:
flatten(140.0)


Result:
140.0

... Which was correct.

********************** Problem 207 ***************
Input:
flatten(- 3.4)


Result:
- 3.4

... Which was correct.

********************** Problem 208 ***************
Input:
flatten(x)


Result:
x

... Which was correct.

********************** Problem 209 ***************
Input:
flatten(abc)


Result:
abc

... Which was correct.

********************** Problem 210 ***************
Input:
flatten(%pi)


Result:
%pi

... Which was correct.

********************** Problem 211 ***************
Input:
flatten(rat(x))


Result:
x

... Which was correct.

********************** Problem 212 ***************
Input:
flatten(rat(- x))


Result:
- x

... Which was correct.

********************** Problem 213 ***************
Input:
flatten(x )
	 5


Result:
x
 5

... Which was correct.

********************** Problem 214 ***************
Input:
flatten(x     )
	 8, 32


Result:
x
 8, 32

... Which was correct.

********************** Problem 215 ***************
Input:
flatten(- x)


Result:
- x

... Which was correct.

********************** Problem 216 ***************
Input:
flatten(rat(- x))


Result:
- x

... Which was correct.

********************** Problem 217 ***************
Input:
flatten(b + a)


Result:
b + a

... Which was correct.

********************** Problem 218 ***************
Input:
flatten(rat(b + a))


Result:
b + a

... Which was correct.

********************** Problem 219 ***************
Input:
flatten(a b)


Result:
a b

... Which was correct.

********************** Problem 220 ***************
Input:
flatten([])


Result:
[]

... Which was correct.

********************** Problem 221 ***************
Input:
flatten([[]])


Result:
[]

... Which was correct.

********************** Problem 222 ***************
Input:
flatten([x])


Result:
[x]

... Which was correct.

********************** Problem 223 ***************
Input:
flatten([[x]])


Result:
[x]

... Which was correct.

********************** Problem 224 ***************
Input:
flatten(f(g(f(f(x)))))


Result:
f(g(f(f(x))))

... Which was correct.

********************** Problem 225 ***************
Input:
flatten(f(f(g(f(x)))))


Result:
f(g(f(x)))

... Which was correct.

********************** Problem 226 ***************
Input:
flatten([a, b, [c, [d]], e, [[f], g, h]])


Result:
[a, b, c, d, e, f, g, h]

... Which was correct.

********************** Problem 227 ***************
Input:
flatten([a, b([c]), [d]])


Result:
[a, b([c]), d]

... Which was correct.

********************** Problem 228 ***************
Input:
flatten(f(f(a, b), f(c, d)))


Result:
f(a, b, c, d)

... Which was correct.

********************** Problem 229 ***************
Input:
flatten(f (f (a, b), f (c, d)))
	 1  1	      1


Result:
f (a, b, c, d)
 1

... Which was correct.

********************** Problem 230 ***************
Input:
elementp(false, {})


Result:
false

... Which was correct.

********************** Problem 231 ***************
Input:
elementp(false, {1})


Result:
false

... Which was correct.

********************** Problem 232 ***************
Input:
elementp(false, {false})


Result:
true

... Which was correct.

********************** Problem 233 ***************
Input:
elementp(0, {})


Result:
false

... Which was correct.

********************** Problem 234 ***************
Input:
elementp(1, {1})


Result:
true

... Which was correct.

********************** Problem 235 ***************
Input:
elementp(0, {1})


Result:
false

... Which was correct.

********************** Problem 236 ***************
Input:
elementp(2, {1})


Result:
false

... Which was correct.

********************** Problem 237 ***************
Input:
elementp(1, {0, 2})


Result:
false

... Which was correct.

********************** Problem 238 ***************
Input:
adjoin(false, {})


Result:
{false}

... Which was correct.

********************** Problem 239 ***************
Input:
adjoin(false, {1})


Result:
{1, false}

... Which was correct.

********************** Problem 240 ***************
Input:
adjoin(false, {false})


Result:
{false}

... Which was correct.

********************** Problem 241 ***************
Input:
adjoin(0, {})


Result:
{0}

... Which was correct.

********************** Problem 242 ***************
Input:
adjoin(1, {1})


Result:
{1}

... Which was correct.

********************** Problem 243 ***************
Input:
adjoin(0, {1})


Result:
{0, 1}

... Which was correct.

********************** Problem 244 ***************
Input:
adjoin(2, {1})


Result:
{1, 2}

... Which was correct.

********************** Problem 245 ***************
Input:
adjoin(1, {0, 2})


Result:
{0, 1, 2}

... Which was correct.

********************** Problem 246 ***************
Input:
cardinality({})


Result:
0

... Which was correct.

********************** Problem 247 ***************
Input:
cardinality({[]})


Result:
1

... Which was correct.

********************** Problem 248 ***************
Input:
cardinality({8, 8, 1932})


Result:
2

... Which was correct.

********************** Problem 249 ***************
Input:
errcatch(cardinality(y + x))


Result:
Function cardinality expects a set, instead found y+x
[]

... Which was correct.

********************** Problem 250 ***************
Input:
setp([])


Result:
false

... Which was correct.

********************** Problem 251 ***************
Input:
setp(false)


Result:
false

... Which was correct.

********************** Problem 252 ***************
Input:
setp(true)


Result:
false

... Which was correct.

********************** Problem 253 ***************
Input:
setp(b + a)


Result:
false

... Which was correct.

********************** Problem 254 ***************
Input:
setp([x])


Result:
false

... Which was correct.

********************** Problem 255 ***************
Input:
setp({})


Result:
true

... Which was correct.

********************** Problem 256 ***************
Input:
setp({{b + a = c}})


Result:
true

... Which was correct.

********************** Problem 257 ***************
Input:
setp(rat(x))


Result:
false

... Which was correct.

********************** Problem 258 ***************
Input:
setp(1.5b34)


Result:
false

... Which was correct.

********************** Problem 259 ***************
Input:
errcatch(setp())


Result:
[]

... Which was correct.

********************** Problem 260 ***************
Input:
listify(adjoin(- 1, {2, 4, 6}))


Result:
[- 1, 2, 4, 6]

... Which was correct.

********************** Problem 261 ***************
Input:
listify(adjoin(2, {2, 4, 6}))


Result:
[2, 4, 6]

... Which was correct.

********************** Problem 262 ***************
Input:
listify(adjoin(3, {2, 4, 6}))


Result:
[2, 3, 4, 6]

... Which was correct.

********************** Problem 263 ***************
Input:
listify(adjoin(6, {2, 4, 6}))


Result:
[2, 4, 6]

... Which was correct.

********************** Problem 264 ***************
Input:
listify(adjoin(7, {2, 4, 6}))


Result:
[2, 4, 6, 7]

... Which was correct.

********************** Problem 265 ***************
Input:
permutations({})


Result:
{[]}

... Which was correct.

********************** Problem 266 ***************
Input:
permutations([])


Result:
{[]}

... Which was correct.

********************** Problem 267 ***************
Input:
permutations([a])


Result:
{[a]}

... Which was correct.

********************** Problem 268 ***************
Input:
permutations([a, a])


Result:
{[a, a]}

... Which was correct.

********************** Problem 269 ***************
Input:
(s : listify(permutations([0, 1, 2, 3, 4])), 0)


Result:
0

... Which was correct.

********************** Problem 270 ***************
Input:
is(s = sort(s))


Result:
true

... Which was correct.

********************** Problem 271 ***************
Input:
(s : listify(permutations([a, b, b, a])), 0)


Result:
0

... Which was correct.

********************** Problem 272 ***************
Input:
is(s = sort(s))


Result:
true

... Which was correct.

********************** Problem 273 ***************
Input:
(q : [1, 2, 3, 4, 5], 0)


Result:
0

... Which was correct.

********************** Problem 274 ***************
Input:
(s : permutations(q), 0)


Result:
0

... Which was correct.

********************** Problem 275 ***************
Input:
is(cardinality(s) = length(q)!)


Result:
true

... Which was correct.

********************** Problem 276 ***************
Input:
elementp([5, 3, 2, 1, 4], s)


Result:
true

... Which was correct.

********************** Problem 277 ***************
Input:
elementp([5, 3, 2, 1, 0], s)


Result:
false

... Which was correct.

********************** Problem 278 ***************
Input:
(p : map(setify, s), 0)


Result:
0

... Which was correct.

********************** Problem 279 ***************
Input:
is(p = {setify(q)})


Result:
true

... Which was correct.

********************** Problem 280 ***************
Input:
(remvalue(s, p), 0)


Result:
0

... Which was correct.

********************** Problem 281 ***************
Input:
powerset({})


Result:
{{}}

... Which was correct.

********************** Problem 282 ***************
Input:
powerset({x})


Result:
{{}, {x}}

... Which was correct.

********************** Problem 283 ***************
Input:
powerset({x, y})


Result:
{{}, {x}, {x, y}, {y}}

... Which was correct.

********************** Problem 284 ***************
Input:
errcatch(powerset(b + a = c))


Result:
Function powerset expects a set, instead found b+a = c
[]

... Which was correct.

********************** Problem 285 ***************
Input:
errcatch(powerset(rat(a)))


Result:
Function powerset expects a set, instead found a
[]

... Which was correct.

********************** Problem 286 ***************
Input:
powerset({}, 0)


Result:
{{}}

... Which was correct.

********************** Problem 287 ***************
Input:
powerset({}, 1)


Result:
{}

... Which was correct.

********************** Problem 288 ***************
Input:
powerset({1}, 2)


Result:
{}

... Which was correct.

********************** Problem 289 ***************
Input:
powerset({false})


Result:
{{}, {false}}

... Which was correct.

********************** Problem 290 ***************
Input:
powerset({b + a = c}, 1)


Result:
{{b + a = c}}

... Which was correct.

********************** Problem 291 ***************
Input:
powerset({1, 2, 3}, 2)


Result:
{{1, 2}, {1, 3}, {2, 3}}

... Which was correct.

********************** Problem 292 ***************
Input:
errcatch(powerset(b + a = c))


Result:
Function powerset expects a set, instead found b+a = c
[]

... Which was correct.

********************** Problem 293 ***************
Input:
is(subset(powerset({a, b, c, d, e}), lambda([x], is(cardinality(x) = 3))) = 
						  powerset({a, b, c, d, e}, 3))


Result:
true

... Which was correct.

********************** Problem 294 ***************
Input:
is(subset(powerset({a, b, c, d, e}), lambda([x], is(cardinality(x) = 5))) = 
						  powerset({a, b, c, d, e}, 5))


Result:
true

... Which was correct.

********************** Problem 295 ***************
Input:
is(subset(powerset({a, b, c, d, e}), lambda([x], is(cardinality(x) = 7))) = 
						  powerset({a, b, c, d, e}, 7))


Result:
true

... Which was correct.

********************** Problem 296 ***************
Input:
				 2
extremal_subset({}, lambda([x], x ), max)


Result:
{}

... Which was correct.

********************** Problem 297 ***************
Input:
					  2
extremal_subset({- 1, 0, 1}, lambda([x], x ), max)


Result:
{- 1, 1}

... Which was correct.

********************** Problem 298 ***************
Input:
extremal_subset({1, sqrt(2), 3, %pi}, log, max)


Result:
{%pi}

... Which was correct.

********************** Problem 299 ***************
Input:
extremal_subset({sqrt(2), sqrt(3), sqrt(5)}, 'exp, max)


Result:
{sqrt(5)}

... Which was correct.

********************** Problem 300 ***************
Input:
extremal_subset({%i + 1, sqrt(2), 1 - %i}, abs, max)


Result:
{sqrt(2), 1 - %i, %i + 1}

... Which was correct.

********************** Problem 301 ***************
Input:
extremal_subset({a, b + a, 1.4b0, sqrt(28)}, 
				    lambda([x], if atom(x) then 0 else 1), max)


Result:
{2 sqrt(7), b + a}

... Which was correct.

********************** Problem 302 ***************
Input:
cartesian_product()


Result:
{}

... Which was correct.

********************** Problem 303 ***************
Input:
cartesian_product({})


Result:
{}

... Which was correct.

********************** Problem 304 ***************
Input:
cartesian_product({a})


Result:
{[a]}

... Which was correct.

********************** Problem 305 ***************
Input:
cartesian_product({}, {}, {})


Result:
{}

... Which was correct.

********************** Problem 306 ***************
Input:
cartesian_product({a}, {b})


Result:
{[a, b]}

... Which was correct.

********************** Problem 307 ***************
Input:
cartesian_product({u, n, k}, {})


Result:
{}

... Which was correct.

********************** Problem 308 ***************
Input:
cartesian_product({}, {u, n, k})


Result:
{}

... Which was correct.

********************** Problem 309 ***************
Input:
cartesian_product({u, n, k}, {1})


Result:
{[k, 1], [n, 1], [u, 1]}

... Which was correct.

********************** Problem 310 ***************
Input:
cartesian_product({a, b}, {1, 2})


Result:
{[a, 1], [a, 2], [b, 1], [b, 2]}

... Which was correct.

********************** Problem 311 ***************
Input:
equiv_classes({}, =)


Result:
{}

... Which was correct.

********************** Problem 312 ***************
Input:
equiv_classes({}, #)


Result:
{}

... Which was correct.

********************** Problem 313 ***************
Input:
equiv_classes({a, b, c}, =)


Result:
{{a}, {b}, {c}}

... Which was correct.

********************** Problem 314 ***************
Input:
equiv_classes({a, b, c}, #)


Result:
{{a, b, c}}

... Which was correct.

********************** Problem 315 ***************
Input:
equiv_classes({1, 2, 3, 4, 5}, lambda([x, y], remainder(x - y, 2) = 0))


Result:
{{1, 3, 5}, {2, 4}}

... Which was correct.

********************** Problem 316 ***************
Input:
partition_set({}, evenp)


Result:
[{}, {}]

... Which was correct.

********************** Problem 317 ***************
Input:
partition_set({9}, evenp)


Result:
[{9}, {}]

... Which was correct.

********************** Problem 318 ***************
Input:
partition_set({2, 4}, evenp)


Result:
[{}, {2, 4}]

... Which was correct.

********************** Problem 319 ***************
Input:
partition_set({a, b, c}, lambda([x], false))


Result:
[{a, b, c}, {}]

... Which was correct.

********************** Problem 320 ***************
Input:
partition_set({a, b, c}, lambda([x], true))


Result:
[{}, {a, b, c}]

... Which was correct.

********************** Problem 321 ***************
Input:
partition_set({a, b, c}, lambda([x], orderlessp(x, b)))


Result:
[{b, c}, {a}]

... Which was correct.

********************** Problem 322 ***************
Input:
set_partitions({})


Result:
{{}}

... Which was correct.

********************** Problem 323 ***************
Input:
set_partitions({}, 1)


Result:
{}

... Which was correct.

********************** Problem 324 ***************
Input:
set_partitions({}, 2)


Result:
{}

... Which was correct.

********************** Problem 325 ***************
Input:
set_partitions({u, n, k}, 1)


Result:
{{{k, n, u}}}

... Which was correct.

********************** Problem 326 ***************
Input:
set_partitions({u, n, k}, 2)


Result:
{{{k}, {n, u}}, {{k, n}, {u}}, {{k, u}, {n}}}

... Which was correct.

********************** Problem 327 ***************
Input:
makelist(stirling1(i, 0), i, 0, 5)


Result:
[1, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 328 ***************
Input:
makelist(stirling1(i, i), i, 0, 5)


Result:
[1, 1, 1, 1, 1, 1]

... Which was correct.

********************** Problem 329 ***************
Input:
		     i
sum(stirling1(3, i) x , i, 0, 3)


Result:
 3      2
x  - 3 x  + 2 x

... Which was correct.

********************** Problem 330 ***************
Input:
				i - 1
makelist(stirling1(i, 1) - (- 1)      (i - 1)!, i, 1, 5)


Result:
[0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 331 ***************
Input:
sum(stirling1(8, k), k, 1, 8)


Result:
0

... Which was correct.

********************** Problem 332 ***************
Input:
sum(stirling1(3, k), k, 1, 3)


Result:
0

... Which was correct.

********************** Problem 333 ***************
Input:
			 5 - k
sum(stirling1(5, k) (- 1)     , k, 0, 5)


Result:
120

... Which was correct.

********************** Problem 334 ***************
Input:
			 2 - k
sum(stirling1(2, k) (- 1)     , k, 0, 2)


Result:
2

... Which was correct.

********************** Problem 335 ***************
Input:
(declare([a, b], integer), 0)


Result:
0

... Which was correct.

********************** Problem 336 ***************
Input:
(assume(a > 0, b > 0), 0)


Result:
0

... Which was correct.

********************** Problem 337 ***************
Input:
stirling1(b, a)


Result:
stirling1(b, a)

... Which was correct.

********************** Problem 338 ***************
Input:
stirling2(b, a)


Result:
stirling2(b, a)

... Which was correct.

********************** Problem 339 ***************
Input:
(forget(a > 0, b > 0), 0)


Result:
0

... Which was correct.

********************** Problem 340 ***************
Input:
(remove(a, integer), remove(b, integer), 0)


Result:
0

... Which was correct.

********************** Problem 341 ***************
Input:
stirling2(0, 0)


Result:
1

... Which was correct.

********************** Problem 342 ***************
Input:
stirling2(1, 0)


Result:
0

... Which was correct.

********************** Problem 343 ***************
Input:
stirling2(0, 1)


Result:
0

... Which was correct.

********************** Problem 344 ***************
Input:
stirling2(10, 10)


Result:
1

... Which was correct.

********************** Problem 345 ***************
Input:
stirling2(10, 11)


Result:
0

... Which was correct.

********************** Problem 346 ***************
Input:
- stirling2(9, 4) - 5 stirling2(9, 5) + stirling2(10, 5)


Result:
0

... Which was correct.

********************** Problem 347 ***************
Input:
	 12 - m
sum((- 1)       m! stirling2(12, m), m, 0, 12)


Result:
1

... Which was correct.

********************** Problem 348 ***************
Input:
(remvalue(n), 0)


Result:
0

... Which was correct.

********************** Problem 349 ***************
Input:
(e : stirling2(n, 0), 0)


Result:
0

... Which was correct.

********************** Problem 350 ***************
Input:
makelist(subst(n = i, e) - stirling2(i, 0), i, - 5, 5)


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 351 ***************
Input:
(e : stirling2(n, 1), 0)


Result:
0

... Which was correct.

********************** Problem 352 ***************
Input:
makelist(subst(n = i, e) - stirling2(i, 1), i, - 5, 5)


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 353 ***************
Input:
(e : stirling2(n, 2), 0)


Result:
0

... Which was correct.

********************** Problem 354 ***************
Input:
makelist(subst(n = i, e) - stirling2(i, 2), i, - 5, 5)


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 355 ***************
Input:
(e : stirling2(n, n), 0)


Result:
0

... Which was correct.

********************** Problem 356 ***************
Input:
makelist(subst(n = i, e) - stirling2(i, i), i, - 5, 5)


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 357 ***************
Input:
(remvalue(e), 0)


Result:
0

... Which was correct.

********************** Problem 358 ***************
Input:
is(cardinality(set_partitions({})) = belln(0))


Result:
true

... Which was correct.

********************** Problem 359 ***************
Input:
is(cardinality(set_partitions({1})) = belln(1))


Result:
true

... Which was correct.

********************** Problem 360 ***************
Input:
is(cardinality(set_partitions({1, 2})) = belln(2))


Result:
true

... Which was correct.

********************** Problem 361 ***************
Input:
is(cardinality(set_partitions({1, 2, 3})) = belln(3))


Result:
true

... Which was correct.

********************** Problem 362 ***************
Input:
belln([5, 6])


Result:
[52, 203]

... Which was correct.

********************** Problem 363 ***************
Input:
integer_partitions(0)


Result:
{}

... Which was correct.

********************** Problem 364 ***************
Input:
integer_partitions(1)


Result:
{[1]}

... Which was correct.

********************** Problem 365 ***************
Input:
integer_partitions(2)


Result:
{[1, 1], [2]}

... Which was correct.

********************** Problem 366 ***************
Input:
is(cardinality(integer_partitions(25)) = 1958)


Result:
true

... Which was correct.

********************** Problem 367 ***************
Input:
map(lambda([x], apply(+, x)), integer_partitions(25))


Result:
{25}

... Which was correct.

********************** Problem 368 ***************
Input:
integer_partitions(2, 1)


Result:
{[2]}

... Which was correct.

********************** Problem 369 ***************
Input:
integer_partitions(2, 2)


Result:
{[1, 1], [2, 0]}

... Which was correct.

********************** Problem 370 ***************
Input:
integer_partitions(5, 3)


Result:
{[2, 2, 1], [3, 1, 1], [3, 2, 0], [4, 1, 0], [5, 0, 0]}

... Which was correct.

********************** Problem 371 ***************
Input:
multinomial_coeff(0)


Result:
1

... Which was correct.

********************** Problem 372 ***************
Input:
multinomial_coeff(1)


Result:
1

... Which was correct.

********************** Problem 373 ***************
Input:
multinomial_coeff(5)


Result:
1

... Which was correct.

********************** Problem 374 ***************
Input:
multinomial_coeff(2, 3, 4)


Result:
1260

... Which was correct.

********************** Problem 375 ***************
Input:
				 5 - i  i
sum(multinomial_coeff(i, 5 - i) x      y , i, 0, 5)


Result:
 5	  4	  2  3	     3  2      4      5
y  + 5 x y  + 10 x  y  + 10 x  y  + 5 x  y + x

... Which was correct.

********************** Problem 376 ***************
Input:
		9
diff((z + y + x) , x, 3, y, 6)


Result:
362880

... Which was correct.

********************** Problem 377 ***************
Input:
kron_delta(false, false)


Result:
1

... Which was correct.

********************** Problem 378 ***************
Input:
kron_delta(true, true)


Result:
1

... Which was correct.

********************** Problem 379 ***************
Input:
kron_delta(0, 0)


Result:
1

... Which was correct.

********************** Problem 380 ***************
Input:
kron_delta(b + a, b + a)


Result:
1

... Which was correct.

********************** Problem 381 ***************
Input:
kron_delta(rat(x), x)


Result:
1

... Which was correct.

********************** Problem 382 ***************
Input:
kron_delta(x, y) - kron_delta(y, x)


Result:
0

... Which was correct.

********************** Problem 383 ***************
Input:
kron_delta(x, y)   kron_delta(y, x)
---------------- - ----------------
       42		  42


Result:
0

... Which was correct.

********************** Problem 384 ***************
Input:
kron_delta(%i x, %i y) - kron_delta(%i y, %i x)


Result:
0

... Which was correct.

********************** Problem 385 ***************
Input:
kron_delta(0.42, 0.42)


Result:
1

... Which was correct.

********************** Problem 386 ***************
Input:
		 42
kron_delta(0.42, ---)
		 100


Result:
1

... Which was correct.

********************** Problem 387 ***************
Input:
kron_delta(2, 3)


Result:
0

... Which was correct.

********************** Problem 388 ***************
Input:
kron_delta(x, x)


Result:
1

... Which was correct.

********************** Problem 389 ***************
Input:
kron_delta(x, x - 1)


Result:
0

... Which was correct.

********************** Problem 390 ***************
Input:
kron_delta(%i x, %i y)


Result:
kron_delta(%i x, %i y)

... Which was correct.

********************** Problem 391 ***************
Input:
kron_delta(%i x, %i x)


Result:
1

... Which was correct.

********************** Problem 392 ***************
Input:
			     2		       2
ratsimp(kron_delta(%i (1 + x) , %i (1 + 2 x + x )))


Result:
1

... Which was correct.

********************** Problem 393 ***************
Input:
(assume(a > b), 0)


Result:
0

... Which was correct.

********************** Problem 394 ***************
Input:
kron_delta(a, b)


Result:
0

... Which was correct.

********************** Problem 395 ***************
Input:
kron_delta(%i a, %i b)


Result:
0

... Which was correct.

********************** Problem 396 ***************
Input:
(forget(a > b), 0)


Result:
0

... Which was correct.

********************** Problem 397 ***************
Input:
		    3
(assume(a < 1, b >= -), 0)
		    2


Result:
0

... Which was correct.

********************** Problem 398 ***************
Input:
kron_delta(a, b)


Result:
0

... Which was correct.

********************** Problem 399 ***************
Input:
kron_delta(%i, %i)


Result:
1

... Which was correct.

********************** Problem 400 ***************
Input:
kron_delta(%i + 5, %i + 5)


Result:
1

... Which was correct.

********************** Problem 401 ***************
Input:
kron_delta(5 - %i, %i + 5)


Result:
0

... Which was correct.

********************** Problem 402 ***************
Input:
	   %i	   %i
kron_delta(-- + 3, -- + 1)
	   7	   7


Result:
0

... Which was correct.

********************** Problem 403 ***************
Input:
	   %i	   %i
kron_delta(-- + 1, -- + 1)
	   5	   7


Result:
0

... Which was correct.

********************** Problem 404 ***************
Input:
every(f, [])


Result:
true

... Which was correct.

********************** Problem 405 ***************
Input:
every(f, {})


Result:
true

... Which was correct.

********************** Problem 406 ***************
Input:
every(evenp, {})


Result:
true

... Which was correct.

********************** Problem 407 ***************
Input:
every(evenp, {2})


Result:
true

... Which was correct.

********************** Problem 408 ***************
Input:
every(evenp, {%pi})


Result:
false

... Which was correct.

********************** Problem 409 ***************
Input:
every(evenp, {2, 4, 6, %pi})


Result:
false

... Which was correct.

********************** Problem 410 ***************
Input:
every(evenp, {1, 2, 4, 6})


Result:
false

... Which was correct.

********************** Problem 411 ***************
Input:
every(=, [], [])


Result:
true

... Which was correct.

********************** Problem 412 ***************
Input:
every(=, [1, 2], [2, 1])


Result:
false

... Which was correct.

********************** Problem 413 ***************
Input:
every(#, [a, b], [b, a])


Result:
true

... Which was correct.

********************** Problem 414 ***************
Input:
some(f, [])


Result:
false

... Which was correct.

********************** Problem 415 ***************
Input:
some(f, {})


Result:
false

... Which was correct.

********************** Problem 416 ***************
Input:
some(oddp, {})


Result:
false

... Which was correct.

********************** Problem 417 ***************
Input:
some(oddp, {%i})


Result:
false

... Which was correct.

********************** Problem 418 ***************
Input:
some(oddp, {%i, 1})


Result:
true

... Which was correct.

********************** Problem 419 ***************
Input:
some(oddp, [1, %i])


Result:
true

... Which was correct.

********************** Problem 420 ***************
Input:
some(<, [a, 1], [4, 2])


Result:
true

... Which was correct.

********************** Problem 421 ***************
Input:
some(=, [a, 4], [a, 5])


Result:
true

... Which was correct.

********************** Problem 422 ***************
Input:
some(<=, [5, a], [6, a])


Result:
true

... Which was correct.

********************** Problem 423 ***************
Input:
rreduce(+, [], 0)


Result:
0

... Which was correct.

********************** Problem 424 ***************
Input:
rreduce(+, [a], 0)


Result:
a

... Which was correct.

********************** Problem 425 ***************
Input:
rreduce(+, [a, b])


Result:
b + a

... Which was correct.

********************** Problem 426 ***************
Input:
rreduce(adjoin, [1, 2, 3, 4], {})


Result:
{1, 2, 3, 4}

... Which was correct.

********************** Problem 427 ***************
Input:
rreduce(lambda([x, y], x), [a, b, c, d])


Result:
a

... Which was correct.

********************** Problem 428 ***************
Input:
rreduce(lambda([x, y], y), [a, b, c, d])


Result:
d

... Which was correct.

********************** Problem 429 ***************
Input:
rreduce(concat, [a, m, h], )


Result:
amh

... Which was correct.

********************** Problem 430 ***************
Input:
flatten(rreduce(f, [1, 2, 3, 4]))


Result:
f(1, 2, 3, 4)

... Which was correct.

********************** Problem 431 ***************
Input:
lreduce(+, [], 0)


Result:
0

... Which was correct.

********************** Problem 432 ***************
Input:
lreduce(+, [a], 0)


Result:
a

... Which was correct.

********************** Problem 433 ***************
Input:
lreduce(+, [a, b])


Result:
b + a

... Which was correct.

********************** Problem 434 ***************
Input:
lreduce(lambda([x, y], x), [a, b, c, d])


Result:
a

... Which was correct.

********************** Problem 435 ***************
Input:
lreduce(lambda([x, y], y), [a, b, c, d])


Result:
d

... Which was correct.

********************** Problem 436 ***************
Input:
lreduce(concat, [a, m, h], )


Result:
amh

... Which was correct.

********************** Problem 437 ***************
Input:
flatten(lreduce(f, [1, 2, 3, 4]))


Result:
f(1, 2, 3, 4)

... Which was correct.

********************** Problem 438 ***************
Input:
xreduce('max, [])


Result:
minf

... Which was correct.

********************** Problem 439 ***************
Input:
xreduce('min, [])


Result:
inf

... Which was correct.

********************** Problem 440 ***************
Input:
xreduce('max, [0, 1])


Result:
1

... Which was correct.

********************** Problem 441 ***************
Input:
xreduce('min, [0, 1])


Result:
0

... Which was correct.

********************** Problem 442 ***************
Input:
xreduce('max, [], x)


Result:
x

... Which was correct.

********************** Problem 443 ***************
Input:
xreduce('min, [], x)


Result:
x

... Which was correct.

********************** Problem 444 ***************
Input:
xreduce(and, [])


Result:
true

... Which was correct.

********************** Problem 445 ***************
Input:
xreduce(or, [])


Result:
false

... Which was correct.

********************** Problem 446 ***************
Input:
xreduce(and, [true])


Result:
true

... Which was correct.

********************** Problem 447 ***************
Input:
xreduce(and, [false])


Result:
false

... Which was correct.

********************** Problem 448 ***************
Input:
xreduce(and, [true, true], false)


Result:
false

... Which was correct.

********************** Problem 449 ***************
Input:
xreduce(or, [true])


Result:
true

... Which was correct.

********************** Problem 450 ***************
Input:
xreduce(or, [false])


Result:
false

... Which was correct.

********************** Problem 451 ***************
Input:
xreduce(or, [true, true], false)


Result:
true

... Which was correct.

********************** Problem 452 ***************
Input:
xreduce(and, [])


Result:
true

... Which was correct.

********************** Problem 453 ***************
Input:
xreduce(or, [])


Result:
false

... Which was correct.

********************** Problem 454 ***************
Input:
xreduce(and, [true])


Result:
true

... Which was correct.

********************** Problem 455 ***************
Input:
xreduce(and, [false])


Result:
false

... Which was correct.

********************** Problem 456 ***************
Input:
xreduce(and, [true, true], false)


Result:
false

... Which was correct.

********************** Problem 457 ***************
Input:
xreduce(or, [true])


Result:
true

... Which was correct.

********************** Problem 458 ***************
Input:
xreduce(or, [false])


Result:
false

... Which was correct.

********************** Problem 459 ***************
Input:
xreduce(or, [true, true], false)


Result:
true

... Which was correct.

********************** Problem 460 ***************
Input:
(nary(@@@), declare(@@@, nary), "@@@"([L]) := apply(FOO, L), kill(FOO))


Result:
done

... Which was correct.

********************** Problem 461 ***************
Input:
xreduce(@@@, [a, e, c, b, d])


Result:
FOO(a, e, c, b, d)

... Which was correct.

********************** Problem 462 ***************
Input:
xreduce(@@@, {a, e, c, b, d})


Result:
FOO(a, b, c, d, e)

... Which was correct.

********************** Problem 463 ***************
Input:
(infix(%%%), aa %%% bb := BAR(aa, bb), kill(BAR))


Result:
done

... Which was correct.

********************** Problem 464 ***************
Input:
xreduce(%%%, [a, e, c, b, d])


Result:
BAR(BAR(BAR(BAR(a, e), c), b), d)

... Which was correct.

********************** Problem 465 ***************
Input:
xreduce(%%%, {a, e, c, b, d})


Result:
BAR(BAR(BAR(BAR(a, b), c), d), e)

... Which was correct.

********************** Problem 466 ***************
Input:
makeset(i, [i], {})


Result:
{}

... Which was correct.

********************** Problem 467 ***************
Input:
makeset(i, [i], [[1]])


Result:
{1}

... Which was correct.

********************** Problem 468 ***************
Input:
makeset(i, [i], [[true], [false]])


Result:
{false, true}

... Which was correct.

********************** Problem 469 ***************
Input:
	i
makeset(-, [i, j], [[2, 6], [6, 28]])
	j


Result:
 3   1
{--, -}
 14  3

... Which was correct.

********************** Problem 470 ***************
Input:
num_partitions(0)


Result:
0

... Which was correct.

********************** Problem 471 ***************
Input:
every(is, makelist(num_partitions(i) = cardinality(integer_partitions(i)), i, 
									1, 15))


Result:
true

... Which was correct.

********************** Problem 472 ***************
Input:
(distinctp(l) := is(cardinality(setify(l)) = length(l)), 0)


Result:
0

... Which was correct.

********************** Problem 473 ***************
Input:
(chk(n) := cardinality(subset(integer_partitions(n), distinctp)), 0)


Result:
0

... Which was correct.

********************** Problem 474 ***************
Input:
every(is, makelist(num_distinct_partitions(i) = chk(i), i, 0, 10))


Result:
true

... Which was correct.

********************** Problem 475 ***************
Input:
(remfunction(chk, distinctp), 0)


Result:
0

... Which was correct.

********************** Problem 476 ***************
Input:
divisors(1)


Result:
{1}

... Which was correct.

********************** Problem 477 ***************
Input:
divisors(2)


Result:
{1, 2}

... Which was correct.

********************** Problem 478 ***************
Input:
divisors(28)


Result:
{1, 2, 4, 7, 14, 28}

... Which was correct.

********************** Problem 479 ***************
Input:
divisors([28])


Result:
[{1, 2, 4, 7, 14, 28}]

... Which was correct.

********************** Problem 480 ***************
Input:
divisors(a = b)


Result:
divisors(a) = divisors(b)

... Which was correct.

********************** Problem 481 ***************
Input:
every(is, makelist(divsum(i) = xreduce(+, divisors(i)), i, 1, 100))


Result:
true

... Which was correct.

********************** Problem 482 ***************
Input:
moebius(1)


Result:
1

... Which was correct.

********************** Problem 483 ***************
Input:
moebius(2)


Result:
- 1

... Which was correct.

********************** Problem 484 ***************
Input:
moebius(3)


Result:
- 1

... Which was correct.

********************** Problem 485 ***************
Input:
moebius([3, 4])


Result:
[- 1, 0]

... Which was correct.

********************** Problem 486 ***************
Input:
every(is, makelist(xreduce(+, map(moebius, divisors(i))) = 0, i, 2, 100))


Result:
true

... Which was correct.

********************** Problem 487 ***************
Input:
(rprimep(i, j) := block([], if integerp(i) and integerp(j)
       then (if gcd(i, j) > 1 then 0 else 1) else funmake(rprimep, [i, j])), 0)


Result:
0

... Which was correct.

********************** Problem 488 ***************
Input:
every(is, makeset(moebius(i j) = moebius(i) moebius(j) rprimep(i, j), [i, j], 
cartesian_product(setify(makelist(i, i, 1, 15)), 
setify(makelist(j, j, 1, 15)))))


Result:
true

... Which was correct.

********************** Problem 489 ***************
Input:
(set_random_state(make_random_state(1234)), 0)


Result:
0

... Which was correct.

********************** Problem 490 ***************
Input:
(L : '([1 + a, b - 2, c d, %pi, %e]), S : setify(L), 0)


Result:
0

... Which was correct.

********************** Problem 491 ***************
Input:
[random_permutation(L), random_permutation(L), random_permutation(L)]


Result:
[[a + 1, %e, c d, b - 2, %pi], [b - 2, a + 1, c d, %e, %pi], 
						  [a + 1, c d, b - 2, %e, %pi]]

... Which was correct.

********************** Problem 492 ***************
Input:
[random_permutation(S), random_permutation(S), random_permutation(S)]


Result:
[[c d, b - 2, a + 1, %pi, %e], [%pi, %e, a + 1, b - 2, c d], 
						  [b - 2, %pi, a + 1, %e, c d]]

... Which was correct.

********************** Problem 493 ***************
Input:
apply(+, makelist(if random_permutation([1, 2, 3, 4]) = [4, 2, 1, 3] then 1
							   else 0, i, 1, 1000))


Result:
41

... Which was correct.

********************** Problem 494 ***************
Input:
sublist_indices([], lambda([x], x = 'b))


Result:
[]

... Which was correct.

********************** Problem 495 ***************
Input:
errcatch(sublist_indices(1, lambda([x], x = 'b)))


Result:
Function sublist_indices expects a list, instead found 1
[]

... Which was correct.

********************** Problem 496 ***************
Input:
sublist_indices('([a, b, b, c, 1, 2, b, 3, b]), lambda([x], x = 'b))


Result:
[2, 3, 7, 9]

... Which was correct.

********************** Problem 497 ***************
Input:
sublist_indices('([a, b, b, c, 1, 2, b, 3, b]), lambda([x], integerp(x)))


Result:
[5, 6, 8]

... Which was correct.

********************** Problem 498 ***************
Input:
sublist_indices('([a, b, b, c, 1, 2, b, 3, b]), symbolp)


Result:
[1, 2, 3, 4, 7, 9]

... Which was correct.

********************** Problem 499 ***************
Input:
sublist_indices([true, false, false, true, true], identity)


Result:
[1, 4, 5]

... Which was correct.

********************** Problem 500 ***************
Input:
sublist_indices([1 > 0, 1 < 0, 2 < 1, 2 > 1, 2 > 0], identity)


Result:
[1, 4, 5]

... Which was correct.

********************** Problem 501 ***************
Input:
(kill(P), P(x) := ordergreatp(x, 'm), sublist_indices('([a, %pi, x, z, h, y, 
								%e, 1, s]), P))


Result:
[3, 4, 6, 9]

... Which was correct.

********************** Problem 502 ***************
Input:
sublist_indices('([0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10]), 
					   lambda([x], evenp(x) and primep(x)))


Result:
[3]

... Which was correct.

********************** Problem 503 ***************
Input:
(print(nset version , get(nset, 'version)), 0)


Result:
nset version  1.21 
0

... Which was correct.
503/503 tests passed.
Running tests in rtest1: 
********************** Problem 1 ***************
Input:
(fmakunbound(f), kill(functions, values, arrays))


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
	     2
f(x) := y + x


Result:
	     2
f(x) := y + x

... Which was correct.

********************** Problem 3 ***************
Input:
f(2)


Result:
y + 4

... Which was correct.

********************** Problem 4 ***************
Input:
ev(f(2), y : 7)


Result:
11

... Which was correct.

********************** Problem 5 ***************
Input:
	       2
f(x) := 1 + sin (x)


Result:
	       2
f(x) := 1 + sin (x)

... Which was correct.

********************** Problem 6 ***************
Input:
f(1 + x)


Result:
   2
sin (x + 1) + 1

... Which was correct.

********************** Problem 7 ***************
Input:
g(y, z) := 3 y + f(z)


Result:
g(y, z) := 3 y + f(z)

... Which was correct.

********************** Problem 8 ***************
Input:
ev(g(z + 2 y, - 0.5), y : 7)


Result:
3 (z + 14) + 1.22984884706593

... Which was correct.

********************** Problem 9 ***************
Input:
	       i
h(n) := sum(i x , i, 0, n)


Result:
	       i
h(n) := sum(i x , i, 0, n)

... Which was correct.

********************** Problem 10 ***************
Input:
functions


Result:
[f(x), g(y, z), h(n)]

... Which was correct.

********************** Problem 11 ***************
Input:
t (x) := ratexpand(2 x t     (x) - t	 (x))
 n		        n - 1	    n - 2


Result:
t (x) := ratexpand(2 x t     (x) - t	 (x))
 n		        n - 1	    n - 2

... Which was correct.

********************** Problem 12 ***************
Input:
t (x) := 1
 0


Result:
t (x) := 1
 0

... Which was correct.

********************** Problem 13 ***************
Input:
t (x) := x
 1


Result:
t (x) := x
 1

... Which was correct.

********************** Problem 14 ***************
Input:
t (y)
 4


Result:
   4	  2
8 y  - 8 y  + 1

... Which was correct.

********************** Problem 15 ***************
Input:
g (x) := sum(ev(x), i, n, 2 + n)
 n


Result:
g (x) := sum(ev(x), i, n, 2 + n)
 n

... Which was correct.

********************** Problem 16 ***************
Input:
h(n, x) := sum(ev(x), i, n, 2 + n)


Result:
h(n, x) := sum(ev(x), i, n, 2 + n)

... Which was correct.

********************** Problem 17 ***************
Input:
    2
g (i )
 2


Result:
   2
3 i

... Which was correct.

********************** Problem 18 ***************
Input:
      2
h(2, i )


Result:
29

... Which was correct.

********************** Problem 19 ***************
Input:
			2     n
		 diff((x  - 1) , x, n)
p (x) := ratsimp(---------------------)
 n			  n
			 2  n!


Result:
			2     n
		 diff((x  - 1) , x, n)
p (x) := ratsimp(---------------------)
 n			  n
			 2  n!

... Which was correct.

********************** Problem 20 ***************
Input:
			  2     n
		   diff((x  - 1) , x, n)
q(n, x) := ratsimp(---------------------)
			    n
			   2  n!


Result:
			  2     n
		   diff((x  - 1) , x, n)
q(n, x) := ratsimp(---------------------)
			    n
			   2  n!

... Which was correct.

********************** Problem 21 ***************
Input:
p
 2


Result:
	       2
	    3 x  - 1
lambda([x], --------)
	       2

... Which was correct.

********************** Problem 22 ***************
Input:
p (1 + y)
 2


Result:
	 2
3 (y + 1)  - 1
--------------
      2

... Which was correct.

********************** Problem 23 ***************
Input:
q(2, y)


Result:
   2
3 y  - 1
--------
   2

... Which was correct.

********************** Problem 24 ***************
Input:
p (5)
 2


Result:
37

... Which was correct.

********************** Problem 25 ***************
Input:
		j    i
f    (x, y) := y  + x
 i, j


Result:
		j    i
f    (x, y) := y  + x
 i, j

... Which was correct.

********************** Problem 26 ***************
Input:
g(fun, a, b) := print(fun, " applied to ", a, " and ", b, " is ", fun(a, b))


Result:
g(fun, a, b) := print(fun, " applied to ", a, " and ", b, " is ", fun(a, b))

... Which was correct.

********************** Problem 27 ***************
Input:
g(f    , sin(%pi), 2 c)
   2, 1


Result:
		    2
lambda([x, y], y + x )  applied to  0  and  2 c  is  2 c 
2 c

... Which was correct.
27/27 tests passed.
Running tests in rtest1a: 
********************** Problem 1 ***************
Input:
(use_fast_arrays : true, array(bil, 3))


Result:
#(NIL NIL NIL NIL)

... Which was correct.

********************** Problem 2 ***************
Input:
bil
   1


Result:
false

... Which was correct.

********************** Problem 3 ***************
Input:
bil  : 3
   1


Result:
3

... Which was correct.

********************** Problem 4 ***************
Input:
bil
   1


Result:
3

... Which was correct.

********************** Problem 5 ***************
Input:
listarray(bil)


Result:
[false, 3, false, false]

... Which was correct.

********************** Problem 6 ***************
Input:
arrayinfo(bil)


Result:
[declared, 1, [3]]

... Which was correct.

********************** Problem 7 ***************
Input:
ha  : 2
  1


Result:
2

... Which was correct.

********************** Problem 8 ***************
Input:
ha
  3


Result:
false

... Which was correct.

********************** Problem 9 ***************
Input:
arrayinfo(ha)


Result:
[hash_table, 1, 1]

... Which was correct.

********************** Problem 10 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.

********************** Problem 11 ***************
Input:
array(bil1, 3)


Result:
bil1

... Which was correct.

********************** Problem 12 ***************
Input:
bil1
    2


Result:
bil1
    2

... Which was correct.

********************** Problem 13 ***************
Input:
bil1  : 3
    2


Result:
3

... Which was correct.

********************** Problem 14 ***************
Input:
bil1
    2


Result:
3

... Which was correct.

********************** Problem 15 ***************
Input:
listarray(bil1)


Result:
[#####, #####, 3, #####]

... Which was correct.

********************** Problem 16 ***************
Input:
arrayinfo(bil1)


Result:
[declared, 1, [3]]

... Which was correct.

********************** Problem 17 ***************
Input:
oldha  : 8
     1


Result:
8

... Which was correct.

********************** Problem 18 ***************
Input:
oldha
     2


Result:
oldha
     2

... Which was correct.

********************** Problem 19 ***************
Input:
arrayinfo(oldha)


Result:
[hashed, 1, [1]]

... Which was correct.

********************** Problem 20 ***************
Input:
use_fast_arrays : true


Result:
true

... Which was correct.

********************** Problem 21 ***************
Input:
bilx  := n bilx
    n	       n - 1


Result:
bilx  := n bilx
    n	       n - 1

... Which was correct.

********************** Problem 22 ***************
Input:
bilx  : 1
    0


Result:
1

... Which was correct.

********************** Problem 23 ***************
Input:
bilx
    3


Result:
6

... Which was correct.

********************** Problem 24 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.
24/24 tests passed.
Running tests in rtest2: 
********************** Problem 1 ***************
Input:
kill(functions, arrays, values)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.

********************** Problem 3 ***************
Input:
a  := n a
 n	 n - 1


Result:
a  := n a
 n	 n - 1

... Which was correct.

********************** Problem 4 ***************
Input:
a  : 1
 0


Result:
1

... Which was correct.

********************** Problem 5 ***************
Input:
a
 5


Result:
120

... Which was correct.

********************** Problem 6 ***************
Input:
a  := n
 n


Result:
a  := n
 n

... Which was correct.

********************** Problem 7 ***************
Input:
a
 6


Result:
6

... Which was correct.

********************** Problem 8 ***************
Input:
a
 4


Result:
24

... Which was correct.

********************** Problem 9 ***************
Input:
(use_fast_arrays : true, kill(a))


Result:
done

... Which was correct.

********************** Problem 10 ***************
Input:
		   2    2    2
lambda([x, y, z], z  + y  + x )


Result:
		   2    2    2
lambda([x, y, z], z  + y  + x )

... Which was correct.

********************** Problem 11 ***************
Input:
%(1, 2, a)


Result:
 2
a  + 5

... Which was correct.

********************** Problem 12 ***************
Input:
a + 2 + 1


Result:
a + 3

... Which was correct.

********************** Problem 13 ***************
Input:
	2  y
exp : [x , -, - 2]
	   3


Result:
  2  y
[x , -, - 2]
     3

... Which was correct.

********************** Problem 14 ***************
Input:
%  x
 1


Result:
 3
x

... Which was correct.

********************** Problem 15 ***************
Input:
[a, exp, %]


Result:
      2	 y	   3
[a, [x , -, - 2], x ]
	 3

... Which was correct.

********************** Problem 16 ***************
Input:
m : matrix([a, 0], [b, 1])


Result:
[ a  0 ]
[      ]
[ b  1 ]

... Which was correct.

********************** Problem 17 ***************
Input:
 2
m


Result:
[  2    ]
[ a   0 ]
[       ]
[  2    ]
[ b   1 ]

... Which was correct.

********************** Problem 18 ***************
Input:
exp : m . m


Result:
[    2	     ]
[   a	   0 ]
[	     ]
[ a b + b  1 ]

... Which was correct.

********************** Problem 19 ***************
Input:
m     m
 1, 1


Result:
[  2	 ]
[ a    0 ]
[	 ]
[ a b  a ]

... Which was correct.

********************** Problem 20 ***************
Input:
1 - exp + %


Result:
[   1	 1 ]
[ 	   ]
[ 1 - b	 a ]

... Which was correct.

********************** Problem 21 ***************
Input:
 <- 1>
m


Result:
[  1	 ]
[  -   0 ]
[  a	 ]
[ 	 ]
[   b	 ]
[ - -  1 ]
[   a	 ]

... Which was correct.

********************** Problem 22 ***************
Input:
[x, y] . m


Result:
[ b y + a x  y ]

... Which was correct.

********************** Problem 23 ***************
Input:
matrix([a, b, c], [d, e, f], [g, h, i])


Result:
[ a  b  c ]
[	  ]
[ d  e  f ]
[	  ]
[ g  h  i ]

... Which was correct.

********************** Problem 24 ***************
Input:
 <2>
%


Result:
[	       2				    ]
[ c g + b d + a	   c h + b e + a b  c i + b f + a c ]
[						    ]
[ 			  2			    ]
[ f g + d e + a d  f h + e  + b d   f i + e f + c d ]
[						    ]
[				     2		    ]
[ g i + d h + a g  h i + e h + b g  i  + f h + c g  ]

... Which was correct.

********************** Problem 25 ***************
Input:
	       2
exp : 1 + x = y


Result:
	 2
x + 1 = y

... Which was correct.

********************** Problem 26 ***************
Input:
x - 1 = 1 + 2 y


Result:
x - 1 = 2 y + 1

... Which was correct.

********************** Problem 27 ***************
Input:
% + exp


Result:
       2
2 x = y  + 2 y + 1

... Which was correct.

********************** Problem 28 ***************
Input:
exp
---
 y


Result:
x + 1
----- = y
  y

... Which was correct.

********************** Problem 29 ***************
Input:
1
-
%


Result:
  y     1
----- = -
x + 1   y

... Which was correct.

********************** Problem 30 ***************
Input:
fib  := if n = 1 or n = 2 then 1 else fib      + fib
   n					 n - 2	    n - 1


Result:
fib  := if n = 1 or n = 2 then 1 else fib      + fib
   n					 n - 2	    n - 1

... Which was correct.

********************** Problem 31 ***************
Input:
fib  + fib
   2	  1


Result:
2

... Which was correct.

********************** Problem 32 ***************
Input:
fib
   3


Result:
2

... Which was correct.

********************** Problem 33 ***************
Input:
fib
   5


Result:
5

... Which was correct.

********************** Problem 34 ***************
Input:
eta(mu, nu) := if mu = nu then mu else (if mu > nu then mu - nu else nu + mu)


Result:
eta(mu, nu) := if mu = nu then mu else (if mu > nu then mu - nu else nu + mu)

... Which was correct.

********************** Problem 35 ***************
Input:
eta(5, 6)


Result:
11

... Which was correct.

********************** Problem 36 ***************
Input:
eta(eta(7, 7), eta(1, 2))


Result:
4

... Which was correct.

********************** Problem 37 ***************
Input:
if not 5 >= 2 and 6 <= 5 or 1 + 4 > 3 then a else b


Result:
a

... Which was correct.

********************** Problem 38 ***************
Input:
kill(f)


Result:
done

... Which was correct.

********************** Problem 39 ***************
Input:
hessian(f) := block([dfxx, dfxy, dfxz, dfyy, dfyz, dfzz], 
dfxx : diff(f, x, 2), dfxy : diff(f, x, 1, y, 1), dfxz : diff(f, x, 1, z, 1), 
dfyy : diff(f, y, 2), dfyz : diff(f, y, 1, z, 1), dfzz : diff(f, z, 2), 
determinant(matrix([dfxx, dfxy, dfxz], [dfxy, dfyy, dfyz], 
[dfxz, dfyz, dfzz])))


Result:
Warning - you are redefining the Maxima function hessian
hessian(f) := block([dfxx, dfxy, dfxz, dfyy, dfyz, dfzz], 
dfxx : diff(f, x, 2), dfxy : diff(f, x, 1, y, 1), dfxz : diff(f, x, 1, z, 1), 
dfyy : diff(f, y, 2), dfyz : diff(f, y, 1, z, 1), dfzz : diff(f, z, 2), 
determinant(matrix([dfxx, dfxy, dfxz], [dfxy, dfyy, dfyz], 
[dfxz, dfyz, dfzz])))

... Which was correct.

********************** Problem 40 ***************
Input:
kill(x, y, z)


Result:
done

... Which was correct.

********************** Problem 41 ***************
Input:
	 3		  3
hessian(y  - 3 a x y z + x )


Result:
	    2		  2	   3		 2  3
- 3 a y (9 a  x z + 18 a y ) - 27 a  x y z - 54 a  x

... Which was correct.

********************** Problem 42 ***************
Input:
			      2
subst(1, z, quotient(%, - 54 a ))


Result:
 3	      3
y  + a x y + x

... Which was correct.

********************** Problem 43 ***************
Input:
f(x) := block([a, y], local(a), y : 4, a  : x, display(a ))
					y	        y


Result:
f(x) := block([a, y], local(a), y : 4, a  : x, display(a ))
					y	        y

... Which was correct.

********************** Problem 44 ***************
Input:
y : 2


Result:
2

... Which was correct.

********************** Problem 45 ***************
Input:
a      : 0
 2 + y


Result:
0

... Which was correct.

********************** Problem 46 ***************
Input:
f(9)


Result:
				    a  = 9
				     4

done

... Which was correct.

********************** Problem 47 ***************
Input:
a
 2 + y


Result:
0

... Which was correct.

********************** Problem 48 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.

********************** Problem 49 ***************
Input:
(L : makelist([i], i, 1, 100), apply(matrix, L), [op(%%), args(%%)])


Result:
[matrix, [[1], [2], [3], [4], [5], [6], [7], [8], [9], [10], [11], [12], [13], 
[14], [15], [16], [17], [18], [19], [20], [21], [22], [23], [24], [25], [26], 
[27], [28], [29], [30], [31], [32], [33], [34], [35], [36], [37], [38], [39], 
[40], [41], [42], [43], [44], [45], [46], [47], [48], [49], [50], [51], [52], 
[53], [54], [55], [56], [57], [58], [59], [60], [61], [62], [63], [64], [65], 
[66], [67], [68], [69], [70], [71], [72], [73], [74], [75], [76], [77], [78], 
[79], [80], [81], [82], [83], [84], [85], [86], [87], [88], [89], [90], [91], 
[92], [93], [94], [95], [96], [97], [98], [99], [100]]]

... Which was correct.

********************** Problem 50 ***************
Input:
(L : makelist([i], i, 1, 100), apply(matrix, L), transpose(%%))


Result:
 Col 1 = [ 1 ] Col 2 = [ 2 ] Col 3 = [ 3 ] Col 4 = [ 4 ] Col 5 = [ 5 ]
 Col 6 = [ 6 ] Col 7 = [ 7 ] Col 8 = [ 8 ] Col 9 = [ 9 ] Col 10 = [ 10 ]
 Col 11 = [ 11 ] Col 12 = [ 12 ] Col 13 = [ 13 ] Col 14 = [ 14 ]
 Col 15 = [ 15 ] Col 16 = [ 16 ] Col 17 = [ 17 ] Col 18 = [ 18 ]
 Col 19 = [ 19 ] Col 20 = [ 20 ] Col 21 = [ 21 ] Col 22 = [ 22 ]
 Col 23 = [ 23 ] Col 24 = [ 24 ] Col 25 = [ 25 ] Col 26 = [ 26 ]
 Col 27 = [ 27 ] Col 28 = [ 28 ] Col 29 = [ 29 ] Col 30 = [ 30 ]
 Col 31 = [ 31 ] Col 32 = [ 32 ] Col 33 = [ 33 ] Col 34 = [ 34 ]
 Col 35 = [ 35 ] Col 36 = [ 36 ] Col 37 = [ 37 ] Col 38 = [ 38 ]
 Col 39 = [ 39 ] Col 40 = [ 40 ] Col 41 = [ 41 ] Col 42 = [ 42 ]
 Col 43 = [ 43 ] Col 44 = [ 44 ] Col 45 = [ 45 ] Col 46 = [ 46 ]
 Col 47 = [ 47 ] Col 48 = [ 48 ] Col 49 = [ 49 ] Col 50 = [ 50 ]
 Col 51 = [ 51 ] Col 52 = [ 52 ] Col 53 = [ 53 ] Col 54 = [ 54 ]
 Col 55 = [ 55 ] Col 56 = [ 56 ] Col 57 = [ 57 ] Col 58 = [ 58 ]
 Col 59 = [ 59 ] Col 60 = [ 60 ] Col 61 = [ 61 ] Col 62 = [ 62 ]
 Col 63 = [ 63 ] Col 64 = [ 64 ] Col 65 = [ 65 ] Col 66 = [ 66 ]
 Col 67 = [ 67 ] Col 68 = [ 68 ] Col 69 = [ 69 ] Col 70 = [ 70 ]
 Col 71 = [ 71 ] Col 72 = [ 72 ] Col 73 = [ 73 ] Col 74 = [ 74 ]
 Col 75 = [ 75 ] Col 76 = [ 76 ] Col 77 = [ 77 ] Col 78 = [ 78 ]
 Col 79 = [ 79 ] Col 80 = [ 80 ] Col 81 = [ 81 ] Col 82 = [ 82 ]
 Col 83 = [ 83 ] Col 84 = [ 84 ] Col 85 = [ 85 ] Col 86 = [ 86 ]
 Col 87 = [ 87 ] Col 88 = [ 88 ] Col 89 = [ 89 ] Col 90 = [ 90 ]
 Col 91 = [ 91 ] Col 92 = [ 92 ] Col 93 = [ 93 ] Col 94 = [ 94 ]
 Col 95 = [ 95 ] Col 96 = [ 96 ] Col 97 = [ 97 ] Col 98 = [ 98 ]
 Col 99 = [ 99 ] Col 100 = [ 100 ]

... Which was correct.

********************** Problem 51 ***************
Input:
(matrix(), [op(%%), args(%%)])


Result:
[matrix, []]

... Which was correct.

********************** Problem 52 ***************
Input:
(apply(matrix, makelist([i], i, 1, 1000)), 0)


Result:
0

... Which was correct.

********************** Problem 53 ***************
Input:
(apply(matrix, makelist([i], i, 1, 10000)), 0)


Result:
0

... Which was correct.

********************** Problem 54 ***************
Input:
block([a : b, b : c, c : d, d : 1], matrix([a, b], [c, d]), [op(%%), args(%%)])


Result:
[matrix, [[b, c], [d, 1]]]

... Which was correct.

********************** Problem 55 ***************
Input:
block([a : b, b : c, c : d, d : 1, L1 : '([a, b]), L2 : '([c, d])], 
					    matrix(L1, L2), [op(%%), args(%%)])


Result:
[matrix, [[a, b], [c, d]]]

... Which was correct.

********************** Problem 56 ***************
Input:
errcatch(matrix([1], [1, 2]))


Result:
All matrix rows are not of the same length.
[]

... Which was correct.

********************** Problem 57 ***************
Input:
errcatch(matrix([1], '(b + a)))


Result:
matrix: invalid row:
b + a
[]

... Which was correct.
57/57 tests passed.
Running tests in rtest4: 
********************** Problem 1 ***************
Input:
kill(functions, arrays, values)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
ev(sin(x), exponentialize)


Result:
	%i x	 - %i x
  %i (%e     - %e      )
- ----------------------
	    2

... Which was correct.

********************** Problem 3 ***************
Input:
       sin(x)
taylor(------, x, 0, 4)
	 x


Result:
     2	  4
    x	 x
1 - -- + --- + . . .
    6	 120

... Which was correct.

********************** Problem 4 ***************
Input:
      2	        2	 2	       2
ev(cos (x) - sin (x), sin (x) = 1 - cos (x))


Result:
     2
2 cos (x) - 1

... Which was correct.

********************** Problem 5 ***************
Input:
			2
(sqrt(2.25) + sqrt(- 4))


Result:
	    2
(2 %i + 1.5)

... Which was correct.

********************** Problem 6 ***************
Input:
expand(%)


Result:
6.0 %i - 1.75

... Which was correct.

********************** Problem 7 ***************
Input:
expand(sqrt(2 %i))


Result:
     1/4
(- 1)    sqrt(2)

... Which was correct.

********************** Problem 8 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 9 ***************
Input:
d		     2
-- (sin(w)) + (1 + w)  + cos(y) + sin(x)
dw


Result:
		  d		       2
cos(y) + sin(x) + -- (sin(w)) + (w + 1)
		  dw

... Which was correct.

********************** Problem 10 ***************
Input:
ev(%, sin, expand, diff, x = 2, y = 1)


Result:
	  2
cos(w) + w  + 2 w + cos(1) + 1.909297426825682

... Which was correct.

********************** Problem 11 ***************
Input:
ev(y + x, x : y + a, y : 2)


Result:
y + a + 2

... Which was correct.

********************** Problem 12 ***************
Input:
   3
  d	 2	    2
------ (x  + x y + y )
  2
dx  dy


Result:
   3
  d	 2	    2
------ (y  + x y + x )
  2
dx  dy

... Which was correct.

********************** Problem 13 ***************
Input:
ev(%, diff)


Result:
0

... Which was correct.

********************** Problem 14 ***************
Input:
exp : 2 x - 3 y = 3


Result:
2 x - 3 y = 3

... Which was correct.

********************** Problem 15 ***************
Input:
2 y - 3 x = - 4


Result:
2 y - 3 x = - 4

... Which was correct.

********************** Problem 16 ***************
Input:
solve([exp, %])


Result:
	1      6
[[y = - -, x = -]]
	5      5

... Which was correct.

********************** Problem 17 ***************
Input:
ev(exp, %)


Result:
3 = 3

... Which was correct.

********************** Problem 18 ***************
Input:
1	      1
- + x > gamma(-)
x	      2


Result:
    1
x + - > sqrt(%pi)
    x

... Which was correct.

********************** Problem 19 ***************
Input:
		 1
ev(%, numer, x = -)
		 2


Result:
2.5 > 1.772453850905516

... Which was correct.

********************** Problem 20 ***************
Input:
ev(%, pred)


Result:
true

... Which was correct.

********************** Problem 21 ***************
Input:
zeroequiv(sin(2 x) - 2 sin(x) cos(x), x)


Result:
true

... Which was correct.

********************** Problem 22 ***************
Input:
		x
zeroequiv(x + %e , x)


Result:
false

... Which was correct.

********************** Problem 23 ***************
Input:
zeroequiv(- log(b) - log(a) + log(a b), a)


Result:
dontknow

... Which was correct.

********************** Problem 24 ***************
Input:
    1	       3     2
(-------- - --------)
	4	   3
 (y + x)    (z + y)


Result:
    1	       3     2
(-------- - --------)
	4	   3
 (y + x)    (z + y)

... Which was correct.

********************** Problem 25 ***************
Input:
expand(%, 2, 0)


Result:
	  6		 9	    1
- ----------------- + -------- + --------
	 4	  3	     6	        8
  (y + x)  (z + y)    (z + y)	 (y + x)

... Which was correct.

********************** Problem 26 ***************
Input:
expand(a . (f + c . (e + d) + b))


Result:
a . f + a . c . e + a . c . d + a . b

... Which was correct.

********************** Problem 27 ***************
Input:
	      3
expand((1 + x) )


Result:
 3      2
x  + 3 x  + 3 x + 1

... Which was correct.

********************** Problem 28 ***************
Input:
	     7
exp : (1 + x)


Result:
       7
(x + 1)

... Which was correct.

********************** Problem 29 ***************
Input:
expand(%)


Result:
 7      6       5       4       3       2
x  + 7 x  + 21 x  + 35 x  + 35 x  + 21 x  + 7 x + 1

... Which was correct.

********************** Problem 30 ***************
Input:
expand(exp, 7, 7)


Result:
 7      6       5       4       3       2
x  + 7 x  + 21 x  + 35 x  + 35 x  + 21 x  + 7 x + 1

... Which was correct.

********************** Problem 31 ***************
Input:
	    2
ev(a (c + b)  + a (c + b), expop : 1)


Result:
	 2
a (c + b)  + a c + a b

... Which was correct.

********************** Problem 32 ***************
Input:
		     3
ratexpand((2 x - 3 y) )


Result:
      3	        2       2	 3
- 27 y  + 54 x y  - 36 x  y + 8 x

... Which was correct.

********************** Problem 33 ***************
Input:
	1      x - 1
exp : ----- + --------
      x - 1	     2
	      (1 + x)


Result:
 x - 1	     1
-------- + -----
       2   x - 1
(x + 1)

... Which was correct.

********************** Problem 34 ***************
Input:
expand(%)


Result:
     x		    1	        1
------------ - ------------ + -----
 2	        2	      x - 1
x  + 2 x + 1   x  + 2 x + 1

... Which was correct.

********************** Problem 35 ***************
Input:
ratexpand(exp)


Result:
	2
     2 x		 2
--------------- + ---------------
 3    2		   3    2
x  + x  - x - 1	  x  + x  - x - 1

... Which was correct.

********************** Problem 36 ***************
Input:
			    2	   2
      x	        (1 + log(x))  - log (x)
sin(------) = %e
	 2
    x + x


Result:
			    2	   2
      x	        (log(x) + 1)  - log (x)
sin(------) = %e
     2
    x  + x

... Which was correct.

********************** Problem 37 ***************
Input:
ratsimp(%)


Result:
      1		 2
sin(-----) = %e x
    x + 1

... Which was correct.

********************** Problem 38 ***************
Input:
	     a
a + b x + b (- - x)
	     b


Result:
	 a
b x + b (- - x) + a
	 b

... Which was correct.

********************** Problem 39 ***************
Input:
ratsimp(%)


Result:
2 a

... Which was correct.

********************** Problem 40 ***************
Input:
       3/2
(x - 1)	   - (1 + x) sqrt(x - 1)
--------------------------------
	  sqrt(x - 1)
--------------------------------
	  sqrt(1 + x)


Result:
       3/2
(x - 1)	   - sqrt(x - 1) (x + 1)
--------------------------------
    sqrt(x - 1) sqrt(x + 1)

... Which was correct.

********************** Problem 41 ***************
Input:
ratsimp(%)


Result:
       2
- -----------
  sqrt(x + 1)

... Which was correct.

********************** Problem 42 ***************
Input:
    1/a + a
ev(x	   , ratsimpexpons)


Result:
  2
 a  + 1
 ------
   a
x

... Which was correct.

********************** Problem 43 ***************
Input:
	  2	      a
(log(x + x ) - log(x))
-----------------------
	       a/2
     log(1 + x)


Result:
      2		      a
(log(x  + x) - log(x))
-----------------------
	       a/2
     log(x + 1)

... Which was correct.

********************** Problem 44 ***************
Input:
radcan(%)


Result:
	  a/2
log(x + 1)

... Which was correct.

********************** Problem 45 ***************
Input:
	   x    2 x
log(1 + 2 a  + a   )
--------------------
	     x
    log(1 + a )


Result:
     2 x      x
log(a    + 2 a  + 1)
--------------------
	 x
    log(a  + 1)

... Which was correct.

********************** Problem 46 ***************
Input:
radcan(%)


Result:
2

... Which was correct.

********************** Problem 47 ***************
Input:
   x
 %e  - 1
---------
      x/2
1 + %e


Result:
   x
 %e  - 1
---------
  x/2
%e    + 1

... Which was correct.

********************** Problem 48 ***************
Input:
radcan(%)


Result:
  x/2
%e    - 1

... Which was correct.

********************** Problem 49 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 50 ***************
Input:
	b   a   b   a
combine(- + - + - + -)
	y   y   x   x


Result:
b + a   b + a
----- + -----
  y	  x

... Which was correct.

********************** Problem 51 ***************
Input:
 - f(x)	     1	      x
-------- - ----- + --------
       3   x - y	  2
(x - y)		   (x - y)


Result:
    1	     x	       f(x)
- ----- + -------- - --------
  x - y		 2	    3
	  (x - y)    (x - y)

... Which was correct.

********************** Problem 52 ***************
Input:
		3
multthru((x - y) , %)


Result:
	 2
- (x - y)  + x (x - y) - f(x)

... Which was correct.

********************** Problem 53 ***************
Input:
ratexpand(%)


Result:
   2
- y  + x y - f(x)

... Which was correct.

********************** Problem 54 ***************
Input:
     2			  10  2
(a b)  + 2 a b s + (b + a)   s
-------------------------------
		 2
	    a b s


Result:
       10  2		  2  2
(b + a)	  s  + 2 a b s + a  b
------------------------------
		 2
	    a b s

... Which was correct.

********************** Problem 55 ***************
Input:
multthru(%)


Result:
		 10
2   a b	  (b + a)
- + --- + ---------
s    2	     a b
    s

... Which was correct.

********************** Problem 56 ***************
Input:
multthru(a . (f + c . (e + d) + b))


Result:
a . f + a . c . (e + d) + a . b

... Which was correct.

********************** Problem 57 ***************
Input:
			       20
   - x	        1       (2 + x)	  - 2 y
--------- + --------- + ---------------
       20	   19		  20
(y + x)	    (y + x)	   (y + x)


Result:
		   20
    1	    (x + 2)   - 2 y	  x
--------- + --------------- - ---------
       19	      20	     20
(y + x)	       (y + x)	      (y + x)

... Which was correct.

********************** Problem 58 ***************
Input:
xthru(%)


Result:
       20
(x + 2)	  - y
-------------
	 20
  (y + x)

... Which was correct.

********************** Problem 59 ***************
Input:
   1	     2	     2
-------- - ----- + -----
       2   1 + x   2 + x
(1 + x)


Result:
  2	  2	   1
----- - ----- + --------
x + 2   x + 1	       2
		(x + 1)

... Which was correct.

********************** Problem 60 ***************
Input:
ratsimp(%)


Result:
	   x
- -------------------
   3	  2
  x  + 4 x  + 5 x + 2

... Which was correct.

********************** Problem 61 ***************
Input:
partfrac(%, x)


Result:
  2	  2	   1
----- - ----- + --------
x + 2   x + 1	       2
		(x + 1)

... Which was correct.

********************** Problem 62 ***************
Input:
	63
factor(2   - 1)


Result:
 2
7  73 127 337 92737 649657

... Which was correct.

********************** Problem 63 ***************
Input:
		      2
factor(- 8 y - 4 x + z  (2 y + x))


Result:
(2 y + x) (z - 2) (z + 2)

... Which was correct.

********************** Problem 64 ***************
Input:
	     2	  2	   2    2  2
- 1 - 2 x - x  + y  + 2 x y  + x  y


Result:
 2  2	     2	  2    2
x  y  + 2 x y  + y  - x  - 2 x - 1

... Which was correct.

********************** Problem 65 ***************
Input:
				      %
				      --
				      36
block([dontfactor : [x]], factor(------------))
					    2
				 1 + 2 y + y


Result:
  2
(x  + 2 x + 1) (y - 1)
----------------------
      36 (y + 1)

... Which was correct.

********************** Problem 66 ***************
Input:
	     3 x
factor(1 + %e   )


Result:
   x	     2 x     x
(%e  + 1) (%e    - %e  + 1)

... Which was correct.

********************** Problem 67 ***************
Input:
	    4   2
factor(1 + x , a  - 2)


Result:
  2		 2
(x  - a x + 1) (x  + a x + 1)

... Which was correct.

********************** Problem 68 ***************
Input:
	  2  2	    2	 2  2	 3
factor(- y  z  - x z  + x  y  + x )


Result:
    2
- (y  + x) (z - x) (z + x)

... Which was correct.

********************** Problem 69 ***************
Input:
 2 + x
 -----
 3 + x
 -----
 b + x
--------
       2
(c + x)


Result:
	 x + 2
------------------------
		       2
(x + 3) (x + b) (x + c)

... Which was correct.

********************** Problem 70 ***************
Input:
ratsimp(%)


Result:
	  4		     3	   2			   2
(x + 2)/(x  + (2 c + b + 3) x  + (c  + (2 b + 6) c + 3 b) x
							 2		     2
					     + ((b + 3) c  + 6 b c) x + 3 b c )

... Which was correct.

********************** Problem 71 ***************
Input:
partfrac(%, x)


Result:
    2		        4		 3     2	      2
- (c  - 4 c - b + 6)/((c  + (- 2 b - 6) c  + (b  + 12 b + 9) c
	 2		  2			      c - 2
 + (- 6 b  - 18 b) c + 9 b ) (x + c)) - ---------------------------------
					  2			        2
					(c  + (- b - 3) c + 3 b) (x + c)
			 b - 2
 + -------------------------------------------------
	     2		   2	   3	  2
   ((b - 3) c  + (6 b - 2 b ) c + b  - 3 b ) (x + b)
			 1
 - ----------------------------------------------
	     2
   ((b - 3) c  + (18 - 6 b) c + 9 b - 27) (x + 3)

... Which was correct.

********************** Problem 72 ***************
Input:
map('factor, %)


Result:
       2
      c  - 4 c - b + 6		       c - 2
- ------------------------- - ------------------------
	 2	  2				     2
  (c - 3)  (c - b)  (x + c)   (c - 3) (c - b) (x + c)
				     b - 2			  1
			  + ------------------------ - ------------------------
					   2			      2
			    (b - 3) (c - b)  (x + b)   (b - 3) (c - 3)  (x + 3)

... Which was correct.

********************** Problem 73 ***************
Input:
	       5
	      x  - 1
exp : ratsimp(------)
	      x - 1


Result:
 4    3	   2
x  + x  + x  + x + 1

... Which was correct.

********************** Problem 74 ***************
Input:
subst(a, x, %)


Result:
 4    3	   2
a  + a  + a  + a + 1

... Which was correct.

********************** Problem 75 ***************
Input:
factor(exp, %)


Result:
	      2	       3        3    2
(x - a) (x - a ) (x - a ) (x + a  + a  + a + 1)

... Which was correct.

********************** Problem 76 ***************
Input:
	    12
factor(1 + x  )


Result:
  4	   8    4
(x  + 1) (x  - x  + 1)

... Which was correct.

********************** Problem 77 ***************
Input:
	    99
factor(1 + x  )


Result:
	  2	       6    3	     10	   9    8    7	  6    5    4	 3    2
(x + 1) (x  - x + 1) (x  - x  + 1) (x   - x  + x  - x  + x  - x  + x  - x  + x
	    20	  19    17    16    14	  13    11    10    9	 7    6	   4
 - x + 1) (x   + x   - x   - x   + x   + x   - x   - x   - x  + x  + x  - x
    3		 60    57    51	   48	 42    39    33	   30	 27    21    18
 - x  + x + 1) (x   + x	  - x   - x   + x   + x	  - x   - x   - x   + x	  + x
    12	  9    3
 - x   - x  + x  + 1)

... Which was correct.

********************** Problem 78 ***************
Input:
		     2	        2
ev((1 + x) (a (z + w)  + (v + u) ), expand)


Result:
     2	    2				 2      2		 2	  2
a x z  + a z  + 2 a w x z + 2 a w z + a w  x + v  x + 2 u v x + u  x + a w
								 2	      2
							      + v  + 2 u v + u

... Which was correct.

********************** Problem 79 ***************
Input:
factorsum(%)


Result:
		  2	     2
(x + 1) (a (z + w)  + (v + u) )

... Which was correct.

********************** Problem 80 ***************
Input:
		    2	   3	  4
sqfr(- 1 - 4 x - 3 x  + 4 x  + 4 x )


Result:
	 2   2
(2 x + 1)  (x  - 1)

... Which was correct.

********************** Problem 81 ***************
Input:
	 4
gfactor(x  - 1)


Result:
(x - 1) (x + 1) (x - %i) (x + %i)

... Which was correct.

********************** Problem 82 ***************
Input:
				     2		 3	     4		 5
factor(1048576 + 1835008 y + 720896 y  + 131072 y  + 241664 y  + 472064 y
	   6	      7		 8	    9	       10	  11	     12
 + 433664 y  - 12672 y  - 56656 y  - 11272 y  - 33327 y	  + 2818 y   - 3541 y
	13	   14	     15	      16      17       18      19    20
 + 198 y   + 1694 y   - 461 y   + 59 y   - 8 y   + 11 y	  - 7 y	  + y  )


Result:
  8    7       6       5        4       3	 2
(y  - y  - 11 y  - 19 y  + 101 y  + 76 y  - 176 y  + 64 y + 256)
   12	   11	    10	     9	     8	     7	      6	       5        4
 (y   - 6 y   + 16 y   - 39 y  - 19 y  - 75 y  - 315 y  + 300 y  - 304 y
	 3	   2
 + 2496 y  + 4096 y  + 6144 y + 4096)

... Which was correct.
82/82 tests passed.
Running tests in rtest5: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
partition(2 a x f(x), x)


Result:
[2 a, x f(x)]

... Which was correct.

********************** Problem 3 ***************
Input:
partition(b + a, x)


Result:
[b + a, 0]

... Which was correct.

********************** Problem 4 ***************
Input:
2 (2 a log(y) + a log(x))


Result:
2 (2 a log(y) + a log(x))

... Which was correct.

********************** Problem 5 ***************
Input:
logcontract(%)


Result:
       2  4
a log(x  y )

... Which was correct.

********************** Problem 6 ***************
Input:
logcontract(log(sqrt(1 + x) - sqrt(x)) + log(sqrt(x) + sqrt(1 + x)))


Result:
0

... Which was correct.

********************** Problem 7 ***************
Input:
rootsconmode : false


Result:
false

... Which was correct.

********************** Problem 8 ***************
Input:
	       1/2  3/2
rootscontract(x	   y   )


Result:
	3
sqrt(x y )

... Which was correct.

********************** Problem 9 ***************
Input:
	       1/2  1/4
rootscontract(x	   y   )


Result:
	 1/4
sqrt(x) y

... Which was correct.

********************** Problem 10 ***************
Input:
rootsconmode : true


Result:
true

... Which was correct.

********************** Problem 11 ***************
Input:
	       1/2  1/4
rootscontract(x	   y   )


Result:
sqrt(x sqrt(y))

... Which was correct.

********************** Problem 12 ***************
Input:
	       1/2  1/3
rootscontract(x	   y   )


Result:
	 1/3
sqrt(x) y

... Which was correct.

********************** Problem 13 ***************
Input:
rootsconmode : all


Result:
all

... Which was correct.

********************** Problem 14 ***************
Input:
	       1/2  1/4
rootscontract(x	   y   )


Result:
  2   1/4
(x  y)

... Which was correct.

********************** Problem 15 ***************
Input:
	       1/2  1/3
rootscontract(x	   y   )


Result:
  3  2 1/6
(x  y )

... Which was correct.

********************** Problem 16 ***************
Input:
rootsconmode : false


Result:
false

... Which was correct.

********************** Problem 17 ***************
Input:
rootscontract(sqrt(sqrt(x) + sqrt(1 + x)) sqrt(sqrt(1 + x) - sqrt(x)))


Result:
1

... Which was correct.

********************** Problem 18 ***************
Input:
rootsconmode : true


Result:
true

... Which was correct.

********************** Problem 19 ***************
Input:
				   1/4
rootscontract(sqrt(5 + sqrt(5)) - 5    sqrt(1 + sqrt(5)))


Result:
0

... Which was correct.

********************** Problem 20 ***************
Input:
kill(f, g, h, x, y)


Result:
done

... Which was correct.

********************** Problem 21 ***************
Input:
	2    3
diff(2 x  + x  + sin(x), x)


Result:
	    2
cos(x) + 3 x  + 4 x

... Which was correct.

********************** Problem 22 ***************
Input:
diff(sin(x) cos(x), x)


Result:
   2	     2
cos (x) - sin (x)

... Which was correct.

********************** Problem 23 ***************
Input:
diff(sin(x) cos(x), x, 2)


Result:
- 4 cos(x) sin(x)

... Which was correct.

********************** Problem 24 ***************
Input:
derivabbrev : true


Result:
true

... Which was correct.

********************** Problem 25 ***************
Input:
diff(exp(f(x)), x, 2)


Result:
  f(x)		   f(x)	       2
%e     f(x)    + %e     (f(x) )
	   x x		     x

... Which was correct.

********************** Problem 26 ***************
Input:
 h(x)
/
[
I     f(x, y) dy
]
/
 g(x)


Result:
 h(x)
/
[
I     f(x, y) dy
]
/
 g(x)

... Which was correct.

********************** Problem 27 ***************
Input:
diff(%, x)


Result:
 h(x)
/
[
I     f(x, y)  dy + f(x, h(x)) h(x)  - f(x, g(x)) g(x)
]	     x			   x		      x
/
 g(x)

... Which was correct.

********************** Problem 28 ***************
Input:
kill(a, x, f, y, t)


Result:
done

... Which was correct.

********************** Problem 29 ***************
Input:
depends(a, x)


Result:
[a(x)]

... Which was correct.

********************** Problem 30 ***************
Input:
diff(a . a, x)


Result:
(a ) . a + a . a
  x	        x

... Which was correct.

********************** Problem 31 ***************
Input:
depends(f, [x, y], [x, y], t)


Result:
[f(x, y), x(t), y(t)]

... Which was correct.

********************** Problem 32 ***************
Input:
diff(f, t)


Result:
f  y  + f  x
 y  t	 x  t

... Which was correct.

********************** Problem 33 ***************
Input:
depends(y, x)


Result:
[y(x)]

... Which was correct.

********************** Problem 34 ***************
Input:
kill(f, g, j)


Result:
done

... Which was correct.

********************** Problem 35 ***************
Input:
		 2
gradef(f(x, y), x , g(x, y))


Result:
f(x, y)

... Which was correct.

********************** Problem 36 ***************
Input:
diff(f(x, y), x)


Result:
	      2
g(x, y) y  + x
	 x

... Which was correct.

********************** Problem 37 ***************
Input:
					n j(n, z)
gradef(j(n, z), j(n, z) , j(n - 1, z) - ---------)
		       n		    z


Result:
j(n, z)

... Which was correct.

********************** Problem 38 ***************
Input:
ratsimp(diff(j(2, x), x, 2))


Result:
	 2
j(0, x) x  - 3 j(1, x) x + 6 j(2, x)
------------------------------------
		  2
		 x

... Which was correct.

********************** Problem 39 ***************
Input:
test(f) := block([u], u : integrate(f, x), ratsimp(f - diff(u, x)))


Result:
test(f) := block([u], u : integrate(f, x), ratsimp(f - diff(u, x)))

... Which was correct.

********************** Problem 40 ***************
Input:
test(sin(x))


Result:
0

... Which was correct.

********************** Problem 41 ***************
Input:
       1
test(-----)
     x + 1


Result:
0

... Which was correct.

********************** Problem 42 ***************
Input:
       1
test(------)
      2
     x  + 1


Result:
0

... Which was correct.

********************** Problem 43 ***************
Input:
	     3
integrate(sin (x), x)


Result:
   3
cos (x)
------- - cos(x)
   3

... Which was correct.

********************** Problem 44 ***************
Input:
kill(q)


Result:
done

... Which was correct.

********************** Problem 45 ***************
Input:
	      x
	    %e
integrate(-------, x)
		x
	  2 + %e


Result:
      x
log(%e  + 2)

... Which was correct.

********************** Problem 46 ***************
Input:
	     1
integrate(--------, x)
	  x log(x)


Result:
log(log(x))

... Which was correct.

********************** Problem 47 ***************
Input:
integrate(sin(3 + 2 x), x)


Result:
  cos(2 x + 3)
- ------------
       2

... Which was correct.

********************** Problem 48 ***************
Input:
	    x
integrate(%e  erf(x), x)


Result:
  x	       1/4	   1
%e  erf(x) - %e	   erf(x - -)
			   2

... Which was correct.

********************** Problem 49 ***************
Input:
	    x
integrate(------, x)
	       3
	  1 + x


Result:
		       2 x - 1
     2		  atan(-------)
log(x  - x + 1)	       sqrt(3)	  log(x + 1)
--------------- + ------------- - ----------
       6	     sqrt(3)	      3

... Which was correct.

********************** Problem 50 ***************
Input:
diff(%, x)


Result:
	2	        2 x - 1		  1
------------------ + -------------- - ---------
	    2		 2	      3 (x + 1)
   (2 x - 1)	     6 (x  - x + 1)
3 (---------- + 1)
       3

... Which was correct.

********************** Problem 51 ***************
Input:
ratsimp(%)


Result:
  x
------
 3
x  + 1

... Which was correct.
51/51 tests passed.
Running tests in rtest6: 
********************** Problem 1 ***************
Input:
	      5/4
	     x
integrate(----------, x, 0, inf)
		 5/2
	  (1 + x)


Result:
     9  1
beta(-, -)
     4  4

... Which was correct.

********************** Problem 2 ***************
Input:
		  2
gradef(q(x), sin(x ))


Result:
q(x)

... Which was correct.

********************** Problem 3 ***************
Input:
diff(log(q(r(x))), x)


Result:
	   2
r(x)  sin(r (x))
    x
----------------
    q(r(x))

... Which was correct.

********************** Problem 4 ***************
Input:
integrate(%, x)


Result:
log(q(r(x)))

... Which was correct.
4/4 tests passed.
Running tests in rtest6a: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
       2
risch(x  erf(x), x)


Result:
						2
     3			    2		     - x
%pi x  erf(x) + (sqrt(%pi) x  + sqrt(%pi)) %e
-------------------------------------------------
		      3 %pi

... Which was correct.

********************** Problem 3 ***************
Input:
ev(diff(%, x), ratsimp)


Result:
 2
x  erf(x)

... Which was correct.

********************** Problem 4 ***************
Input:
assume(a > 0)


Result:
[a > 0]

... Which was correct.

********************** Problem 5 ***************
Input:
 4
/
[    sqrt(a) sqrt(y)
I  %e		     dy
]
/
 0


Result:
 4
/
[    sqrt(a) sqrt(y)
I  %e		     dy
]
/
 0

... Which was correct.

********************** Problem 6 ***************
Input:
		  2
		 z
changevar(%, y - --, z, y)
		 a


Result:
     0
    /
    [		     abs(z)
  2 I		 z %e	    dz
    ]
    /
     - 2 sqrt(a)
- ----------------------------
	       a

... Which was correct.

********************** Problem 7 ***************
Input:
assume(p > 0)


Result:
[p > 0]

... Which was correct.

********************** Problem 8 ***************
Input:
	 a t
       - ---
 1/2	  4    - p t
t    %e	     %e


Result:
		  a t
	  - p t - ---
		   4
sqrt(t) %e

... Which was correct.

********************** Problem 9 ***************
Input:
 1/2	    1/2	 1/2    - p t
t    %j (2 a    t   ) %e
       1


Result:
				 - p t
%j (2 sqrt(a) sqrt(t)) sqrt(t) %e
  1

... Which was correct.

********************** Problem 10 ***************
Input:
forget(p > 0, a > 0)


Result:
[p > 0, a > 0]

... Which was correct.

********************** Problem 11 ***************
Input:
y
-- + x
 2
z


Result:
y
-- + x
 2
z

... Which was correct.

********************** Problem 12 ***************
Input:
part(%, 1, 2, 2)


Result:
2

... Which was correct.

********************** Problem 13 ***************
Input:
remvalue(x)


Result:
[false]

... Which was correct.

********************** Problem 14 ***************
Input:
     b
    /
    [
x + I  f(x) dx
    ]
    /
     a


Result:
 b
/
[
I  f(x) dx + x
]
/
 a

... Which was correct.

********************** Problem 15 ***************
Input:
part(%, 1, 1)


Result:
f(x)

... Which was correct.

********************** Problem 16 ***************
Input:
       2    2
2 x + x  = y


Result:
 2	    2
x  + 2 x = y

... Which was correct.

********************** Problem 17 ***************
Input:
exp : 1 + %


Result:
 2	        2
x  + 2 x + 1 = y  + 1

... Which was correct.

********************** Problem 18 ***************
Input:
lhs(%)


Result:
 2
x  + 2 x + 1

... Which was correct.

********************** Problem 19 ***************
Input:
part(exp, 2)


Result:
 2
y  + 1

... Which was correct.

********************** Problem 20 ***************
Input:
part(%, 1)


Result:
 2
y

... Which was correct.

********************** Problem 21 ***************
Input:
	   3	       2	   2	   3
1 + x + 8 x  + y + 36 x  y + 54 x y  + 27 y


Result:
    3	      2	      2		   3
27 y  + 54 x y  + 36 x  y + y + 8 x  + x + 1

... Which was correct.

********************** Problem 22 ***************
Input:
part(%, 2, [1, 3])


Result:
    2
54 y

... Which was correct.

********************** Problem 23 ***************
Input:
     piece
sqrt(-----)
      54


Result:
abs(y)

... Which was correct.

********************** Problem 24 ***************
Input:
w z + y + x


Result:
w z + y + x

... Which was correct.

********************** Problem 25 ***************
Input:
inpart(%, 3, 2)


Result:
z

... Which was correct.

********************** Problem 26 ***************
Input:
	    g(1 + x)
limit   f(x)
x -> 0-


Result:
	    g(x + 1)
limit   f(x)
x -> 0-

... Which was correct.

********************** Problem 27 ***************
Input:
inpart(%, 1, 2)


Result:
g(x + 1)

... Which was correct.

********************** Problem 28 ***************
Input:
	    g(1 + x)
limit   f(x)
x -> 0-


Result:
	    g(x + 1)
limit   f(x)
x -> 0-

... Which was correct.

********************** Problem 29 ***************
Input:
is(inpart(%, 0) = nounify(limit))


Result:
true

... Which was correct.

********************** Problem 30 ***************
Input:
      y
dpart(-- + x, 1, 2, 1)
       2
      z


Result:
 y
---- + x
   2
"""
"z"
"""

... Which was correct.

********************** Problem 31 ***************
Input:
		    4
exp : expand((a + b) )


Result:
 4	  3	 2  2	   3	  4
b  + 4 a b  + 6 a  b  + 4 a  b + a

... Which was correct.

********************** Problem 32 ***************
Input:
       2        2
(a + b)  (x + y)


Result:
       2        2
(b + a)  (y + x)

... Which was correct.

********************** Problem 33 ***************
Input:
expand(%)


Result:
 2  2	       2    2  2      2			     2	      2	 2	    2
b  y  + 2 a b y  + a  y  + 2 b  x y + 4 a b x y + 2 a  x y + b  x  + 2 a b x
									   2  2
								        + a  x

... Which was correct.

********************** Problem 34 ***************
Input:
      exp
exp : ---
       %


Result:
  4	   3	  2  2	    3	   4    2  2	      2	   2  2	     2
(b  + 4 a b  + 6 a  b  + 4 a  b + a )/(b  y  + 2 a b y  + a  y  + 2 b  x y
					      2	       2  2	     2	  2  2
			     + 4 a b x y + 2 a  x y + b  x  + 2 a b x  + a  x )

... Which was correct.

********************** Problem 35 ***************
Input:
factor(%)


Result:
       2
(b + a)
--------
       2
(y + x)

... Which was correct.

********************** Problem 36 ***************
Input:
dpart(exp, 2, 4)


Result:
								  """"""""""
  4	   3	  2  2	    3	   4    2  2	      2	   2  2	  "   2	   "
(b  + 4 a b  + 6 a  b  + 4 a  b + a )/(b  y  + 2 a b y  + a  y  + "2 b  x y"
								  """"""""""
					      2	       2  2	     2	  2  2
			     + 4 a b x y + 2 a  x y + b  x  + 2 a b x  + a  x )

... Which was correct.

********************** Problem 37 ***************
Input:
part(exp, 2, 4)


Result:
   2
2 b  x y

... Which was correct.

********************** Problem 38 ***************
Input:
op(y + x)


Result:
+

... Which was correct.

********************** Problem 39 ***************
Input:
operatorp(y + x, +)


Result:
true

... Which was correct.

********************** Problem 40 ***************
Input:
operatorp(y + x, [+])


Result:
true

... Which was correct.

********************** Problem 41 ***************
Input:
operatorp(y + x, [*])


Result:
false

... Which was correct.

********************** Problem 42 ***************
Input:
operatorp(y + x, *)


Result:
false

... Which was correct.

********************** Problem 43 ***************
Input:
			   2
subst(a, y + x, y + (y + x)  + x)


Result:
	 2
y + x + a

... Which was correct.

********************** Problem 44 ***************
Input:
subst(- %i, %i, b %i + a)


Result:
a - %i b

... Which was correct.

********************** Problem 45 ***************
Input:
subst(x, y, y + x)


Result:
2 x

... Which was correct.

********************** Problem 46 ***************
Input:
subst(x = 0, diff(sin(x), x))


Result:
1

... Which was correct.

********************** Problem 47 ***************
Input:
errcatch(ev(diff(sin(x), x), x = 0))


Result:
Non-variable 2nd argument to diff:
0
[]

... Which was correct.

********************** Problem 48 ***************
Input:
(assume(not equal(i, - 1)), 0)


Result:
0

... Which was correct.

********************** Problem 49 ***************
Input:
	      i
ev(integrate(x , x), i = - 1)


Result:
log(x)

... Which was correct.

********************** Problem 50 ***************
Input:
				  i
errcatch(subst(- 1, i, integrate(x , x)))


Result:
Division by 0
[]

... Which was correct.

********************** Problem 51 ***************
Input:
matrix([a, b], [c, d])


Result:
[ a  b ]
[      ]
[ c  d ]

... Which was correct.

********************** Problem 52 ***************
Input:
subst([, matrix, %)


Result:
[[a, b], [c, d]]

... Which was correct.

********************** Problem 53 ***************
Input:
	       2   4  3	   4  8
ratsubst(a, x y , x  y  + x  y )


Result:
   3	  4
a x  y + a

... Which was correct.

********************** Problem 54 ***************
Input:
   4	     3	       2
cos (x) + cos (x) + cos (x) + cos(x) + 1


Result:
   4	     3	       2
cos (x) + cos (x) + cos (x) + cos(x) + 1

... Which was correct.

********************** Problem 55 ***************
Input:
		2	 2
ratsubst(1 - sin (x), cos (x), %)


Result:
   4	       2		     2
sin (x) - 3 sin (x) + cos(x) (2 - sin (x)) + 3

... Which was correct.

********************** Problem 56 ***************
Input:
		2	 2	  4
ratsubst(1 - cos (x), sin (x), sin (x))


Result:
   4	       2
cos (x) - 2 cos (x) + 1

... Which was correct.
56/56 tests passed.
Running tests in rtest6b: 
********************** Problem 1 ***************
Input:
  1
------
     2
2 + x


Result:
  1
------
 2
x  + 2

... Which was correct.

********************** Problem 2 ***************
Input:
	  3
substpart(-, %, 2, 1, 2)
	  2


Result:
   1
--------
 3/2
x    + 2

... Which was correct.

********************** Problem 3 ***************
Input:
	   3	       2	   2	   3
1 + x + 8 x  + y + 36 x  y + 54 x y  + 27 y


Result:
    3	      2	      2		   3
27 y  + 54 x y  + 36 x  y + y + 8 x  + x + 1

... Which was correct.

********************** Problem 4 ***************
Input:
substpart(factor(piece), %, [1, 2, 3, 5])


Result:
	   3
(3 y + 2 x)  + y + x + 1

... Which was correct.

********************** Problem 5 ***************
Input:
- 1   y	  1
--- + - + -
 z    x	  x


Result:
  1   y	  1
- - + - + -
  z   x	  x

... Which was correct.

********************** Problem 6 ***************
Input:
substpart(xthru(piece), %, [2, 3])


Result:
y + 1   1
----- - -
  x     z

... Which was correct.

********************** Problem 7 ***************
Input:
substpart(+, %, 1, 0)


Result:
  1
- - + y + x + 1
  z

... Which was correct.

********************** Problem 8 ***************
Input:
	  2  2
	(k  x  - 1) (eps + cos(x))
	--------------------------
		 n  + 3 k
		  1
ratsimp(--------------------------)
		 5 k - n
			2


Result:
  2  2			  2  2
(k  x  - 1) cos(x) + eps k  x  - eps
------------------------------------
      2
  15 k  + (5 n  - 3 n ) k - n  n
	      1	     2	     1  2

... Which was correct.

********************** Problem 9 ***************
Input:
factor(%)


Result:
(k x - 1) (k x + 1) (cos(x) + eps)
----------------------------------
      (3 k + n ) (5 k - n )
	      1		 2

... Which was correct.

********************** Problem 10 ***************
Input:
substpart(ratsimp(piece), %, 1, [1, 2])


Result:
  2  2
(k  x  - 1) (cos(x) + eps)
--------------------------
  (3 k + n ) (5 k - n )
	  1	     2

... Which was correct.

********************** Problem 11 ***************
Input:
- substpart(- piece, %, 1, 1)


Result:
	2  2
  (1 - k  x ) (cos(x) + eps)
- --------------------------
    (3 k + n ) (5 k - n )
	    1	       2

... Which was correct.

********************** Problem 12 ***************
Input:
	  b
--------------------- + a
1 + x ((b + a) x + y)


Result:
	  b
--------------------- + a
x (y + (b + a) x) + 1

... Which was correct.

********************** Problem 13 ***************
Input:
substpart(multthru(piece), %, 1, 2, 1)


Result:
	 b
-------------------- + a
	       2
x y + (b + a) x  + 1

... Which was correct.

********************** Problem 14 ***************
Input:
x . f(x)
	x x


Result:
x . f(x)
	x x

... Which was correct.

********************** Problem 15 ***************
Input:
	     2
substinpart(d , %, 2)


Result:
     2
x . d

... Which was correct.

********************** Problem 16 ***************
Input:
substinpart(f1, f (1 + x), 0)
		 1


Result:
f1(x + 1)

... Which was correct.
16/16 tests passed.
Running tests in rtest7: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
linechar : %t


Result:
%t

... Which was correct.

********************** Problem 3 ***************
Input:
				  2
atvalue(f(x, y), [x = 0, y = 1], a )


Result:
 2
a

... Which was correct.

********************** Problem 4 ***************
Input:
atvalue(f(x, y) , x = 0, 1 + y)
	       x


Result:
@2 + 1

... Which was correct.

********************** Problem 5 ***************
Input:
printprops(all, atvalue)


Result:
				     !
			  f(@1, @2)  !	     = @2 + 1
				   @1!
				     !@1 = 0

					    2
				 f(0, 1) = a

done

... Which was correct.

********************** Problem 6 ***************
Input:
	2	   2
diff(4 f (x, y) - u (x, y), x)


Result:
8 f(x, y) f(x, y)  - 2 u(x, y) u(x, y)
		 x		      x

... Which was correct.

********************** Problem 7 ***************
Input:
at(%, [x = 0, y = 1])


Result:
    2			   !
16 a  - 2 u(0, 1) (u(x, y) !	        )
			  x!
			   !x = 0, y = 1

... Which was correct.

********************** Problem 8 ***************
Input:
				  2
atvalue(f(x, y), [x = 0, y = 1], a )


Result:
 2
a

... Which was correct.

********************** Problem 9 ***************
Input:
atvalue(f(x, y) , x = 0, 1 + y)
	       x


Result:
@2 + 1

... Which was correct.

********************** Problem 10 ***************
Input:
printprops(all, atvalue)


Result:
				     !
			  f(@1, @2)  !	     = @2 + 1
				   @1!
				     !@1 = 0

					    2
				 f(0, 1) = a

done

... Which was correct.

********************** Problem 11 ***************
Input:
	2	   2
diff(4 f (x, y) - u (x, y), x)


Result:
8 f(x, y) f(x, y)  - 2 u(x, y) u(x, y)
		 x		      x

... Which was correct.

********************** Problem 12 ***************
Input:
at(%, [x = 0, y = 1])


Result:
    2			   !
16 a  - 2 u(0, 1) (u(x, y) !	        )
			  x!
			   !x = 0, y = 1

... Which was correct.

********************** Problem 13 ***************
Input:
	   f(y + x )
		  1
listofvars(---------)
	     a + 2
	    g


Result:
[g, a, x , y]
	1

... Which was correct.

********************** Problem 14 ***************
Input:
coeff(b + tan(x) + 2 a tan(x) = 3 + 5 tan(x), tan(x))


Result:
2 a + 1 = 5

... Which was correct.

********************** Problem 15 ***************
Input:
	      x
coeff(1 + x %e  + y, x, 0)


Result:
y + 1

... Which was correct.

********************** Problem 16 ***************
Input:
5 + b x + a x


Result:
b x + a x + 5

... Which was correct.

********************** Problem 17 ***************
Input:
ratcoef(%, b + a)


Result:
x

... Which was correct.

********************** Problem 18 ***************
Input:
islinear(exp, var) := block([c], c : bothcoef(rat(exp, var), var), 
						 is(freeof(var, c) and c  # 0))
									1


Result:
islinear(exp, var) := block([c], c : bothcoef(rat(exp, var), var), 
						 is(freeof(var, c) and c  # 0))
									1

... Which was correct.

********************** Problem 19 ***************
Input:
	  2	     2
	 r  - (x - r)
islinear(-------------, x)
	       x


Result:
true

... Which was correct.

********************** Problem 20 ***************
Input:
       4	    2
(b + a)  (x ((d + c)  + 2 x) + 1)


Result:
       4		  2
(b + a)  (x (2 x + (d + c) ) + 1)

... Which was correct.

********************** Problem 21 ***************
Input:
(linenum : 0, isolate(%, x))


Result:

					  2
(%t1) 				   (d + c)


					  4
(%t2) 				   (b + a)

%t2 (x (2 x + %t1) + 1)

... Which was correct.

********************** Problem 22 ***************
Input:
ratexpand(%)


Result:
       2
2 %t2 x  + %t1 %t2 x + %t2

... Which was correct.

********************** Problem 23 ***************
Input:
ev(%)


Result:
	 4  2	       4        2	     4
2 (b + a)  x  + (b + a)  (d + c)  x + (b + a)

... Which was correct.

********************** Problem 24 ***************
Input:
				  2
		   2   b + a x + x
(b + a) (b + a + x)  %e


Result:
			2
		   2   x  + a x + b
(b + a) (x + b + a)  %e

... Which was correct.

********************** Problem 25 ***************
Input:
block([linenum : 2], ev(isolate(%, x), exptisolate : true))


Result:

(%t3) 				     b + a


					b
(%t4) 				      %e

		      2
		 2   x  + a x
%t3 %t4 (x + %t3)  %e

... Which was correct.

********************** Problem 26 ***************
Input:
		   1
exp1 : integrate(------, x)
		      3
		 2 + x


Result:
					 1/3
				  2 x - 2
			    atan(------------)
       2    1/3	     2/3	  1/3			  1/3
  log(x  - 2    x + 2   )	 2    sqrt(3)	 log(x + 2   )
- ----------------------- + ------------------ + -------------
	     2/3	        2/3		       2/3
	  6 2		       2    sqrt(3)	    3 2

... Which was correct.

********************** Problem 27 ***************
Input:
radcan(diff(%, x))


Result:
  1
------
 3
x  + 2

... Which was correct.

********************** Problem 28 ***************
Input:
block([linenum : 4], pickapart(exp1, 1))


Result:

				  2    1/3      2/3
			     log(x  - 2	   x + 2   )
(%t5) 			   - -----------------------
					2/3
				     6 2


					   1/3
				    2 x - 2
			      atan(------------)
				    1/3
				   2    sqrt(3)
(%t6) 			      ------------------
				  2/3
				 2    sqrt(3)


					  1/3
				 log(x + 2   )
(%t7) 				 -------------
				       2/3
				    3 2

%t7 + %t6 + %t5

... Which was correct.

********************** Problem 29 ***************
Input:
      7
gamma(-)
      2


Result:
15 sqrt(%pi)
------------
     8

... Which was correct.

********************** Problem 30 ***************
Input:
numfactor(%)


Result:
15
--
8

... Which was correct.

********************** Problem 31 ***************
Input:
    2
y  x  + y      2 + y
 x	 z z z	    x x


Result:
		   2
2 y      + y    + x  y
   z z z    x x	      x

... Which was correct.

********************** Problem 32 ***************
Input:
derivdegree(%, y, x)


Result:
2

... Which was correct.

********************** Problem 33 ***************
Input:
  %i alpha   u + %i v
%e	   + --------
	     %i e + f


Result:
%i v + u     %i alpha
-------- + %e
f + %i e

... Which was correct.

********************** Problem 34 ***************
Input:
realpart(%)


Result:
e v + f u
--------- + cos(alpha)
  2    2
 f  + e

... Which was correct.

********************** Problem 35 ***************
Input:
rectform(sin(x + 2 %i))


Result:
cosh(2) sin(x) + %i sinh(2) cos(x)

... Which was correct.

********************** Problem 36 ***************
Input:
polarform(%)


Result:
	 2	 2	    2	    2
sqrt(cosh (2) sin (x) + sinh (2) cos (x))
				       %i atan2(sinh(2) cos(x), cosh(2) sin(x))
				     %e

... Which was correct.

********************** Problem 37 ***************
Input:
rectform(log(4 %i + 3))


Result:
		 4
log(5) + %i atan(-)
		 3

... Which was correct.

********************** Problem 38 ***************
Input:
polarform(%)


Result:
				   atan(4/3)
			   %i atan(---------)
	2	   2 4		    log(5)
sqrt(log (5) + atan (-)) %e
		     3

... Which was correct.

********************** Problem 39 ***************
Input:
			0.25
ev(rectform((3.5 %i + 2)    ), numer)


Result:
0.36825879181669 %i + 1.368266274774369

... Which was correct.

********************** Problem 40 ***************
Input:
polarform(%)


Result:
1.416956998795383 (0.25989411967319 %i + 0.96563711950157)

... Which was correct.

********************** Problem 41 ***************
Input:
delete(sin(x), y + sin(x) + x)


Result:
y + x

... Which was correct.
41/41 tests passed.
Running tests in rtest9: 
********************** Problem 1 ***************
Input:
(kill(all), declare(l, scalar, [m1, m2, m3], nonscalar))


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
expand((1 - l m1) . ((1 - l m2) . (1 - l m3)))


Result:
- l m3 + (l m2) . (l m3) - l m2 + (l m1) . (l m3) - (l m1) . (l m2) . (l m3)
						   + (l m1) . (l m2) - l m1 + 1

... Which was correct.

********************** Problem 3 ***************
Input:
ev(%, dotscrules)


Result:
	  2		      2		   3		     2
- l m3 + l  m2 . m3 - l m2 + l  m1 . m3 - l  m1 . m2 . m3 + l  m1 . m2 - l m1
									    + 1

... Which was correct.

********************** Problem 4 ***************
Input:
rat(%, l)


Result:
		3				   2
- m1 . m2 . m3 l  + (m2 . m3 + m1 . m3 + m1 . m2) l  + (- m3 - m2 - m1) l + 1

... Which was correct.

********************** Problem 5 ***************
Input:
     2
rat(x )


Result:
 2
x

... Which was correct.

********************** Problem 6 ***************
Input:
diff(f(%), x)


Result:
   2
f(x )
     x

... Which was correct.

********************** Problem 7 ***************
Input:
	       4
      (x - 2 y)
(1 + ------------) (a + y) (x + 2 y)
       2      2 2
     (x  - 4 y )
------------------------------------
	      2	     2
	     x  + 4 y


Result:
			     4
		    (x - 2 y)
(y + a) (2 y + x) (------------ + 1)
		     2	    2 2
		   (x  - 4 y )
------------------------------------
		2    2
	     4 y  + x

... Which was correct.

********************** Problem 8 ***************
Input:
rat(%, y, a, x)


Result:
2 a + 2 y
---------
 x + 2 y

... Which was correct.

********************** Problem 9 ***************
Input:
       20
(3 + x)


Result:
       20
(x + 3)

... Which was correct.

********************** Problem 10 ***************
Input:
rat(%)


Result:
 20	  19	     18		 17	      16	    15		   14
x   + 60 x   + 1710 x   + 30780 x   + 392445 x   + 3767472 x   + 28256040 x
	      13	      12	       11		 10
 + 169536240 x   + 826489170 x   + 3305956680 x	  + 10909657044 x
		9		 8		   7		     6
 + 29753610120 x  + 66945622770 x  + 123591918960 x  + 185387878440 x
		 5		   4		     3		      2
 + 222465454128 x  + 208561363245 x  + 147219785820 x  + 73609892910 x
 + 23245229340 x + 3486784401

... Which was correct.

********************** Problem 11 ***************
Input:
diff(%, x)


Result:
    19	       18	   17	        16	      15	     14
20 x   + 1140 x	  + 30780 x   + 523260 x   + 6279120 x   + 56512080 x
	      13	       12	        11		  10
 + 395584560 x   + 2203971120 x	  + 9917870040 x   + 36365523480 x
		 9		   8		     7		       6
 + 109096570440 x  + 267782491080 x  + 535564982160 x  + 865143432720 x
		  5		     4		       3		 2
 + 1112327270640 x  + 1112327270640 x  + 834245452980 x  + 441659357460 x
 + 147219785820 x + 23245229340

... Which was correct.

********************** Problem 12 ***************
Input:
factor(%)


Result:
	  19
20 (x + 3)

... Which was correct.

********************** Problem 13 ***************
Input:
ratweight(a, 1, b, 1)


Result:
[a, 1, b, 1]

... Which was correct.

********************** Problem 14 ***************
Input:
exp : rat(1 + b + a)


Result:
b + a + 1

... Which was correct.

********************** Problem 15 ***************
Input:
 2
%


Result:
 2		    2
b  + (2 a + 2) b + a  + 2 a + 1

... Which was correct.

********************** Problem 16 ***************
Input:
      2
ev(exp , ratwtlvl : 1)


Result:
2 b + 2 a + 1

... Which was correct.

********************** Problem 17 ***************
Input:
						 2
poly : 5.2E+20 - 5.5 x + 9.9999999999999995E-21 x


Result:
			2
9.9999999999999995E-21 x  - 5.5 x + 5.2E+20

... Which was correct.

********************** Problem 18 ***************
Input:
errcatch(ev(%, x = 1.0E+20))


Result:
[7.0E+19]

... Which was correct.

********************** Problem 19 ***************
Input:
ev(horner(poly, x), keepfloat)


Result:
1.0 ((9.9999999999999995E-21 x - 5.5) x + 5.2E+20)

... Which was correct.

********************** Problem 20 ***************
Input:
ev(%, x = 1.0E+20)


Result:
7.0E+19

... Which was correct.

********************** Problem 21 ***************
Input:
divide(y + x, x - y, x)


Result:
[1, 2 y]

... Which was correct.

********************** Problem 22 ***************
Input:
divide(y + x, x - y)


Result:
[- 1, 2 x]

... Which was correct.

********************** Problem 23 ***************
Input:
	   2  2
content(4 x  y  + 2 x y, y)


Result:
	   2
[2 x, 2 x y  + y]

... Which was correct.

********************** Problem 24 ***************
Input:
	       2		   2
resultant(1 + x  + a y, b + x y + y , x)


Result:
 4      3	       2    2
y  + a y  + (2 b + 1) y  + b

... Which was correct.

********************** Problem 25 ***************
Input:
	    2		        2
bezout(1 + x  + a y, b + x y + y , x)


Result:
[  2	       2     ]
[ y  + b  - a y  - y ]
[ 		     ]
[	     2	     ]
[   y	    y  + b   ]

... Which was correct.

********************** Problem 26 ***************
Input:
expand(determinant(%))


Result:
 4      3	 2    2	   2
y  + a y  + 2 b y  + y  + b

... Which was correct.

********************** Problem 27 ***************
Input:
			  2		      2
% - expand(resultant(1 + x  + a y, b + x y + y , x))


Result:
0

... Which was correct.

********************** Problem 28 ***************
Input:
factor(poly_discriminant((x - a) (x - b) (x - c), x))


Result:
       2        2	 2
(b - a)  (c - a)  (c - b)

... Which was correct.

********************** Problem 29 ***************
Input:
		       3
      - 11 + 10 x + 4 x
exp : ------------------
		 5
	    5 + x


Result:
   3
4 x  + 10 x - 11
----------------
      5
     x  + 5

... Which was correct.

********************** Problem 30 ***************
Input:
ev(polymod(%), modulus : 3)


Result:
      2
     x  + x - 1
--------------------
 4    3	   2
x  + x  + x  + x + 1

... Which was correct.

********************** Problem 31 ***************
Input:
ratdiff(exp, x)


Result:
     7	     5	     4	     2
  8 x  + 40 x  - 55 x  - 60 x  - 50
- ---------------------------------
	   10	    5
	  x   + 10 x  + 25

... Which was correct.

********************** Problem 32 ***************
Input:
10 (%i + 1)
-----------
       1/3
 %i + 3


Result:
10 (%i + 1)
-----------
       1/3
 %i + 3

... Which was correct.

********************** Problem 33 ***************
Input:
ev(ratdisrep(rat(%)), algebraic)


Result:
    2/3	     1/3	      2/3      1/3
(4 3    - 2 3    - 4) %i + 2 3	  + 4 3	   - 2

... Which was correct.

********************** Problem 34 ***************
Input:
		 2
tellrat(1 + a + a )


Result:
  2
[a  + a + 1]

... Which was correct.

********************** Problem 35 ***************
Input:
      1		        a
------------- + -----------------
a sqrt(2) - 1   sqrt(3) + sqrt(2)


Result:
      1		        a
------------- + -----------------
sqrt(2) a - 1   sqrt(3) + sqrt(2)

... Which was correct.

********************** Problem 36 ***************
Input:
ev(ratdisrep(rat(%)), algebraic)


Result:
(7 sqrt(3) - 10 sqrt(2) + 2) a - 2 sqrt(2) - 1
----------------------------------------------
		      7

... Which was correct.

********************** Problem 37 ***************
Input:
	 2    2
tellrat(y  = x )


Result:
  2    2   2
[y  - x , a  + a + 1]

... Which was correct.

********************** Problem 38 ***************
Input:
taylor(x + 1, [x, 0, 3])


Result:
1 + x + . . .

... Which was correct.

********************** Problem 39 ***************
Input:
1
-
%


Result:
	 2    3
1 - x + x  - x  + . . .

... Which was correct.

********************** Problem 40 ***************
Input:
taylor(z + y + x + 1, [x, 0, 3], [y, 1, 2], [z, 2, 1])


Result:
z - 2 + 4 + . . . + (y - 1) + . . . + x + . . .

... Which was correct.

********************** Problem 41 ***************
Input:
1
-
%


Result:
  z - 2	  1		 1    z - 2
- ----- + - + . . . + (- -- + ----- + . . .) (y - 1)
   16	  4		 16    32
    1	 3 (z - 2)		   2
 + (-- - --------- + . . .) (y - 1)  + . . .
    64	    256
      1	   z - 2	    1	 3 (z - 2)
 + (- -- + ----- + . . . + (-- - --------- + . . .) (y - 1)
      16    32		    32	    128
       3    3 (z - 2)		      2
 + (- --- + --------- + . . .) (y - 1)  + . . .) x
      256      256
    1	 3 (z - 2)		 3    3 (z - 2)
 + (-- - --------- + . . . + (- --- + --------- + . . .) (y - 1)
    64	    256		        256	 256
     3	  15 (z - 2)		     2		 2
 + (--- - ---------- + . . .) (y - 1)  + . . .) x
    512	     2048
       1    z - 2	      1	   5 (z - 2)
 + (- --- + ----- + . . . + (--- - --------- + . . .) (y - 1)
      256    256	     256     1024
       5     15 (z - 2)		        2	    3
 + (- ---- + ---------- + . . .) (y - 1)  + . . .) x  + . . .
      2048      4096

... Which was correct.

********************** Problem 42 ***************
Input:
taylor(z + y + x + 1, [x, 0, 3], [y, 0, 3], [z, 0, 3])


Result:
z + 1 + . . . + y + . . . + x + . . .

... Which was correct.

********************** Problem 43 ***************
Input:
1
-
%


Result:
   3    2				    2	   3
- z  + z  - z + 1 + . . . + (- 1 + 2 z - 3 z  + 4 z  + . . .) y
		 2	 3	     2			  2	  3	      3
 + (1 - 3 z + 6 z  - 10 z  + . . .) y  + (- 1 + 4 z - 10 z  + 20 z  + . . .) y
			   2	  3
 + . . . + (- 1 + 2 z - 3 z  + 4 z  + . . .
		  2	  3				   2	   3
 + (2 - 6 z + 12 z  - 20 z  + . . .) y + (- 3 + 12 z - 30 z  + 60 z  + . . .)
  2		      2	       3	   3
 y  + (4 - 20 z + 60 z  - 140 z  + . . .) y  + . . .) x
		 2	 3			       2       3
 + (1 - 3 z + 6 z  - 10 z  + . . . + (- 3 + 12 z - 30 z  + 60 z  + . . .) y
		   2	    3	        2
 + (6 - 30 z + 90 z  - 210 z  + . . .) y
		       2        3	    3	        2
 + (- 10 + 60 z - 210 z  + 560 z  + . . .) y  + . . .) x
		    2	    3			        2	 3
 + (- 1 + 4 z - 10 z  + 20 z  + . . . + (4 - 20 z + 60 z  - 140 z  + . . .) y
		       2        3	    2
 + (- 10 + 60 z - 210 z  + 560 z  + . . .) y
		      2	        3	    3	        3
 + (20 - 140 z + 560 z  - 1680 z  + . . .) y  + . . .) x  + . . .

... Which was correct.

********************** Problem 44 ***************
Input:
	i    2
ev(sum(2  + i , i, 0, n), simpsum)


Result:
	    3	   2
 n + 1	 2 n  + 3 n  + n
2      + --------------- - 1
		6

... Which was correct.

********************** Problem 45 ***************
Input:
       1
ev(sum(--, i, 1, inf), simpsum)
	i
       3


Result:
1
-
2

... Which was correct.

********************** Problem 46 ***************
Input:
	2	        1
ev(sum(i , i, 1, 4) sum(--, i, 1, inf), simpsum)
			 2
			i


Result:
     2
5 %pi

... Which was correct.

********************** Problem 47 ***************
Input:
     2
sum(i , i, 1, 5)


Result:
55

... Which was correct.

********************** Problem 48 ***************
Input:
	i (1 + i)
product(--------- + x, i, 1, 4)
	    2


Result:
(x + 1) (x + 3) (x + 6) (x + 10)

... Which was correct.

********************** Problem 49 ***************
Input:
limit(x log(x), x, 0, plus)


Result:
0

... Which was correct.

********************** Problem 50 ***************
Input:
	     1/x
limit((x + 1)   , x, 0)


Result:
%e

... Which was correct.

********************** Problem 51 ***************
Input:
	x
      %e
limit(---, x, inf)
       x


Result:
inf

... Which was correct.

********************** Problem 52 ***************
Input:
	  1
limit(sin(-), x, 0)
	  x


Result:
ind

... Which was correct.

********************** Problem 53 ***************
Input:
nusum(n n!, n, 0, n)


Result:

Dependent equations eliminated:  (1)
(n + 1)! - 1

... Which was correct.

********************** Problem 54 ***************
Input:
	    4  n
	   n  4
nusum(----------------, n, 0, n)
      binomial(2 n, n)


Result:
	       4        3       2	       n
2 (n + 1) (63 n  + 112 n  + 18 n  - 22 n + 3) 4	     2
------------------------------------------------ - ------
	      693 binomial(2 n, n)		   3 11 7

... Which was correct.

********************** Problem 55 ***************
Input:
unsum(%, n)


Result:
      4	 n
     n  4
----------------
binomial(2 n, n)

... Which was correct.

********************** Problem 56 ***************
Input:
	       2
unsum(product(i , i, 1, n), n)


Result:
 n - 1
 /===\
  ! !   2
( ! !  i ) (n - 1) (n + 1)
  ! !
 i = 1

... Which was correct.

********************** Problem 57 ***************
Input:
nusum(%, n, 1, n)


Result:

Dependent equations eliminated:  (2 3)
  n
/===\
 ! !   2
 ! !  i  - 1
 ! !
i = 1

... Which was correct.

********************** Problem 58 ***************
Input:
			 (3 + n) f(1 + n)   n - 1
funcsolve((1 + n) f(n) - ---------------- = -----, f(n))
			      1 + n	    2 + n


Result:

Dependent equations eliminated:  (4 3)
	      n
f(n) = ---------------
       (n + 1) (n + 2)

... Which was correct.

********************** Problem 59 ***************
Input:
(untellrat(a), 'done)


Result:
done

... Which was correct.

********************** Problem 60 ***************
Input:
	   s
residue(-------, s, a %i)
	 2    2
	a  + s


Result:
1
-
2

... Which was correct.

********************** Problem 61 ***************
Input:
	sin(a x)
residue(--------, x, 0)
	    4
	   x


Result:
   3
  a
- --
  6

... Which was correct.

********************** Problem 62 ***************
Input:
taylor(sqrt(sin(x) + a x + 1), x, 0, 3)


Result:
		  2	        2       3      2	     3
    (a + 1) x   (a  + 2 a + 1) x    (3 a  + 9 a  + 9 a - 1) x
1 + --------- - ----------------- + -------------------------- + . . .
	2	        8		        48

... Which was correct.

********************** Problem 63 ***************
Input:
 2
%


Result:
		 3
		x
1 + (a + 1) x - -- + . . .
		6

... Which was correct.

********************** Problem 64 ***************
Input:
taylor(sqrt(x + 1), x, 0, 5)


Result:
	 2    3	     4	    5
    x   x    x	  5 x	 7 x
1 + - - -- + -- - ---- + ---- + . . .
    2   8    16	  128	 256

... Which was correct.

********************** Problem 65 ***************
Input:
 2
%


Result:
1 + x + . . .

... Which was correct.

********************** Problem 66 ***************
Input:
	      i 2.5
product((1 + x )   , i, 1, inf)
-------------------------------
		 2
	    1 + x


Result:
 inf
/===\
 ! !    i     5/2
 ! !  (x  + 1)
 ! !
i = 1
-----------------
      2
     x  + 1

... Which was correct.

********************** Problem 67 ***************
Input:
ev(taylor(%, x, 0, 3), keepfloat)


Result:
	      2	       3
    5 x	  27 x	  105 x
1 + --- + ----- + ------ + . . .
     2	    8	    16

... Which was correct.

********************** Problem 68 ***************
Input:
	   1
taylor(----------, x, 0, 3)
       log(x + 1)


Result:
	      2	      3
1   1   x    x	  19 x
- + - - -- + -- - ----- + . . .
x   2   12   24	   720

... Which was correct.

********************** Problem 69 ***************
Input:
taylor(cos(x) - sec(x), x, 0, 5)


Result:
	4
   2   x
- x  - -- + . . .
       6

... Which was correct.

********************** Problem 70 ***************
Input:
			3
taylor((cos(x) - sec(x)) , x, 0, 5)


Result:
0 + . . .

... Which was correct.

********************** Problem 71 ***************
Input:
	       1
taylor(------------------, x, 0, 5)
			3
       (cos(x) - sec(x))


Result:
				     2	        4
  1     1       11      347    6767 x	 15377 x
- -- + ---- + ------ - ----- - ------- - -------- + . . .
   6	  4	   2   15120   604800	 7983360
  x    2 x    120 x

... Which was correct.

********************** Problem 72 ***************
Input:
		 2    2
taylor(sqrt(1 - k  sin (x)), x, 0, 6)


Result:
     2  2       4      2   4	    6	    4	    2   6
    k  x    (3 k  - 4 k ) x    (45 k  - 60 k  + 16 k ) x
1 - ----- - ---------------- - -------------------------- + . . .
      2		   24			  720

... Which was correct.

********************** Problem 73 ***************
Input:
	      n
taylor((x + 1) , x, 0, 4)


Result:
	    2	    2	  3	 2	   3	 4      3       2	  4
	  (n  - n) x    (n  - 3 n  + 2 n) x    (n  - 6 n  + 11 n  - 6 n) x
1 + n x + ----------- + -------------------- + ----------------------------
	       2		 6			    24
								        + . . .

... Which was correct.

********************** Problem 74 ***************
Input:
taylor(sin(y + x), x, 0, 3, y, 0, 3)


Result:
     3		       2		      3
    y		      y			 y   y		  2
y - -- + . . . + (1 - -- + . . .) x + (- - + -- + . . .) x
    6		      2			 2   12
							  2
						     1	 y	      3
					        + (- - + -- + . . .) x  + . . .
						     6	 12

... Which was correct.

********************** Problem 75 ***************
Input:
taylor(sin(y + x), [x, y], 0, 3)


Result:
	 3	  2	 2      3
	x  + 3 y x  + 3 y  x + y
y + x - ------------------------- + . . .
		    6

... Which was correct.

********************** Problem 76 ***************
Input:
	   1
taylor(----------, x, 0, 3, y, 0, 3)
       sin(y + x)


Result:
1   y		   1    1	        1	     2	    1		 3
- + - + . . . + (- -- + - + . . .) x + (-- + . . .) x  + (- -- + . . .) x
y   6		    2   6		 3		     4
		   y		        y		    y
								        + . . .

... Which was correct.

********************** Problem 77 ***************
Input:
end


Result:
end

... Which was correct.
77/77 tests passed.
Running tests in rtest9a: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
		       i
		      x			  2
deftaylor(f(x), sum(------, i, 4, inf) + x )
		     i	 2
		    2  i!


Result:
[f]

... Which was correct.

********************** Problem 3 ***************
Input:
	 sqrt(f(x))
taylor(%e	   , x, 0, 4)


Result:
	 2	   3	      4
	x    3073 x    12817 x
1 + x + -- + ------- + -------- + . . .
	2     18432     307200

... Which was correct.

********************** Problem 4 ***************
Input:
		sin(x)
powerseries(log(------), x, 0)
		  x


Result:
inf
====	    i1  2 i1		 2 i1
\      (- 1)   2     bern(2 i1) x
 >     ------------------------------
/		 i1 (2 i1)!
====
i1 = 1
-------------------------------------
		  2

... Which was correct.

********************** Problem 5 ***************
Input:
   sin(3 x)
ev(-------- + x, trigexpand, expand)
    sin(x)


Result:
     2		 2
- sin (x) + 3 cos (x) + x

... Which was correct.

********************** Problem 6 ***************
Input:
trigexpand(sin(y + 10 x))


Result:
cos(10 x) sin(y) + sin(10 x) cos(y)

... Which was correct.

********************** Problem 7 ***************
Input:
	 2	   2
x + 3 cos (x) - sin (x)


Result:
     2		 2
- sin (x) + 3 cos (x) + x

... Which was correct.

********************** Problem 8 ***************
Input:
expand(trigreduce(%))


Result:
2 cos(2 x) + x + 1

... Which was correct.

********************** Problem 9 ***************
Input:
declare(j, integer, e, even, o, odd)


Result:
done

... Which was correct.

********************** Problem 10 ***************
Input:
     1
sin((- + e) %pi + x)
     2


Result:
cos(x)

... Which was correct.

********************** Problem 11 ***************
Input:
     1
sin((- + o) %pi + x)
     2


Result:
- cos(x)

... Which was correct.

********************** Problem 12 ***************
Input:
			    2
		   exp(y + x )
(linel : 500, diff(-----------, x, 2))
		      y + x


Result:
	    2		 2	        2	     2
   2   y + x	    y + x	   y + x        y + x
4 x  %e	        2 %e	     4 x %e	    2 %e
------------- + ---------- - ------------ + ----------
    y + x	  y + x		      2		    3
			       (y + x)	     (y + x)

... Which was correct.

********************** Problem 13 ***************
Input:
sconcat(optimize(%))


Result:
block([%1,%2,%3,%4],%1:y+x,%2:x^2,%3:%e^(y+%2),%4:1/%1,4*%2*%4*%3+2*%4*%3-4*x*%3/%1^2+2*%3/%1^3)

... Which was correct.

********************** Problem 14 ***************
Input:
linel : 79


Result:
79

... Which was correct.

********************** Problem 15 ***************
Input:
	  a + 2 t
laplace(%e	  sin(t) t, t, s)


Result:
   a
 %e  (2 s - 4)
---------------
  2	      2
(s  - 4 s + 5)

... Which was correct.

********************** Problem 16 ***************
Input:
	  t
	 /
	 [			     2
b f(t) + I  sinh(a x) f(t - x) dx = t
	 ]
	 /
	  0


Result:
 t
/
[				     2
I  f(t - x) sinh(a x) dx + b f(t) = t
]
/
 0

... Which was correct.

********************** Problem 17 ***************
Input:
laplace(%, t, s)


Result:
			a laplace(f(t), t, s)   2
b laplace(f(t), t, s) + --------------------- = --
				2    2		 3
			       s  - a	        s

... Which was correct.

********************** Problem 18 ***************
Input:
linsolve([%], [laplace(f(t), t, s)])


Result:
			      2	     2
			   2 s  - 2 a
[laplace(f(t), t, s) = --------------------]
			  5	    2	  3
		       b s  + (a - a  b) s

... Which was correct.

********************** Problem 19 ***************
Input:
assume(a > 0, b > 0, a b > 1)


Result:
[a > 0, b > 0, a b > 1]

... Which was correct.

********************** Problem 20 ***************
Input:
ilt(ev(exp ), s, t)
	  1


Result:
		sqrt(a) sqrt(a b - 1) t
	 2 cosh(-----------------------)       2
			sqrt(b)		    a t		     2
f(t) = - ------------------------------- + ------- + ------------------
		3  2	  2		   a b - 1    3	 2      2
	       a  b  - 2 a  b + a		     a  b  - 2 a  b + a

... Which was correct.

********************** Problem 21 ***************
Input:
forget(a > 0, b > 0, a b > 1)


Result:
[a > 0, b > 0, a b > 1]

... Which was correct.
21/21 tests passed.
Running tests in rtest10: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
   n!
--------
(1 + n)!


Result:
   n!
--------
(n + 1)!

... Which was correct.

********************** Problem 3 ***************
Input:
minfactorial(%)


Result:
  1
-----
n + 1

... Which was correct.

********************** Problem 4 ***************
Input:
       2   2
(1 + n)  n!


Result:
       2   2
(n + 1)  n!

... Which was correct.

********************** Problem 5 ***************
Input:
factcomb(%)


Result:
	2
(n + 1)!

... Which was correct.

********************** Problem 6 ***************
Input:
qunit(17)


Result:
sqrt(17) + 4

... Which was correct.

********************** Problem 7 ***************
Input:
expand(% (sqrt(17) - 4))


Result:
1

... Which was correct.

********************** Problem 8 ***************
Input:
cf([1, - 2, 1] + [1, 2, - 3])


Result:
[1, 1, 1, 2]

... Which was correct.

********************** Problem 9 ***************
Input:
cfdisrep(%)


Result:
	1
1 + ---------
	  1
    1 + -----
	    1
	1 + -
	    2

... Which was correct.

********************** Problem 10 ***************
Input:
cflength : 4


Result:
4

... Which was correct.

********************** Problem 11 ***************
Input:
cf(sqrt(3))


Result:
[1, 1, 2, 1, 2, 1, 2, 1, 2]

... Which was correct.

********************** Problem 12 ***************
Input:
cfexpand(%)


Result:
[ 265  97 ]
[ 	  ]
[ 153  56 ]

... Which was correct.

********************** Problem 13 ***************
Input:
   %
    1, 2
ev(-----, numer)
   %
    2, 2


Result:
1.732142857142857

... Which was correct.

********************** Problem 14 ***************
Input:
cf([1, - 2, 1] + [1, 2, - 3])


Result:
[1, 1, 1, 2]

... Which was correct.

********************** Problem 15 ***************
Input:
cfdisrep(%)


Result:
	1
1 + ---------
	  1
    1 + -----
	    1
	1 + -
	    2

... Which was correct.

********************** Problem 16 ***************
Input:
cflength : 4


Result:
4

... Which was correct.

********************** Problem 17 ***************
Input:
cf(sqrt(3))


Result:
[1, 1, 2, 1, 2, 1, 2, 1, 2]

... Which was correct.

********************** Problem 18 ***************
Input:
cfexpand(%)


Result:
[ 265  97 ]
[ 	  ]
[ 153  56 ]

... Which was correct.

********************** Problem 19 ***************
Input:
   %
    1, 2
ev(-----, numer)
   %
    2, 2


Result:
1.732142857142857

... Which was correct.

********************** Problem 20 ***************
Input:
(foop1(L1, L2) := length(L1) <= length(L2)
 and L1 = makelist(L2 , i, 1, length(L1)), 
		     i
foop(L1, L2) := foop1(L1, L2) or last(L1) # 1
 and foop1(reverse(append([1, last(L1) - 1], rest(reverse(L1)))), L2), 
ratepsilon : 1.0b-16, 0)


Result:
0

... Which was correct.

********************** Problem 21 ***************
Input:
	 1/3
(expr : 2   , cf(expr), foop(%%, cf(rat(bfloat(expr)))))


Result:
true

... Which was correct.

********************** Problem 22 ***************
Input:
	 1/4
(expr : 8   , cf(expr), foop(%%, cf(rat(bfloat(expr)))))


Result:
true

... Which was correct.

********************** Problem 23 ***************
Input:
	  1/5
(expr : 12   , cf(expr), foop(%%, cf(rat(bfloat(expr)))))


Result:
true

... Which was correct.

********************** Problem 24 ***************
Input:
	 1/5    1/4    1/3
(expr : 4    + 3    + 2	  , cf(expr), foop(%%, cf(rat(bfloat(expr)))))


Result:
false

This is a known error in Maxima. The correct result is:
true

********************** Problem 25 ***************
Input:
	    7/5		      2/3
(expr : - 11    + sqrt(17) + 2	  + sqrt(2), cf(expr), 
					       foop(%%, cf(rat(bfloat(expr)))))


Result:
false

This is a known error in Maxima. The correct result is:
true

********************** Problem 26 ***************
Input:
(reset(ratepsilon), 0)


Result:
0

... Which was correct.

********************** Problem 27 ***************
Input:
declare(j, even)


Result:
done

... Which was correct.

********************** Problem 28 ***************
Input:
featurep(j, integer)


Result:
true

... Which was correct.

********************** Problem 29 ***************
Input:
map(f, b z + a y + x)


Result:
f(b z) + f(a y) + f(x)

... Which was correct.

********************** Problem 30 ***************
Input:
					  1
map(lambda([u], partfrac(u, x)), ------------------- + x)
					      2	   3
				 2 + 5 x + 4 x  + x


Result:
  1	  1	   1
----- - ----- + -------- + x
x + 2   x + 1	       2
		(x + 1)

... Which was correct.

********************** Problem 31 ***************
Input:
		  2
	     y + y      x
map(ratsimp, ------ + ------)
	       y	   2
		      x + x


Result:
      1
y + ----- + 1
    x + 1

... Which was correct.

********************** Problem 32 ***************
Input:
map(=, [a, b], [- 0.5, 3])


Result:
[a = - 0.5, b = 3]

... Which was correct.

********************** Problem 33 ***************
Input:
fullmap(g, b c + a)


Result:
g(b) g(c) + g(a)

... Which was correct.

********************** Problem 34 ***************
Input:
map(g, b c + a)


Result:
g(b c) + g(a)

... Which was correct.

********************** Problem 35 ***************
Input:
fullmapl(+, [3, [4, 5]], [[a, 1], [0, - 1.5]])


Result:
[[a + 3, 4], [4, 3.5]]

... Which was correct.

********************** Problem 36 ***************
Input:
	2	        2
exp1 : x  + (1 + 2 a + a ) y


Result:
  2		    2
(a  + 2 a + 1) y + x

... Which was correct.

********************** Problem 37 ***************
Input:
scanmap(factor, %)


Result:
       2      2
(a + 1)  y + x

... Which was correct.

********************** Problem 38 ***************
Input:
       b + a x
c + u v


Result:
   a x + b
u v	   + c

... Which was correct.

********************** Problem 39 ***************
Input:
scanmap('f, %)


Result:
	       f(f(f(a) f(x)) + f(b))
f(f(f(u) f(f(v)			     )) + f(c))

... Which was correct.

********************** Problem 40 ***************
Input:
append([x + y, 0, - 3.2], [2.5E+20, x])


Result:
[y + x, 0, - 3.2, 2.5E+20, x]

... Which was correct.

********************** Problem 41 ***************
Input:
my_union(x, y) := if x = [] then y else (if member(t : first(x), y)
		  then my_union(rest(x), y) else cons(t, my_union(rest(x), y)))


Result:
my_union(x, y) := if x = [] then y else (if member(t : first(x), y)
		  then my_union(rest(x), y) else cons(t, my_union(rest(x), y)))

... Which was correct.

********************** Problem 42 ***************
Input:
		   1   2       2        1
my_union([a, b, 1, -, x ], [- x , a, y, -])
		   2		        2


Result:
	2     2	       1
[b, 1, x , - x , a, y, -]
		       2

... Which was correct.

********************** Problem 43 ***************
Input:
bernpoly(x, 5)


Result:
	4      3
 5   5 x    5 x	   x
x  - ---- + ---- - -
      2	     3	   6

... Which was correct.

********************** Problem 44 ***************
Input:
maplist(numfactor, %)


Result:
      5	 5    1
[1, - -, -, - -]
      2	 3    6

... Which was correct.

********************** Problem 45 ***************
Input:
apply(min, %)


Result:
  5
- -
  2

... Which was correct.
45/45 tests passed.
Running tests in rtest11: 
********************** Problem 1 ***************
Input:
(kill(all), use_fast_arrays : true, 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
display(b    )
	 1, 2


Result:
				 b     = b
				  1, 2	  1, 2

done

... Which was correct.

********************** Problem 3 ***************
Input:
		   1
exp1 : integrate(------, x)
		      3
		 2 + x


Result:
					 1/3
				  2 x - 2
			    atan(------------)
       2    1/3	     2/3	  1/3			  1/3
  log(x  - 2    x + 2   )	 2    sqrt(3)	 log(x + 2   )
- ----------------------- + ------------------ + -------------
	     2/3	        2/3		       2/3
	  6 2		       2    sqrt(3)	    3 2

... Which was correct.

********************** Problem 4 ***************
Input:
exp2 : diff(exp1, x)


Result:
				       1/3
	  1		        2 x - 2			      1
--------------------- - --------------------------- + -----------------
	   1/3 2	   2/3	 2    1/3      2/3	 2/3	   1/3
   (2 x - 2   )	        6 2    (x  - 2	  x + 2	  )   3 2    (x + 2   )
3 (------------- + 1)
	 2/3
      3 2

... Which was correct.

********************** Problem 5 ***************
Input:
radcan(exp2)


Result:
  1
------
 3
x  + 2

... Which was correct.

********************** Problem 6 ***************
Input:
					   1/3
				    2 x - 2
			      atan(------------)
		   1/3		    1/3			  2/3	 1/3	  2
	      log(2    + x)	   2    sqrt(3)	   - log(2    - 2    x + x )
reveal(exp1 : ------------- + ------------------ + -------------------------, 
		    2/3		  2/3			       2/3
		 3 2		 2    sqrt(3)		    6 2
									     2)


Result:
negterm + quotient + quotient

... Which was correct.

********************** Problem 7 ***************
Input:
g(l) := catch(map(lambda([x], if x < 0 then throw(x) else f(x)), l))


Result:
g(l) := catch(map(lambda([x], if x < 0 then throw(x) else f(x)), l))

... Which was correct.

********************** Problem 8 ***************
Input:
g([1, 2, 3, 7])


Result:
[f(1), f(2), f(3), f(7)]

... Which was correct.

********************** Problem 9 ***************
Input:
g([1, 2, - 3, 7])


Result:
- 3

... Which was correct.

********************** Problem 10 ***************
Input:
	      2
exp1 : b x + y


Result:
 2
y  + b x

... Which was correct.

********************** Problem 11 ***************
Input:
orderless(y)


Result:
done

... Which was correct.

********************** Problem 12 ***************
Input:
       2
b x + y


Result:
       2
b x + y

... Which was correct.

********************** Problem 13 ***************
Input:
% - exp1


Result:
 2    2
y  - y

... Which was correct.

********************** Problem 14 ***************
Input:
unorder()


Result:
[y]

... Which was correct.

********************** Problem 15 ***************
Input:
	     2
exp : b x + a


Result:
       2
b x + a

... Which was correct.

********************** Problem 16 ***************
Input:
ordergreat(a)


Result:
done

... Which was correct.

********************** Problem 17 ***************
Input:
       2
b x + a


Result:
 2
a  + b x

... Which was correct.

********************** Problem 18 ***************
Input:
% - exp


Result:
 2    2
a  - a

... Which was correct.

********************** Problem 19 ***************
Input:
unorder()


Result:
[a]

... Which was correct.

********************** Problem 20 ***************
Input:
	     2
exp : b x + a


Result:
       2
b x + a

... Which was correct.

********************** Problem 21 ***************
Input:
ordergreat(a)


Result:
done

... Which was correct.

********************** Problem 22 ***************
Input:
       2
b x + a


Result:
 2
a  + b x

... Which was correct.

********************** Problem 23 ***************
Input:
% - exp


Result:
 2    2
a  - a

... Which was correct.

********************** Problem 24 ***************
Input:
unorder()


Result:
[a]

... Which was correct.

********************** Problem 25 ***************
Input:
declare(f, linear)


Result:
done

... Which was correct.

********************** Problem 26 ***************
Input:
f(3 b + 2 a)


Result:
3 f(b) + 2 f(a)

... Which was correct.

********************** Problem 27 ***************
Input:
f(y + 2 x, x)


Result:
f(1, x) y + 2 f(x, x)

... Which was correct.

********************** Problem 28 ***************
Input:
declare(f, additive)


Result:
done

... Which was correct.

********************** Problem 29 ***************
Input:
f(3 b + 2 a)


Result:
3 f(b) + 2 f(a)

... Which was correct.

********************** Problem 30 ***************
Input:
declare(f, outative)


Result:
done

... Which was correct.

********************** Problem 31 ***************
Input:
f(2 a)


Result:
2 f(a)

... Which was correct.

********************** Problem 32 ***************
Input:
declare(f, multiplicative)


Result:
done

... Which was correct.

********************** Problem 33 ***************
Input:
f(2 a b)


Result:
2 f(a) f(b)

... Which was correct.

********************** Problem 34 ***************
Input:
(kill(functions), declare(g, lassociative))


Result:
done

... Which was correct.

********************** Problem 35 ***************
Input:
g(g(a, b), g(c, d))


Result:
g(g(g(a, b), c), d)

... Which was correct.

********************** Problem 36 ***************
Input:
g(g(a, b), g(c, d)) - g(a, g(b, g(c, d)))


Result:
0

... Which was correct.

********************** Problem 37 ***************
Input:
declare(g, rassociative)


Result:
done

... Which was correct.

********************** Problem 38 ***************
Input:
g(g(a, b), g(c, d))


Result:
g(g(g(a, b), c), d)

... Which was correct.

********************** Problem 39 ***************
Input:
g(g(a, b), g(c, d)) - g(a, g(b, g(c, d)))


Result:
0

... Which was correct.

********************** Problem 40 ***************
Input:
(kill(h), declare(h, commutative))


Result:
done

... Which was correct.

********************** Problem 41 ***************
Input:
h(x, z, y)


Result:
h(x, y, z)

... Which was correct.

********************** Problem 42 ***************
Input:
(kill(h), declare(h, symmetric))


Result:
done

... Which was correct.

********************** Problem 43 ***************
Input:
h(x, z, y)


Result:
h(x, y, z)

... Which was correct.

********************** Problem 44 ***************
Input:
(kill(h), declare(h, antisymmetric))


Result:
done

... Which was correct.

********************** Problem 45 ***************
Input:
h(x, z, y)


Result:
- h(x, y, z)

... Which was correct.

********************** Problem 46 ***************
Input:
(kill(all), declare(j, nary))


Result:
done

... Which was correct.

********************** Problem 47 ***************
Input:
j(j(a, b), j(c, d))


Result:
j(a, b, c, d)

... Which was correct.

********************** Problem 48 ***************
Input:
declare(f, oddfun)


Result:
done

... Which was correct.

********************** Problem 49 ***************
Input:
f(- x)


Result:
- f(x)

... Which was correct.

********************** Problem 50 ***************
Input:
declare(g, evenfun)


Result:
done

... Which was correct.

********************** Problem 51 ***************
Input:
g(- x)


Result:
g(x)

... Which was correct.

********************** Problem 52 ***************
Input:
(kill(all), kill(g), declare(f, posfun))


Result:
done

... Which was correct.

********************** Problem 53 ***************
Input:
is(f(x) > 0)


Result:
true

... Which was correct.

********************** Problem 54 ***************
Input:
(kill(all), b	  : 1)
	     1, x


Result:
1

... Which was correct.

********************** Problem 55 ***************
Input:
array(f, 2, 3)


Result:
#2A((NIL NIL NIL NIL) (NIL NIL NIL NIL) (NIL NIL NIL NIL))

... Which was correct.

********************** Problem 56 ***************
Input:
arrayinfo(b)


Result:
[hash_table, true, [1, x]]

... Which was correct.

********************** Problem 57 ***************
Input:
arrayinfo(f)


Result:
[declared, 2, [2, 3]]

... Which was correct.

********************** Problem 58 ***************
Input:
block([use_fast_arrays : false], kill(bb), bb	  : 7, arrayinfo(bb))
					     1, x


Result:
[hashed, 2, [1, x]]

... Which was correct.

********************** Problem 59 ***************
Input:
block([use_fast_arrays : true], kill(bb), bb     : 7, arrayinfo(bb))
					    1, x


Result:
[hash_table, true, [1, x]]

... Which was correct.

********************** Problem 60 ***************
Input:
properties(cons)


Result:
[system function]

... Which was correct.

********************** Problem 61 ***************
Input:
assume(var1 > 0)


Result:
[var1 > 0]

... Which was correct.

********************** Problem 62 ***************
Input:
properties(var1)


Result:
[database info, var1 > 0]

... Which was correct.

********************** Problem 63 ***************
Input:
var2 : 2


Result:
2

... Which was correct.

********************** Problem 64 ***************
Input:
properties(var2)


Result:
[value]

... Which was correct.

********************** Problem 65 ***************
Input:
	     x
gradef(r, x, -)
	     r


Result:
r

... Which was correct.

********************** Problem 66 ***************
Input:
	     y
gradef(r, y, -)
	     r


Result:
r

... Which was correct.

********************** Problem 67 ***************
Input:
printprops(r, atomgrad)


Result:
					 y
				    r  = -
				     y	 r

					 x
				    r  = -
				     x	 r

done

... Which was correct.

********************** Problem 68 ***************
Input:
propvars(atomgrad)


Result:
[r]

... Which was correct.

********************** Problem 69 ***************
Input:
	     x
gradef(r, x, -)
	     r


Result:
r

... Which was correct.

********************** Problem 70 ***************
Input:
	     y
gradef(r, y, -)
	     r


Result:
r

... Which was correct.

********************** Problem 71 ***************
Input:
printprops(r, atomgrad)


Result:
					 y
				    r  = -
				     y	 r

					 x
				    r  = -
				     x	 r

					 y
				    r  = -
				     y	 r

					 x
				    r  = -
				     x	 r

done

... Which was correct.

********************** Problem 72 ***************
Input:
propvars(atomgrad)


Result:
[r]

... Which was correct.

********************** Problem 73 ***************
Input:
put(%e, transcendental, type)


Result:
transcendental

... Which was correct.

********************** Problem 74 ***************
Input:
put(%pi, transcendental, type)


Result:
transcendental

... Which was correct.

********************** Problem 75 ***************
Input:
block([algebraic : false], put(%i, algebraic, type))


Result:
false

... Which was correct.

********************** Problem 76 ***************
Input:
typeof(x) := block([q], if numberp(x) then return(algebraic), 
if not atom(x) then return(maplist(typeof, x)), q : get(x, type), 
if q = false then error("not numeric") else q)


Result:
typeof(x) := block([q], if numberp(x) then return(algebraic), 
if not atom(x) then return(maplist(typeof, x)), q : get(x, type), 
if q = false then error("not numeric") else q)

... Which was correct.

********************** Problem 77 ***************
Input:
block([algebraic : false], errcatch(typeof(x %pi + 2 %e)))


Result:
not numeric
[]

... Which was correct.

********************** Problem 78 ***************
Input:
block([algebraic : false], typeof(%pi + 2 %e))


Result:
[transcendental, [false, transcendental]]

... Which was correct.

********************** Problem 79 ***************
Input:
    2
is(x  >= 2 x - 1)


Result:
true

... Which was correct.

********************** Problem 80 ***************
Input:
assume(a > 1)


Result:
[a > 1]

... Which was correct.

********************** Problem 81 ***************
Input:
				    2
is(log(1 + log(1 + a)) > 0 and 1 + a  > 2 a)


Result:
true

... Which was correct.

********************** Problem 82 ***************
Input:
freeof(y, sin(2 y + x))


Result:
false

... Which was correct.

********************** Problem 83 ***************
Input:
freeof(cos(y), *, cos(x) + sin(y))


Result:
true

... Which was correct.

********************** Problem 84 ***************
Input:
lfreeof([x], y)


Result:
true

... Which was correct.

********************** Problem 85 ***************
Input:
lfreeof([x], z + y)


Result:
true

... Which was correct.

********************** Problem 86 ***************
Input:
lfreeof([x, y], z + y)


Result:
false

... Which was correct.

********************** Problem 87 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.

********************** Problem 88 ***************
Input:
declare(|~`, alphabetic)


Result:
done

... Which was correct.

********************** Problem 89 ***************
Input:
[member('alphabetic, properties(|)), member('alphabetic, properties(`)), 
					    member('alphabetic, properties(~))]


Result:
[true, true, true]

... Which was correct.

********************** Problem 90 ***************
Input:
	   `~	  ~`
~`||`~ : ~|   - |~


Result:
  `~	 ~`
~|   - |~

... Which was correct.

********************** Problem 91 ***************
Input:
(kill(~`||`~), ~`||`~)


Result:
~`||`~

... Which was correct.

********************** Problem 92 ***************
Input:
(remove(`~, alphabetic), remove(|, alphabetic))


Result:
done

... Which was correct.

********************** Problem 93 ***************
Input:
[member('alphabetic, properties(|)), member('alphabetic, properties(`)), 
					    member('alphabetic, properties(~))]


Result:
[false, false, false]

... Which was correct.

********************** Problem 94 ***************
Input:
[integerp(absolute_real_time()), floatnump(elapsed_real_time()), 
						 floatnump(elapsed_run_time())]


Result:
[true, true, true]

... Which was correct.
94/94 tests passed.
Running tests in rtest13: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
	 2      sin(x)
3 x y + x  y  = ------
	    x	  x


Result:
 2	        sin(x)
x  y  + 3 x y = ------
    x		  x

... Which was correct.

********************** Problem 3 ***************
Input:
soln1 : ode2(%, y, x)


Result:
    %c - cos(x)
y = -----------
	 3
	x

... Which was correct.

********************** Problem 4 ***************
Input:
ic1(soln1, x = %pi, y = 0)


Result:
      cos(x) + 1
y = - ----------
	   3
	  x

... Which was correct.

********************** Problem 5 ***************
Input:
      3
y (y )  + y    = 0
    x	   x x


Result:
	     3
y    + y (y )  = 0
 x x	   x

... Which was correct.

********************** Problem 6 ***************
Input:
soln2 : ode2(%, y, x)


Result:
 3
y  + 6 %k1 y
------------ = x + %k2
     6

... Which was correct.

********************** Problem 7 ***************
Input:
ratsimp(ic2(soln2, x = 0, y = 0, y  = 2))
				  x


Result:
     3
  2 y  - 3 y
- ---------- = x
      6

... Which was correct.

********************** Problem 8 ***************
Input:
bc2(soln2, x = 0, y = 1, x = 1, y = 3)


Result:
 3
y  - 10 y       3
--------- = x - -
    6	        2

... Which was correct.

********************** Problem 9 ***************
Input:
	 2  2  2  2    2  2  2	  2  2  2    2  2
exp : - k  l  m  n  - k  l  n  + k  m  n  + k  n


Result:
   2  2	 2  2	 2  2  2    2  2  2    2  2
- k  l  m  n  + k  m  n  - k  l  n  + k  n

... Which was correct.

********************** Problem 10 ***************
Input:
       2    2
eq1 : l  + k  = 1


Result:
 2    2
l  + k  = 1

... Which was correct.

********************** Problem 11 ***************
Input:
       2    2
eq2 : n  - m  = 1


Result:
 2    2
n  - m  = 1

... Which was correct.

********************** Problem 12 ***************
Input:
scsimp(exp, eq1, eq2)


Result:
 4  4
k  n

... Which was correct.

********************** Problem 13 ***************
Input:
      - k2 k3 - k1 k2 + k1 k4
exq : -----------------------
		  2
		k3


Result:
k1 k4 - k2 k3 - k1 k2
---------------------
	   2
	 k3

... Which was correct.

********************** Problem 14 ***************
Input:
eq3 : k1 k4 - k2 k3 = 0


Result:
k1 k4 - k2 k3 = 0

... Which was correct.

********************** Problem 15 ***************
Input:
eq4 : k3 k4 + k1 k2 = 0


Result:
k3 k4 + k1 k2 = 0

... Which was correct.

********************** Problem 16 ***************
Input:
scsimp(exq, eq3, eq4)


Result:
k4
--
k3

... Which was correct.

********************** Problem 17 ***************
Input:
		    2
exp1 : z + y x + 2 x


Result:
	     2
z + x y + 2 x

... Which was correct.

********************** Problem 18 ***************
Input:
exp2 : - 1 - z + 5 y + 3 x


Result:
- z + 5 y + 3 x - 1

... Which was correct.

********************** Problem 19 ***************
Input:
	    2	     2
exp3 : 5 - y  + x + z


Result:
 2    2
z  - y  + x + 5

... Which was correct.

********************** Problem 20 ***************
Input:
eliminate([exp3, exp2, exp1], [y, z])


Result:
       8	 7	   6	      5		 4	   3	     2
[7425 x  - 1170 x  + 1299 x  + 12076 x  + 22887 x  - 5154 x  - 1291 x  + 7688 x
								       + 15376]

... Which was correct.

********************** Problem 21 ***************
Input:
eqn1 : f(x)  = sin(x) + g(x)
	   x		    x


Result:
f(x)  = g(x)  + sin(x)
    x	    x

... Which was correct.

********************** Problem 22 ***************
Input:
eqn2 : g(x)    = f(x)  - cos(x)
	   x x	     x


Result:
g(x)    = f(x)  - cos(x)
    x x	      x

... Which was correct.

********************** Problem 23 ***************
Input:
atvalue(g(x) , x = 0, a)
	    x


Result:
a

... Which was correct.

********************** Problem 24 ***************
Input:
atvalue(f(x), x = 0, 1)


Result:
1

... Which was correct.
24/24 tests passed.
Running tests in rtest13s: 
********************** Problem 1 ***************
Input:
matchfix({, })


Result:
{

... Which was correct.

********************** Problem 2 ***************
Input:
infix(|)


Result:
|

... Which was correct.

********************** Problem 3 ***************
Input:
exp1 : {x | x > 0}


Result:
{x | x > 0}

... Which was correct.

********************** Problem 4 ***************
Input:
exp2 : {x | x < 2}


Result:
{x | x < 2}

... Which was correct.

********************** Problem 5 ***************
Input:
infix(ou)


Result:
ou

... Which was correct.

********************** Problem 6 ***************
Input:
infix(oi)


Result:
oi

... Which was correct.

********************** Problem 7 ***************
Input:
exp1 ou exp2


Result:
{x | x > 0} ou {x | x < 2}

... Which was correct.

********************** Problem 8 ***************
Input:
exp1 ou exp2


Result:
{x | x > 0} ou {x | x < 2}

... Which was correct.

********************** Problem 9 ***************
Input:
exp1 : {1, 2, 3}


Result:
{1, 2, 3}

... Which was correct.

********************** Problem 10 ***************
Input:
{3, 4, 5}


Result:
{3, 4, 5}

... Which was correct.

********************** Problem 11 ***************
Input:
exp1 ou exp1 ou %


Result:
{1, 2, 3} ou {1, 2, 3} ou {3, 4, 5}

... Which was correct.

********************** Problem 12 ***************
Input:
infix(ou, 100, 100)


Result:
ou

... Which was correct.

********************** Problem 13 ***************
Input:
exp2 : infix(oi, 120, 120)


Result:
oi

... Which was correct.

********************** Problem 14 ***************
Input:
exp1 ou exp1 ou {7}


Result:
{1, 2, 3} ou {1, 2, 3} ou {7}

... Which was correct.

********************** Problem 15 ***************
Input:
OU + x


Result:
OU + x

... Which was correct.

********************** Problem 16 ***************
Input:
OI + x


Result:
OI + x

... Which was correct.

********************** Problem 17 ***************
Input:
remove(ou, operator)


Result:
done

... Which was correct.

********************** Problem 18 ***************
Input:
foo(ou)


Result:
foo(ou)

... Which was correct.
18/18 tests passed.
Running tests in rtest14: 
********************** Problem 1 ***************
Input:
jn(3, 4)


Result:
jn(3, 4)

... Which was correct.

********************** Problem 2 ***************
Input:
j0(1)


Result:
j0(1)

... Which was correct.

********************** Problem 3 ***************
Input:
bessel_j(0, 1.0)


Result:
0.76519768655797

... Which was correct.

********************** Problem 4 ***************
Input:
bessel(2, 3)


Result:
bessel_j(3, 2)

... Which was correct.

********************** Problem 5 ***************
Input:
bessel(2, 3.0)


Result:
0.1289432494744

... Which was correct.

********************** Problem 6 ***************
Input:
bessel_j(3, 2.0)


Result:
0.1289432494744

... Which was correct.

********************** Problem 7 ***************
Input:
bessel_j(- 5, x)


Result:
- bessel_j(5, x)

... Which was correct.

********************** Problem 8 ***************
Input:
bessel_j(- n, x)


Result:
bessel_j(- n, x)

... Which was correct.

********************** Problem 9 ***************
Input:
diff(bessel_j(0, x), x)


Result:
- bessel_j(1, x)

... Which was correct.

********************** Problem 10 ***************
Input:
diff(bessel_j(1, x), x)


Result:
bessel_j(0, x) - bessel_j(2, x)
-------------------------------
	       2

... Which was correct.

********************** Problem 11 ***************
Input:
diff(bessel_y(0, x), x)


Result:
- bessel_y(1, x)

... Which was correct.

********************** Problem 12 ***************
Input:
diff(bessel_y(1, x), x)


Result:
bessel_y(0, x) - bessel_y(2, x)
-------------------------------
	       2

... Which was correct.

********************** Problem 13 ***************
Input:
diff(bessel_i(0, x), x)


Result:
bessel_i(1, x)

... Which was correct.

********************** Problem 14 ***************
Input:
diff(bessel_i(1, x), x)


Result:
		 bessel_i(1, x)
bessel_i(0, x) - --------------
		       x

... Which was correct.

********************** Problem 15 ***************
Input:
diff(bessel_k(0, x), x)


Result:
- bessel_k(1, x)

... Which was correct.

********************** Problem 16 ***************
Input:
diff(bessel_k(1, x), x)


Result:
  bessel_k(1, x)
- -------------- - bessel_k(0, x)
	x

... Which was correct.

********************** Problem 17 ***************
Input:
besselexpand : true


Result:
true

... Which was correct.

********************** Problem 18 ***************
Input:
	 1
bessel_j(-, x)
	 2


Result:
 sqrt(2) sin(x)
-----------------
sqrt(%pi) sqrt(x)

... Which was correct.

********************** Problem 19 ***************
Input:
	 - 1
bessel_j(---, x)
	  2


Result:
 sqrt(2) cos(x)
-----------------
sqrt(%pi) sqrt(x)

... Which was correct.

********************** Problem 20 ***************
Input:
	 3
bessel_j(-, x)
	 2


Result:
		 sin(x)	  cos(x)
sqrt(2) sqrt(x) (------ - ------)
		    2	    x
		   x
---------------------------------
	    sqrt(%pi)

... Which was correct.

********************** Problem 21 ***************
Input:
	 5
bessel_j(-, x)
	 2


Result:
		  3    1	   3 cos(x)
sqrt(2) sqrt(x) ((-- - -) sin(x) - --------)
		   3   x	       2
		  x		      x
--------------------------------------------
		 sqrt(%pi)

... Which was correct.

********************** Problem 22 ***************
Input:
	 - 3
bessel_j(---, x)
	  2


Result:
		   sin(x)   cos(x)
sqrt(2) sqrt(x) (- ------ - ------)
		     x	       2
			      x
-----------------------------------
	     sqrt(%pi)

... Which was correct.

********************** Problem 23 ***************
Input:
	 - 5
bessel_j(---, x)
	  2


Result:
		 3 sin(x)    3	  1
sqrt(2) sqrt(x) (-------- + (-- - -) cos(x))
		     2	      3	  x
		    x	     x
--------------------------------------------
		 sqrt(%pi)

... Which was correct.

********************** Problem 24 ***************
Input:
	 1
bessel_y(-, x)
	 2


Result:
   sqrt(2) cos(x)
- -----------------
  sqrt(%pi) sqrt(x)

... Which was correct.

********************** Problem 25 ***************
Input:
	 - 1
bessel_y(---, x)
	  2


Result:
 sqrt(2) sin(x)
-----------------
sqrt(%pi) sqrt(x)

... Which was correct.

********************** Problem 26 ***************
Input:
	 3
bessel_y(-, x)
	 2


Result:
		   sin(x)   cos(x)
sqrt(2) sqrt(x) (- ------ - ------)
		     x	       2
			      x
-----------------------------------
	     sqrt(%pi)

... Which was correct.

********************** Problem 27 ***************
Input:
	 5
bessel_y(-, x)
	 2


Result:
		   3 sin(x)    3    1
  sqrt(2) sqrt(x) (-------- + (-- - -) cos(x))
		       2        3   x
		      x	       x
- --------------------------------------------
		   sqrt(%pi)

... Which was correct.

********************** Problem 28 ***************
Input:
	 - 3
bessel_y(---, x)
	  2


Result:
		   sin(x)   cos(x)
  sqrt(2) sqrt(x) (------ - ------)
		      2	      x
		     x
- ---------------------------------
	      sqrt(%pi)

... Which was correct.

********************** Problem 29 ***************
Input:
	 - 5
bessel_y(---, x)
	  2


Result:
		  3    1	   3 cos(x)
sqrt(2) sqrt(x) ((-- - -) sin(x) - --------)
		   3   x	       2
		  x		      x
--------------------------------------------
		 sqrt(%pi)

... Which was correct.

********************** Problem 30 ***************
Input:
	 1
bessel_i(-, x)
	 2


Result:
 sqrt(2) sinh(x)
-----------------
sqrt(%pi) sqrt(x)

... Which was correct.

********************** Problem 31 ***************
Input:
	 - 1
bessel_i(---, x)
	  2


Result:
 sqrt(2) cosh(x)
-----------------
sqrt(%pi) sqrt(x)

... Which was correct.

********************** Problem 32 ***************
Input:
	 3
bessel_i(-, x)
	 2


Result:
		 cosh(x)   sinh(x)
sqrt(2) sqrt(x) (------- - -------)
		    x	      2
			     x
-----------------------------------
	     sqrt(%pi)

... Which was correct.

********************** Problem 33 ***************
Input:
	 5
bessel_i(-, x)
	 2


Result:
		  1   3		    3 cosh(x)
sqrt(2) sqrt(x) ((- + --) sinh(x) - ---------)
		  x    3	        2
		      x		       x
----------------------------------------------
		  sqrt(%pi)

... Which was correct.

********************** Problem 34 ***************
Input:
	 - 3
bessel_i(---, x)
	  2


Result:
		 sinh(x)   cosh(x)
sqrt(2) sqrt(x) (------- - -------)
		    x	      2
			     x
-----------------------------------
	     sqrt(%pi)

... Which was correct.

********************** Problem 35 ***************
Input:
	 - 5
bessel_i(---, x)
	  2


Result:
		  1   3		    3 sinh(x)
sqrt(2) sqrt(x) ((- + --) cosh(x) - ---------)
		  x    3	        2
		      x		       x
----------------------------------------------
		  sqrt(%pi)

... Which was correct.

********************** Problem 36 ***************
Input:
	 1
bessel_k(-, x)
	 2


Result:
     %pi    - x
sqrt(---) %e
     2 x

... Which was correct.

********************** Problem 37 ***************
Input:
	 - 1
bessel_k(---, x)
	  2


Result:
     %pi    - x
sqrt(---) %e
     2 x

... Which was correct.

********************** Problem 38 ***************
Input:
	 3
bessel_k(-, x)
	 2


Result:
 1	     %pi    - x
(- + 1) sqrt(---) %e
 x	     2 x

... Which was correct.

********************** Problem 39 ***************
Input:
	 5
bessel_k(-, x)
	 2


Result:
     %pi   3   3	 - x
sqrt(---) (- + -- + 1) %e
     2 x   x    2
	       x

... Which was correct.

********************** Problem 40 ***************
Input:
	 - 3
bessel_k(---, x)
	  2


Result:
 1	     %pi    - x
(- + 1) sqrt(---) %e
 x	     2 x

... Which was correct.

********************** Problem 41 ***************
Input:
	 - 5
bessel_k(---, x)
	  2


Result:
     %pi   3   3	 - x
sqrt(---) (- + -- + 1) %e
     2 x   x    2
	       x

... Which was correct.

********************** Problem 42 ***************
Input:
(assume(p > 0), true)


Result:
true

... Which was correct.

********************** Problem 43 ***************
Input:
(assume(a + 4 p > 0), true)


Result:
true

... Which was correct.

********************** Problem 44 ***************
Input:
besselexpand : false


Result:
false

... Which was correct.

********************** Problem 45 ***************
Input:
	       - a t
	       -----
	 1/2	 4     - p t
specint(t    %e	     %e	    , t)


Result:
 sqrt(%pi)
------------
       a 3/2
2 (p + -)
       4

... Which was correct.

********************** Problem 46 ***************
Input:
prefer_whittaker : true


Result:
true

... Which was correct.

********************** Problem 47 ***************
Input:
(assume(b > 0), true)


Result:
true

... Which was correct.

********************** Problem 48 ***************
Input:
			  2
		       - t
		       ----
			2
		       ----
		 3/4    b     - p t
ratsimp(specint(t    %e	    %e	   , t))


Result:
					   2
					b p
					----		     2
	     5/8	  3	   3	 4		  b p
- sqrt(%pi) b    (3 gamma(-) gamma(-) %e     %m		 (----)
			  8	   4	       - 5/8, 1/4  2
			    2
			 b p
			 ----		        2
	   3	    7	  4		     b p
 - 4 gamma(-) gamma(-) %e     %m	    (----))
	   4	    8	        - 5/8, - 1/4  2
     5/8       3        7
/(2 2    gamma(-) gamma(-) sqrt(p))
	       8        8

... Which was correct.

********************** Problem 49 ***************
Input:
		 - 1
		 ---	    1/2	 1/2
		  2    - 2 a    t      - p t
ratsimp(specint(t    %e		     %e	    , t))


Result:
		 sqrt(a)	 a/p
  sqrt(%pi) (erf(-------) - 1) %e
		 sqrt(p)
- ----------------------------------
	       sqrt(p)

... Which was correct.

********************** Problem 50 ***************
Input:
	 1/2		    1/2	 1/2    - p t
specint(t    bessel_j(1, 2 a    t   ) %e     , t)


Result:
	  - a/p
sqrt(a) %e
---------------
       2
      p

... Which was correct.

********************** Problem 51 ***************
Input:
			2		     - p t
factor(ratsimp(specint(t  bessel_j(1, a t) %e	  , t)))


Result:
   3 a p
------------
  2    2 5/2
(p  + a )

... Which was correct.

********************** Problem 52 ***************
Input:
			p
	 2 p log(----------------)
			   2
   2		 sqrt(1 + p ) - 1
(----- - -------------------------, - diff(%%, p), 
 %pi p			   2
	     %pi sqrt(1 + p )
					  ev(fullratsimp(%%), logexpand : all))


Result:
	2	   2	       2	        2	       2
  sqrt(p  + 1) (2 p  log(sqrt(p  + 1) - 1) - 2 p  log(p)) - 2 p  - 2
- ------------------------------------------------------------------
			   6	      4	       2
		      %pi p  + 2 %pi p  + %pi p

... Which was correct.

********************** Problem 53 ***************
Input:
					- p t
(ev(fullratsimp(specint(t hstruve (t) %e     , t)), logexpand : all), 
				 1
									   %%
								   ratsimp(--))
									   %


Result:
1

... Which was correct.

********************** Problem 54 ***************
Input:
		 3/2	       1/2    - p t
ratsimp(specint(t    hstruve (t	  ) %e	   , t))
			    1


Result:
       1
    - ---
      4 p				  %i		        %i
- %e	  (sqrt(%pi) sqrt(p) (8 %i erf(---------) p - %i erf(---------))
				       2 sqrt(p)	     2 sqrt(p)
							 1
							---
							4 p		   9/2
					        - 2 p %e   )/(8 sqrt(%pi) p   )

... Which was correct.

********************** Problem 55 ***************
Input:
		 a t	     a t    - p t
specint(t %ibes (---) %ibes (---) %e	 , t)
	       0  2	   1  2


Result:
       a t	   a t
%ibes (---) %ibes (---)
     0  2	 1  2
-----------------------
	   2
	  p

... Which was correct.

********************** Problem 56 ***************
Input:
	 3/4	      1		     1	     - p t
specint(t    bessel_j(-, t) bessel_j(-, t) %e	  , t)
		      2		     4


Result:
 1/4	       1	       1
2    %i (------------- - -------------)
	  2 %i	   3/4	      2 %i 3/4
	 (---- + 1)	 (1 - ----)
	   p		       p
---------------------------------------
		   1   3/2
	     gamma(-) p
		   4

... Which was correct.

********************** Problem 57 ***************
Input:
	 5/2	     2 1   1/2	  - p t
specint(t    bessel_y (-, t   ) %e     , t)
		       2


Result:
				  %i	  3/2   - 1/p
	    15 sqrt(%pi) %i erf(-------) p    %e
    - 1/p		        sqrt(p)
4 %e	  ((-----------------------------------------
			       32
			 %i		  - 1/p
   15 sqrt(%pi) %i erf(-------) sqrt(p) %e
		       sqrt(p)
 + --------------------------------------------
			4
			 %i	  - 1/p			       %i       - 1/p
   45 sqrt(%pi) %i erf(-------) %e	  5 sqrt(%pi) %i erf(-------) %e
		       sqrt(p)				     sqrt(p)
 - ------------------------------------ + -----------------------------------
		4 sqrt(p)				  3/2
							 p
		      %i       - 1/p
   sqrt(%pi) %i erf(-------) %e
		    sqrt(p)	       15 p   19     1	   73	 1/p
 - --------------------------------- + ---- + --- - ---- - --) %e   /sqrt(p)
		   5/2		        16    4 p      2   8
		2 p				    2 p
				    %i		     - 1/p
	      15 sqrt(%pi) %i erf(-------) sqrt(p) %e
				  sqrt(p)
 + sqrt(p) (- --------------------------------------------
				   16
			 %i	  - 1/p			        %i	 - 1/p
   45 sqrt(%pi) %i erf(-------) %e	  15 sqrt(%pi) %i erf(-------) %e
		       sqrt(p)				      sqrt(p)
 + ------------------------------------ - ------------------------------------
		8 sqrt(p)				    3/2
							 4 p
		      %i       - 1/p
   sqrt(%pi) %i erf(-------) %e
		    sqrt(p)	        7     1	    33	  1/p
 + --------------------------------- - --- + ---- + --) %e   /2
		   5/2		       2 p      2   8
		2 p			     2 p
			    %i		     - 1/p
      15 sqrt(%pi) %i erf(-------) sqrt(p) %e
			  sqrt(p)
 + (- --------------------------------------------
			   16
			 %i	  - 1/p			        %i	 - 1/p
   45 sqrt(%pi) %i erf(-------) %e	  15 sqrt(%pi) %i erf(-------) %e
		       sqrt(p)				      sqrt(p)
 + ------------------------------------ - ------------------------------------
		8 sqrt(p)				    3/2
							 4 p
		      %i       - 1/p
   sqrt(%pi) %i erf(-------) %e
		    sqrt(p)	        7     1	    33	  1/p
 + --------------------------------- - --- + ---- + --) %e   /sqrt(p))
		   5/2		       2 p      2   8
		2 p			     2 p
	 7/2
/(3 %pi p   )

This is a known error in Maxima. The correct result is:
			    %i		     - 1/p
       - sqrt(%pi) %i erf(-------) sqrt(p) %e
			  sqrt(p)
(- 12 (-------------------------------------------
			    2
			     %i		      - 1/p
	  sqrt(%pi) %i erf(-------) sqrt(p) %e
      p			   sqrt(p)
 + 2 (- + -----------------------------------------
      2			      2
		      %i      3/2   - 1/p
   sqrt(%pi) %i erf(-------) p	  %e
		    sqrt(p)
 + --------------------------------------)/p
		     4
					%i		 - 1/p
	       2   - sqrt(%pi) %i erf(-------) sqrt(p) %e
    - p	  - 3 p			      sqrt(p)
 + (--- + ------ + -------------------------------------------
     2	    4			        2
		      %i      3/2   - 1/p
   sqrt(%pi) %i erf(-------) p	  %e
		    sqrt(p)
 - --------------------------------------
		     2
			  %i	  5/2   - 1/p
   - 3 sqrt(%pi) %i erf(-------) p    %e
			sqrt(p)		        2	  4
 + ------------------------------------------)/p ))/(%pi p )
		       8

********************** Problem 58 ***************
Input:
	 1/2	     2 1   1/2	  - p t
specint(t    bessel_j (-, t   ) %e     , t)
		       2


Result:
	   %i	    - 1/p
  %i erf(-------) %e
	 sqrt(p)
- -----------------------
		 3/2
      sqrt(%pi) p

... Which was correct.

********************** Problem 59 ***************
Input:
			1/2		     - p t
factor(ratsimp(specint(t    bessel_i(1, t) %e	  , t)))


Result:
			     1		  p
3 sqrt(%pi) assoc_legendre_p(-, - 1, ------------)
			     2		   2
				     sqrt(p  - 1)
--------------------------------------------------
		      2	    3/4
		  4 (p  - 1)

... Which was correct.

********************** Problem 60 ***************
Input:
		    1/2	   - p t
specint(t %h	  (t   ) %e     , t)
	    2/3, 1


Result:
					 1
				      - ---
	     1		        1       8 p
  4 %i gamma(-) %m	    (- ---) %e
	     3	  - 3/2, 1/3   4 p
- -----------------------------------------
	     5/6	       2   3/2
      3 (- 1)    sqrt(3) gamma(-) p
			       3
				       1
				    - ---
	   1		      1	      8 p
   4 gamma(-) %m	  (- ---) %e
	   3    - 3/2, 1/3   4 p
 + --------------------------------------
		 5/6	   2   3/2
	  3 (- 1)    gamma(-) p
			   3
					    1
					 - ---
	      2			   1	   8 p
   8 %i gamma(-) %m	       (- ---) %e
	      3	   - 3/2, - 1/3	  4 p
 - -------------------------------------------
	       1/6		 1   3/2
	3 (- 1)	   sqrt(3) gamma(-) p
				 3

... Which was correct.

********************** Problem 61 ***************
Input:
	 1/2		   - p t
specint(t    %h	     (t) %e     , t)
	       3/4, 2


Result:
			    1  3       1	      3
sqrt(2) %i assoc_legendre_p(-, -, ------------) gamma(-)
			    2  4       1	      4
				  sqrt(-- + 1)
					2
				       p
--------------------------------------------------------
		     1	    3/4	 3/2
		    (-- + 1)    p
		      2
		     p
	      1			  1    3       1
   5 %i gamma(-) assoc_legendre_p(-, - -, ------------)
	      4			  2    4       1
					  sqrt(-- + 1)
						2
					       p
 + ----------------------------------------------------
		       1      3/4  3/2
		   16 (-- + 1)	  p
			2
		       p
	   1		       1    3	    1
   5 gamma(-) assoc_legendre_p(-, - -, ------------)
	   4		       2    4	    1
				       sqrt(-- + 1)
					     2
					    p
 + -------------------------------------------------
		      1	     3/4  3/2
		  16 (-- + 1)    p
		       2
		      p

... Which was correct.

********************** Problem 62 ***************
Input:
	 3/2		   - p t
specint(t    %h	     (t) %e     , t)
	       1/2, 1


Result:
				       1	   2
			 sqrt(2) %i (------ - ------------)
				     1	       1      2	 2
				     -- + 1   (-- + 1)  p
				      2	        2
      2 sqrt(2)			     p	       p
---------------------- - ----------------------------------
	   1	  2  3			       2
sqrt(%pi) (-- + 1)  p		    sqrt(%pi) p
	    2
	   p

... Which was correct.

********************** Problem 63 ***************
Input:
	 3/2		        - t
specint(t    bessel_y(1, a t) %e   , t)


Result:
		      3		   1
  15 assoc_legendre_q(-, - 1, ------------)
		      2		    2
			      sqrt(a  + 1)
- -----------------------------------------
			 2     5/4
	   4 sqrt(%pi) (a  + 1)

This is a known error in Maxima. The correct result is:
	 1	  3/4		 1			 1
15 %i (------ - 1)    (--------------------- + ---------------------)
	    2			      2	 3/2		      2	 3/2
       1 + a	       (1 - sqrt(1 + a ))      (1 + sqrt(1 + a ))
---------------------------------------------------------------------
					2
			   16 sqrt(1 + a )

********************** Problem 64 ***************
Input:
		 3/2		   - p t
ratsimp(specint(t    %m	     (t) %e     , t))
		       1/2, 1


Result:
	      192 p - 32
--------------------------------------
    5	    4	    3	   2
32 p  + 16 p  - 16 p  - 8 p  + 2 p + 1

... Which was correct.

********************** Problem 65 ***************
Input:
(assume(p > a), true)


Result:
true

... Which was correct.

********************** Problem 66 ***************
Input:
	  a t  2      1/2    - p t
specint(%e    t  erf(t	 ) %e	  , t)


Result:
	   1			 2			     1
15 (--------------- - ------------------------ + -------------------------)
	   1			   1	   3/2		  2    1       5/2
    sqrt(----- + 1)   3 (p - a) (----- + 1)	 5 (p - a)  (----- + 1)
	 p - a			 p - a			     p - a
---------------------------------------------------------------------------
					7/2
			       4 (p - a)

... Which was correct.

********************** Problem 67 ***************
Input:
(assume(v > 0), true)


Result:
true

... Which was correct.

********************** Problem 68 ***************
Input:
radcan(specint(bessel_j(v, a t) exp(- p t), t))


Result:
		 v
		a
----------------------------------
      2	   2	     2	  2	 v
sqrt(p  + a ) (sqrt(p  + a ) + p)

... Which was correct.

********************** Problem 69 ***************
Input:
	       bessel_j(v, a t) exp(- p t)
radcan(specint(---------------------------, t))
			    t


Result:
	    v
	   a  gamma(v)
---------------------------------
       2    2	   v
(sqrt(p  + a ) + p)  gamma(v + 1)

... Which was correct.

********************** Problem 70 ***************
Input:
		v
radcan(specint(t  bessel_j(v, a t) exp(- p t), t))


Result:
	v
       a  gamma(2 v + 1)
--------------------------------
	 2 v + 1
	 -------
  2    2    2	  v
(p  + a )        2  gamma(v + 1)

... Which was correct.

********************** Problem 71 ***************
Input:
(assume(1 + u + v > 0), true)


Result:
true

... Which was correct.

********************** Problem 72 ***************
Input:
(assume(a > 0), true)


Result:
true

... Which was correct.

********************** Problem 73 ***************
Input:
		u
radcan(specint(t  bessel_j(v, a t) exp(- p t), t))


Result:
				     p
assoc_legendre_p(- u - 1, - v, -------------) gamma(v + u + 1)
				     2	  2
			       sqrt(p  + a )
--------------------------------------------------------------
				 u + 1
				 -----
			  2    2   2
			(p  + a )

... Which was correct.

********************** Problem 74 ***************
Input:
specint(bessel_j(0, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
  - a/p
%e
-------
   p

... Which was correct.

********************** Problem 75 ***************
Input:
specint(sqrt(t) bessel_j(1, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
	  - a/p
sqrt(a) %e
---------------
       2
      p

... Which was correct.

********************** Problem 76 ***************
Input:
	 - 1
	 ---
	  2
specint(t    bessel_j(1, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
				a
			     - ---
		   1   a       2 p
sqrt(%pi) bessel_i(-, ---) %e
		   2  2 p
----------------------------------
	     sqrt(p)

... Which was correct.

********************** Problem 77 ***************
Input:
	 v/2
specint(t    bessel_j(v, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
 v/2  - v - 1   - a/p
a    p	      %e

... Which was correct.

********************** Problem 78 ***************
Input:
	 - v
	 ---
	  2
specint(t    bessel_j(v, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
 v - 1	 - a/p			  a
p      %e      v %gammagreek(v, - -)
				  p
------------------------------------
       v/2      v
      a	   (- 1)  gamma(v + 1)

... Which was correct.

********************** Problem 79 ***************
Input:
	 v/2 - 1
specint(t        bessel_j(v, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
			  a
v gamma(v) %gammagreek(v, -)
			  p
----------------------------
      v/2
     a	  gamma(v + 1)

... Which was correct.

********************** Problem 80 ***************
Input:
prefer_whittaker : true


Result:
true

... Which was correct.

********************** Problem 81 ***************
Input:
(assume(1 + 2 u + 2 v > 0), true)


Result:
true

... Which was correct.

********************** Problem 82 ***************
Input:
	 u - 1/2
specint(t        bessel_j(2 v, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
		   a
		- ---
	   a	  2 p	   - v - 1/2		   1
%m      (- -) %e      (- 1)	     gamma(v + u + -)
  - u, v   p					   2
-----------------------------------------------------
		       u
	      sqrt(a) p  gamma(2 v + 1)

... Which was correct.

********************** Problem 83 ***************
Input:
prefer_whittaker : false


Result:
false

... Which was correct.

********************** Problem 84 ***************
Input:
(assume(u + v > 0), true)


Result:
true

... Which was correct.

********************** Problem 85 ***************
Input:
	 u - 1
specint(t      bessel_j(2 v, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
 v  - v - u					      a
a  p	    gamma(v + u) %f    ([v + u], [2 v + 1], - -)
			   1, 1			      p
--------------------------------------------------------
		     gamma(2 v + 1)

... Which was correct.

********************** Problem 86 ***************
Input:
						 1
expand(factor(radcan(specint(exp(- p t) bessel_y(-, a t), t))))
						 6


Result:
		     1/6		        2    2	    1/6
	    sqrt(3) a		       2 (sqrt(p  + a ) + p)
------------------------------------ - ------------------------
      2	   2	     2	  2	 1/6	   1/6	     2	  2
sqrt(p  + a ) (sqrt(p  + a ) + p)	  a    sqrt(p  + a )

... Which was correct.

********************** Problem 87 ***************
Input:
(assume(v1 > 0, v1 < 1), true)


Result:
true

... Which was correct.

********************** Problem 88 ***************
Input:
expand(factor(radcan(specint(exp(- p t) bessel_y(v1, a t), t))))


Result:
	   v1					 2    2	     v1
	  a   cot(%pi v1)		  (sqrt(p  + a ) + p)
----------------------------------- - -----------------------------
      2	   2	     2	  2	 v1    v1       2    2
sqrt(p  + a ) (sqrt(p  + a ) + p)     a	  sqrt(p  + a ) sin(%pi v1)

... Which was correct.

********************** Problem 89 ***************
Input:
(assume(u > 0, v > 0, lam > 0), true)


Result:
true

... Which was correct.

********************** Problem 90 ***************
Input:
	 lam - 1
specint(t        bessel_j(2 u, 2 sqrt(a) sqrt(t))
			        bessel_j(2 v, 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
 v + u  - v - u - lam
a      p	      gamma(v + u + lam)
		 1
 %f    ([v + u + -, v + u + 1, v + u + lam], 
   3, 3		 2
				     4 a
[2 u + 1, 2 v + 1, 2 v + 2 u + 1], - ---)/(gamma(2 u + 1) gamma(2 v + 1))
				      p

... Which was correct.

********************** Problem 91 ***************
Input:
specint(bessel_y(0, a t) exp(- p t), t)


Result:
			p
  2 legendre_q(0, -------------)
			2    2
		  sqrt(p  + a )
- ------------------------------
		  2    2
	%pi sqrt(p  + a )

... Which was correct.

********************** Problem 92 ***************
Input:
specint(t bessel_y(0, a t) exp(- p t), t)


Result:
			p
  2 legendre_q(1, -------------)
			2    2
		  sqrt(p  + a )
- ------------------------------
		2    2
	  %pi (p  + a )

... Which was correct.

********************** Problem 93 ***************
Input:
specint(t bessel_y(1, a t) exp(- p t), t)


Result:
				   p
  4 assoc_legendre_q(1, - 1, -------------)
				   2    2
			     sqrt(p  + a )
- -----------------------------------------
		      2	   2
		%pi (p  + a )

... Which was correct.

********************** Problem 94 ***************
Input:
	   1
hgfred([s, - + s], [2 + 2 s], z)
	   2
				       - 1
				       ---
	1 + 2 s	       3/2	        2	      1
	------- (1 - z)	   diff((1 - z)	   hgfred([s, - + s], [1 + 2 s], z), z)
	 1 + s					      2
      - -----------------------------------------------------------------------
					 1
					 - + s
					 2


Result:
0

... Which was correct.

********************** Problem 95 ***************
Input:
	       1
hgfred([2 + s, - + s], [1 + 2 s], z)
	       2
		      1 - s
		     z		  1 + s		   1
		     ------ diff(z      hgfred([s, - + s], [1 + 2 s], z), z, 2)
		       s			   2
		   - ----------------------------------------------------------
					       1 + s


Result:
0

... Which was correct.

********************** Problem 96 ***************
Input:
closeto(e, tol) := block([numer : true, abse], abse : abs(e), 
					     if abse < tol then true else abse)


Result:
closeto(e, tol) := block([numer : true, abse], abse : abs(e), 
					     if abse < tol then true else abse)

... Which was correct.

********************** Problem 97 ***************
Input:
diff(airy_ai(x), x)


Result:
airy_dai(x)

... Which was correct.

********************** Problem 98 ***************
Input:
diff(airy_dai(x), x)


Result:
x airy_ai(x)

... Which was correct.

********************** Problem 99 ***************
Input:
diff(airy_bi(x), x)


Result:
airy_dbi(x)

... Which was correct.

********************** Problem 100 ***************
Input:
diff(airy_dbi(x), x)


Result:
x airy_bi(x)

... Which was correct.

********************** Problem 101 ***************
Input:
diff(airy_ai(x), x, 2) - x airy_ai(x)


Result:
0

... Which was correct.

********************** Problem 102 ***************
Input:
diff(airy_bi(x), x, 2) - x airy_bi(x)


Result:
0

... Which was correct.

********************** Problem 103 ***************
Input:
	 - 2
	 ---
	  3
	3
(c1 : --------, closeto(airy_ai(0) - c1, 1.0000000000000001E-15))
	    2
      gamma(-)
	    3


Result:
true

... Which was correct.

********************** Problem 104 ***************
Input:
	airy_bi(0)
closeto(---------- - c1, 1.0000000000000001E-15)
	 sqrt(3)


Result:
true

... Which was correct.

********************** Problem 105 ***************
Input:
	 - 1
	 ---
	  3
	3
(c2 : --------, closeto(- c2 - airy_dai(0), 1.0000000000000001E-15))
	    1
      gamma(-)
	    3


Result:
true

... Which was correct.

********************** Problem 106 ***************
Input:
	airy_dbi(0)
closeto(----------- - c2, 1.0E-14)
	  sqrt(3)


Result:
true

... Which was correct.

********************** Problem 107 ***************
Input:
			- 1
AS_10_4_10(z) := expand(--- - airy_bi(z) airy_dai(z) + airy_ai(z) airy_dbi(z))
			%pi


Result:
			- 1
AS_10_4_10(z) := expand(--- - airy_bi(z) airy_dai(z) + airy_ai(z) airy_dbi(z))
			%pi

... Which was correct.

********************** Problem 108 ***************
Input:
closeto(AS_10_4_10(1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 109 ***************
Input:
closeto(AS_10_4_10(%i + 1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 110 ***************
Input:
closeto(AS_10_4_10(%i), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 111 ***************
Input:
closeto(AS_10_4_10(%i - 1), 2.0000000000000002E-15)


Result:
true

... Which was correct.

********************** Problem 112 ***************
Input:
closeto(AS_10_4_10(- 1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 113 ***************
Input:
closeto(AS_10_4_10(- %i - 1), 2.0000000000000002E-15)


Result:
true

... Which was correct.

********************** Problem 114 ***************
Input:
closeto(AS_10_4_10(- %i), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 115 ***************
Input:
closeto(AS_10_4_10(1 - %i), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 116 ***************
Input:
						       z	   1
			       3/2		  sqrt(-) bessel_k(-, y)
			    2 z			       3	   3
AS_10_4_14(z) := block([y : ------], airy_ai(z) - ----------------------)
			      3				   %pi


Result:
						       z	   1
			       3/2		  sqrt(-) bessel_k(-, y)
			    2 z			       3	   3
AS_10_4_14(z) := block([y : ------], airy_ai(z) - ----------------------)
			      3				   %pi

... Which was correct.

********************** Problem 117 ***************
Input:
closeto(AS_10_4_14(1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 118 ***************
Input:
closeto(AS_10_4_14(2), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 119 ***************
Input:
closeto(AS_10_4_14(5), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 120 ***************
Input:
closeto(AS_10_4_14(10), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 121 ***************
Input:
				   3/2
			    2 (- z)
AS_10_4_15(z) := block([y : ----------], 
				3
						     - 1	        1
				 sqrt(- z) (bessel_j(---, y) + bessel_j(-, y))
						      3		        3
		    airy_ai(z) - ---------------------------------------------)
						       3


Result:
				   3/2
			    2 (- z)
AS_10_4_15(z) := block([y : ----------], 
				3
						     - 1	        1
				 sqrt(- z) (bessel_j(---, y) + bessel_j(-, y))
						      3		        3
		    airy_ai(z) - ---------------------------------------------)
						       3

... Which was correct.

********************** Problem 122 ***************
Input:
closeto(AS_10_4_15(- 1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 123 ***************
Input:
closeto(AS_10_4_15(- 2), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 124 ***************
Input:
closeto(AS_10_4_15(- 5), 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 125 ***************
Input:
closeto(AS_10_4_15(- 10), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 126 ***************
Input:
						2
				     z bessel_k(-, y)
						3
			       3/2   ----------------
			    2 z		 sqrt(3)
AS_10_4_16(z) := block([y : ------], ---------------- + airy_dai(z))
			      3		   %pi


Result:
						2
				     z bessel_k(-, y)
						3
			       3/2   ----------------
			    2 z		 sqrt(3)
AS_10_4_16(z) := block([y : ------], ---------------- + airy_dai(z))
			      3		   %pi

... Which was correct.

********************** Problem 127 ***************
Input:
closeto(AS_10_4_16(1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 128 ***************
Input:
closeto(AS_10_4_16(2), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 129 ***************
Input:
closeto(AS_10_4_16(5), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 130 ***************
Input:
closeto(AS_10_4_16(10), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 131 ***************
Input:
				   3/2
			    2 (- z)
AS_10_4_17(z) := block([y : ----------], 
				3
						     - 2	        2
					 z (bessel_j(---, y) - bessel_j(-, y))
						      3		        3
			   airy_dai(z) - -------------------------------------)
							   3


Result:
				   3/2
			    2 (- z)
AS_10_4_17(z) := block([y : ----------], 
				3
						     - 2	        2
					 z (bessel_j(---, y) - bessel_j(-, y))
						      3		        3
			   airy_dai(z) - -------------------------------------)
							   3

... Which was correct.

********************** Problem 132 ***************
Input:
closeto(AS_10_4_17(- 1), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 133 ***************
Input:
closeto(AS_10_4_17(- 2), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 134 ***************
Input:
closeto(AS_10_4_17(- 5), 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 135 ***************
Input:
closeto(AS_10_4_17(- 10), 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 136 ***************
Input:
airy_ai(%i)


Result:
airy_ai(%i)

... Which was correct.

********************** Problem 137 ***************
Input:
floatnump(realpart(airy_ai(1.0 %i)))


Result:
true

... Which was correct.

********************** Problem 138 ***************
Input:
kill(c1, c2, AS_10_4_10, AS_10_4_14, AS_10_4_15, AS_10_4_16, AS_10_4_17)


Result:
done

... Which was correct.

********************** Problem 139 ***************
Input:
	      1
closeto(gamma(-) - 1.772453850905516, 2.0000000000000002E-15)
	      2


Result:
true

... Which was correct.

********************** Problem 140 ***************
Input:
	      1
closeto(gamma(-) - 2.678938534707748, 2.0000000000000002E-15)
	      3


Result:
true

... Which was correct.

********************** Problem 141 ***************
Input:
	      7
closeto(gamma(-) - 0.91906252684888, 1.0000000000000001E-15)
	      4


Result:
true

... Which was correct.

********************** Problem 142 ***************
Input:
closeto(gamma(%i + 1) - (0.49801566811836 - 0.15494982830181 %i), 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 143 ***************
Input:
closeto(gamma(5 %i + 1) - (- 0.00135851941753 %i - 0.00169966449436), 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 144 ***************
Input:
closeto(gamma(3 %i + 2) - (0.09177428743526 %i - 0.08239527266561), 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 145 ***************
Input:
closeto(bessel_j(0, 1.0) - 0.76519768655797, 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 146 ***************
Input:
closeto(bessel_y(0, 1.0) - 0.088256964215677, 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 147 ***************
Input:
closeto(bessel_i(0, 1.0) - 1.266065877752009, 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 148 ***************
Input:
closeto(bessel_k(0, 1.0) - 0.42102443824071, 1.0E-14)


Result:
true

... Which was correct.

********************** Problem 149 ***************
Input:
kill(closeto)


Result:
done

... Which was correct.

********************** Problem 150 ***************
Input:
		    2
	 - 3	 - t
	 ---	 ----
	  2	  8
specint(t    exp(----) exp(- p t), t)
		  a


Result:
	     2
	    t
	  - --- - p t
	    8 a
	%e
specint(-------------, t)
	     3/2
	    t

... Which was correct.

********************** Problem 151 ***************
Input:
	     - 3
	     ---
	      2
specint((2 t)    exp(- 2 sqrt(a) sqrt(t)) exp(- p t), t)


Result:
	  - p t - 2 sqrt(a) sqrt(t)
	%e
specint(---------------------------, t)
		     3/2
		  8 t

... Which was correct.

********************** Problem 152 ***************
Input:
		   1
		   -
	 v - 1	   8
specint(t      exp(-) exp(- p t), t)
		   t


Result:
		  1
		 --- - p t
	 v - 1	 8 t
specint(t      %e	  , t)

... Which was correct.

********************** Problem 153 ***************
Input:
	exp(- p t)
specint(----------, t)
	    t


Result:
	  - p t
	%e
specint(-------, t)
	   t

... Which was correct.

********************** Problem 154 ***************
Input:
(assume(p > 3), 0)


Result:
0

... Which was correct.

********************** Problem 155 ***************
Input:
	   1
specint(8 t  exp(3 t) bessel_y(3, t) exp(- p t), t)


Result:
			     - (p - 3) t
specint(8 bessel_y(3, t) t %e	        , t)

... Which was correct.

********************** Problem 156 ***************
Input:
	   1
specint(8 t  exp(3 t) bessel_y(8, 7 sqrt(t)) exp(- p t), t)


Result:
				     - (p - 3) t
specint(8 bessel_y(8, 7 sqrt(t)) t %e	        , t)

... Which was correct.

********************** Problem 157 ***************
Input:
	   1			     3/2
specint(8 t  exp(3 t) bessel_y(8, 7 t   ) exp(- p t), t)


Result:
			 3/2	  - (p - 3) t
specint(8 bessel_y(8, 7 t   ) t %e	     , t)

... Which was correct.

********************** Problem 158 ***************
Input:
(assume(t > 0, v2 > 1), radcan(specint(bessel_i(- v2, t) exp(- p t), t)))


Result:
	  %i %pi v2 - 2 p t
	  -----------------
		  2
	%e		    bessel_i(- v2, t)
specint(-------------------------------------, t)
			   v2/2
		      (- 1)

... Which was correct.
158/158 tests passed.
Running tests in rtest15: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
apropos('tr_optimize_max_loop)


Result:
[tr_optimize_max_loop]

... Which was correct.

********************** Problem 3 ***************
Input:
	   log(x)
integrate(3	 , x)


Result:
    1
 (------ + 1) log(x)
  log(3)
3
--------------------
   1
(------ + 1) log(3)
 log(3)

... Which was correct.

********************** Problem 4 ***************
Input:
		     1
integrate(sqrt(- 2 + - + x), x, 0, 1)
		     x


Result:
4
-
3

... Which was correct.

********************** Problem 5 ***************
Input:
	  exp(- k t)
integrate(----------, t)
	  sqrt(k t)


Result:
sqrt(%pi) erf(sqrt(k t))
------------------------
	   k

... Which was correct.

********************** Problem 6 ***************
Input:
kill(t, k)


Result:
done

... Which was correct.

********************** Problem 7 ***************
Input:
integrate(sqrt(k t) t, t)


Result:
   2
2 t  sqrt(k t)
--------------
      5

... Which was correct.

********************** Problem 8 ***************
Input:
		     1/3
integrate(sqrt(k t) t   , t)


Result:
   4/3
6 t    sqrt(k t)
----------------
       11

... Which was correct.

********************** Problem 9 ***************
Input:
	  sqrt(k t)
integrate(---------, t)
	     3/2
	    t


Result:
sqrt(k t) log(t)
----------------
    sqrt(t)

... Which was correct.

********************** Problem 10 ***************
Input:
	  sqrt(k t)
integrate(---------, t)
	   sqrt(t)


Result:
sqrt(t) sqrt(k t)

... Which was correct.

********************** Problem 11 ***************
Input:
kill(t, k)


Result:
done

... Which was correct.

********************** Problem 12 ***************
Input:
block([context : 'foobar], assume(1 + n < 0), declare(n, integer), 
								n
					    errcatch(integrate(x , x, 0, inf)))


Result:
Integral is divergent
[]

... Which was correct.

********************** Problem 13 ***************
Input:
error


Result:
[Integral is divergent]

... Which was correct.

********************** Problem 14 ***************
Input:
killcontext('foobar)


Result:
done

... Which was correct.

********************** Problem 15 ***************
Input:
l : [1, 2, 3, 4, 5, 6, 7, 8, 9, 10]


Result:
[1, 2, 3, 4, 5, 6, 7, 8, 9, 10]

... Which was correct.

********************** Problem 16 ***************
Input:
first(l)


Result:
1

... Which was correct.

********************** Problem 17 ***************
Input:
second(l)


Result:
2

... Which was correct.

********************** Problem 18 ***************
Input:
third(l)


Result:
3

... Which was correct.

********************** Problem 19 ***************
Input:
fourth(l)


Result:
4

... Which was correct.

********************** Problem 20 ***************
Input:
fifth(l)


Result:
5

... Which was correct.

********************** Problem 21 ***************
Input:
sixth(l)


Result:
6

... Which was correct.

********************** Problem 22 ***************
Input:
seventh(l)


Result:
7

... Which was correct.

********************** Problem 23 ***************
Input:
eighth(l)


Result:
8

... Which was correct.

********************** Problem 24 ***************
Input:
ninth(l)


Result:
9

... Which was correct.

********************** Problem 25 ***************
Input:
tenth(l)


Result:
10

... Which was correct.

********************** Problem 26 ***************
Input:
assoc(1, [x = 2])


Result:
false

... Which was correct.

********************** Problem 27 ***************
Input:
assoc(x, [x = 2])


Result:
2

... Which was correct.

********************** Problem 28 ***************
Input:
assoc(1, [x = 2], foobar)


Result:
foobar

... Which was correct.

********************** Problem 29 ***************
Input:
primep(80630964769)


Result:
true

... Which was correct.

********************** Problem 30 ***************
Input:
integrate(diff(f(x, y), x, 1, y, 1), x)


Result:
f(x, y)
       y

... Which was correct.

********************** Problem 31 ***************
Input:
integrate(diff(f(x, y), x, 1, y, 1), y)


Result:
f(x, y)
       x

... Which was correct.

********************** Problem 32 ***************
Input:
h(x, y) := x y diff(f(x, y), x, 1, y, 1)


Result:
h(x, y) := x y diff(f(x, y), x, 1, y, 1)

... Which was correct.

********************** Problem 33 ***************
Input:
integrate(h(x, y), x)


Result:
 /
 [
(I x f(x, y)    dx) y
 ]	    x y
 /

... Which was correct.

********************** Problem 34 ***************
Input:
integrate(h(x, y), y)


Result:
  /
  [
x I f(x, y)    y dy
  ]	   x y
  /

... Which was correct.

********************** Problem 35 ***************
Input:
	  sin(3 a)
trigrat(------------)
	    %pi
	sin(--- + a)
	     3


Result:
sqrt(3) sin(2 a) + cos(2 a) - 1

... Which was correct.

********************** Problem 36 ***************
Input:
f(x) := 2 + x


Result:
f(x) := 2 + x

... Which was correct.

********************** Problem 37 ***************
Input:
f(2)


Result:
4

... Which was correct.

********************** Problem 38 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 39 ***************
Input:
f(2)


Result:
4

... Which was correct.

********************** Problem 40 ***************
Input:
define_variable(qwerty, 1, fixnum)


Result:
1

... Which was correct.

********************** Problem 41 ***************
Input:
f() := apply(lambda([u], qwerty + u), [1])


Result:
f() := apply(lambda([u], qwerty + u), [1])

... Which was correct.

********************** Problem 42 ***************
Input:
f()


Result:
2

... Which was correct.

********************** Problem 43 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 44 ***************
Input:
f()


Result:
2

... Which was correct.

********************** Problem 45 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 46 ***************
Input:
f()


Result:
2

... Which was correct.

********************** Problem 47 ***************
Input:
f(x) := apply(lambda([u], x + u), [1])


Result:
f(x) := apply(lambda([u], x + u), [1])

... Which was correct.

********************** Problem 48 ***************
Input:
f(1)


Result:
2

... Which was correct.

********************** Problem 49 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 50 ***************
Input:
f(1)


Result:
2

... Which was correct.

********************** Problem 51 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 52 ***************
Input:
f(1)


Result:
2

... Which was correct.

********************** Problem 53 ***************
Input:
f(x, qwerty) := apply(lambda([u], qwerty + x + u), [1])


Result:
f(x, qwerty) := apply(lambda([u], qwerty + x + u), [1])

... Which was correct.

********************** Problem 54 ***************
Input:
f(1, 0)


Result:
2

... Which was correct.

********************** Problem 55 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 56 ***************
Input:
f(1, 0)


Result:
2

... Which was correct.

********************** Problem 57 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 58 ***************
Input:
f(1, 0)


Result:
2

... Which was correct.

********************** Problem 59 ***************
Input:
f(x) := apply(lambda([u], apply(lambda([v], qwerty + v), [u]) + x), [- 1])


Result:
f(x) := apply(lambda([u], apply(lambda([v], qwerty + v), [u]) + x), [- 1])

... Which was correct.

********************** Problem 60 ***************
Input:
f(2)


Result:
2

... Which was correct.

********************** Problem 61 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 62 ***************
Input:
f(2)


Result:
2

... Which was correct.

********************** Problem 63 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 64 ***************
Input:
f(2)


Result:
2

... Which was correct.

********************** Problem 65 ***************
Input:
f() := apply(lambda([u, [v]], [qwerty + u, v]), [0, 2, 3])


Result:
f() := apply(lambda([u, [v]], [qwerty + u, v]), [0, 2, 3])

... Which was correct.

********************** Problem 66 ***************
Input:
f()


Result:
[1, [2, 3]]

... Which was correct.

********************** Problem 67 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 68 ***************
Input:
f()


Result:
[1, [2, 3]]

... Which was correct.

********************** Problem 69 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 70 ***************
Input:
f()


Result:
[1, [2, 3]]

... Which was correct.

********************** Problem 71 ***************
Input:
f(x) := apply(lambda([u, [v]], [x + u, v]), [0, 2, 3])


Result:
f(x) := apply(lambda([u, [v]], [x + u, v]), [0, 2, 3])

... Which was correct.

********************** Problem 72 ***************
Input:
f(1)


Result:
[1, [2, 3]]

... Which was correct.

********************** Problem 73 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 74 ***************
Input:
f(1)


Result:
[1, [2, 3]]

... Which was correct.

********************** Problem 75 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 76 ***************
Input:
f(1)


Result:
[1, [2, 3]]

... Which was correct.

********************** Problem 77 ***************
Input:
f(n) := sum(apply(lambda([x], x + i), [i]), i, 1, n)


Result:
f(n) := sum(apply(lambda([x], x + i), [i]), i, 1, n)

... Which was correct.

********************** Problem 78 ***************
Input:
f(3)


Result:
12

... Which was correct.

********************** Problem 79 ***************
Input:
translate(f)


Result:
[f]

... Which was correct.

********************** Problem 80 ***************
Input:
f(3)


Result:
12

... Which was correct.

********************** Problem 81 ***************
Input:
compile(f)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[f]

... Which was correct.

********************** Problem 82 ***************
Input:
f(3)


Result:
12

... Which was correct.

********************** Problem 83 ***************
Input:
kill(qwerty, f)


Result:
done

... Which was correct.

********************** Problem 84 ***************
Input:
f(x) := 3 + x


Result:
f(x) := 3 + x

... Which was correct.

********************** Problem 85 ***************
Input:
kill(f)


Result:
done

... Which was correct.

********************** Problem 86 ***************
Input:
sin(%i z)


Result:
%i sinh(z)

... Which was correct.

********************** Problem 87 ***************
Input:
cos(%i z)


Result:
cosh(z)

... Which was correct.

********************** Problem 88 ***************
Input:
tan(%i z)


Result:
%i tanh(z)

... Which was correct.

********************** Problem 89 ***************
Input:
csc(%i z)


Result:
- %i csch(z)

... Which was correct.

********************** Problem 90 ***************
Input:
sec(%i z)


Result:
sech(z)

... Which was correct.

********************** Problem 91 ***************
Input:
cot(%i z)


Result:
- %i coth(z)

... Which was correct.

********************** Problem 92 ***************
Input:
sinh(%i z)


Result:
%i sin(z)

... Which was correct.

********************** Problem 93 ***************
Input:
cosh(%i z)


Result:
cos(z)

... Which was correct.

********************** Problem 94 ***************
Input:
tanh(%i z)


Result:
%i tan(z)

... Which was correct.

********************** Problem 95 ***************
Input:
csch(%i z)


Result:
- %i csc(z)

... Which was correct.

********************** Problem 96 ***************
Input:
sech(%i z)


Result:
sec(z)

... Which was correct.

********************** Problem 97 ***************
Input:
coth(%i z)


Result:
- %i cot(z)

... Which was correct.

********************** Problem 98 ***************
Input:
	      2
trigreduce(sin (x))


Result:
1 - cos(2 x)
------------
     2

... Which was correct.

********************** Problem 99 ***************
Input:
	      3
trigreduce(sin (x))


Result:
3 sin(x) - sin(3 x)
-------------------
	 4

... Which was correct.

********************** Problem 100 ***************
Input:
	      4
trigreduce(sin (x))


Result:
cos(4 x) - 4 cos(2 x) + 3
-------------------------
	    8

... Which was correct.

********************** Problem 101 ***************
Input:
	      5
trigreduce(sin (x))


Result:
sin(5 x) - 5 sin(3 x) + 10 sin(x)
---------------------------------
	       16

... Which was correct.

********************** Problem 102 ***************
Input:
	      2
trigreduce(cos (x))


Result:
cos(2 x) + 1
------------
     2

... Which was correct.

********************** Problem 103 ***************
Input:
	      3
trigreduce(cos (x))


Result:
cos(3 x) + 3 cos(x)
-------------------
	 4

... Which was correct.

********************** Problem 104 ***************
Input:
	      4
trigreduce(cos (x))


Result:
cos(4 x) + 4 cos(2 x) + 3
-------------------------
	    8

... Which was correct.

********************** Problem 105 ***************
Input:
	      5
trigreduce(cos (x))


Result:
cos(5 x) + 5 cos(3 x) + 10 cos(x)
---------------------------------
	       16

... Which was correct.

********************** Problem 106 ***************
Input:
	       2
trigreduce(sinh (x))


Result:
cosh(2 x) - 1
-------------
      2

... Which was correct.

********************** Problem 107 ***************
Input:
	       3
trigreduce(sinh (x))


Result:
sinh(3 x) - 3 sinh(x)
---------------------
	  4

... Which was correct.

********************** Problem 108 ***************
Input:
	       4
trigreduce(sinh (x))


Result:
cosh(4 x) - 4 cosh(2 x) + 3
---------------------------
	     8

... Which was correct.

********************** Problem 109 ***************
Input:
	       5
trigreduce(sinh (x))


Result:
sinh(5 x) - 5 sinh(3 x) + 10 sinh(x)
------------------------------------
		 16

... Which was correct.

********************** Problem 110 ***************
Input:
	       2
trigreduce(cosh (x))


Result:
cosh(2 x) + 1
-------------
      2

... Which was correct.

********************** Problem 111 ***************
Input:
	       3
trigreduce(cosh (x))


Result:
cosh(3 x) + 3 cosh(x)
---------------------
	  4

... Which was correct.

********************** Problem 112 ***************
Input:
	       4
trigreduce(cosh (x))


Result:
cosh(4 x) + 4 cosh(2 x) + 3
---------------------------
	     8

... Which was correct.

********************** Problem 113 ***************
Input:
	       5
trigreduce(cosh (x))


Result:
cosh(5 x) + 5 cosh(3 x) + 10 cosh(x)
------------------------------------
		 16

... Which was correct.

********************** Problem 114 ***************
Input:
					     2
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(2 x) + cos(2 x)

... Which was correct.

********************** Problem 115 ***************
Input:
					     3
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(3 x) + cos(3 x)

... Which was correct.

********************** Problem 116 ***************
Input:
					     4
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(4 x) + cos(4 x)

... Which was correct.

********************** Problem 117 ***************
Input:
					     5
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(5 x) + cos(5 x)

... Which was correct.

********************** Problem 118 ***************
Input:
					     6
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(6 x) + cos(6 x)

... Which was correct.

********************** Problem 119 ***************
Input:
					     7
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(7 x) + cos(7 x)

... Which was correct.

********************** Problem 120 ***************
Input:
					     8
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(8 x) + cos(8 x)

... Which was correct.

********************** Problem 121 ***************
Input:
					     9
expand(trigreduce(expand((%i sin(x) + cos(x)) )))


Result:
%i sin(9 x) + cos(9 x)

... Which was correct.

********************** Problem 122 ***************
Input:
					    2
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(2 x) + cosh(2 x)

... Which was correct.

********************** Problem 123 ***************
Input:
					    3
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(3 x) + cosh(3 x)

... Which was correct.

********************** Problem 124 ***************
Input:
					    4
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(4 x) + cosh(4 x)

... Which was correct.

********************** Problem 125 ***************
Input:
					    5
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(5 x) + cosh(5 x)

... Which was correct.

********************** Problem 126 ***************
Input:
					    6
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(6 x) + cosh(6 x)

... Which was correct.

********************** Problem 127 ***************
Input:
					    7
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(7 x) + cosh(7 x)

... Which was correct.

********************** Problem 128 ***************
Input:
					    8
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(8 x) + cosh(8 x)

... Which was correct.

********************** Problem 129 ***************
Input:
					    9
expand(trigreduce(expand((sinh(x) + cosh(x)) )))


Result:
sinh(9 x) + cosh(9 x)

... Which was correct.

********************** Problem 130 ***************
Input:
solve(y , y )
       x   x


Result:
[y  = 0]
  x

... Which was correct.

********************** Problem 131 ***************
Input:
eigenvalues(matrix([3, 1, 0, 0], [- 4, - 1, 0, 0], [7, 1, 2, 1], 
							  [- 17, - 6, - 1, 0]))


Result:
[[1], [4]]

... Which was correct.

********************** Problem 132 ***************
Input:
trigexpand(csc(3 x))


Result:
	3       3
     csc (x) sec (x)
--------------------------
     2		      3
3 csc (x) sec(x) - sec (x)

... Which was correct.

********************** Problem 133 ***************
Input:
trigexpand(sec(y + x))


Result:
 csc(x) sec(x) csc(y) sec(y)
-----------------------------
csc(x) csc(y) - sec(x) sec(y)

... Which was correct.

********************** Problem 134 ***************
Input:
fpred(x) := (prederror : 'false, is(x <= - 1))


Result:
fpred(x) := (prederror : 'false, is(x <= - 1))

... Which was correct.

********************** Problem 135 ***************
Input:
fpred(xyzzy)


Result:
unknown

... Which was correct.

********************** Problem 136 ***************
Input:
translate(fpred)


Result:
[fpred]

... Which was correct.

********************** Problem 137 ***************
Input:
fpred(xyzzy)


Result:
unknown

... Which was correct.

********************** Problem 138 ***************
Input:
	      atan(x)
limit(------------------------, x, inf, 'plus)
	1		    2
      ------ - exp(- (x + 1) )
      exp(1)


Result:
%e %pi
------
  2

... Which was correct.

********************** Problem 139 ***************
Input:
    2
   ====
   \
ev( >	 (f(k) + 1), simpsum)
   /
   ====
   k = 1


Result:
f(2) + f(1) + 2

... Which was correct.

********************** Problem 140 ***************
Input:
float(0.0b0)


Result:
0.0

... Which was correct.

********************** Problem 141 ***************
Input:
1.0b0 x


Result:
1.0b0 x

... Which was correct.

********************** Problem 142 ***************
Input:
(assume(cos(x) > 0), 0)


Result:
0

... Which was correct.

********************** Problem 143 ***************
Input:
	  sin(x)	 %pi
integrate(-------, x, 0, ---)
	     2		  3
	  cos (x)


Result:
   1	     1
-------- - ------
    %pi	   cos(0)
cos(---)
     3

... Which was correct.

********************** Problem 144 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.

********************** Problem 145 ***************
Input:
(ar : make_array('fixnum, 3, 2), 0)


Result:
0

... Which was correct.

********************** Problem 146 ***************
Input:
(aref(array, row, col) := array	       , 0)
			       row, col


Result:
0

... Which was correct.

********************** Problem 147 ***************
Input:
ar     : 1
  2, 1


Result:
1

... Which was correct.

********************** Problem 148 ***************
Input:
aref(ar, 2, 1)


Result:
1

... Which was correct.

********************** Problem 149 ***************
Input:
compile(aref)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[aref]

... Which was correct.

********************** Problem 150 ***************
Input:
aref(ar, 2, 1)


Result:
1

... Which was correct.

********************** Problem 151 ***************
Input:
har     : 1
   2, 1


Result:
1

... Which was correct.

********************** Problem 152 ***************
Input:
aref(har, 2, 1)


Result:
1

... Which was correct.

********************** Problem 153 ***************
Input:
use_fast_arrays : true


Result:
true

... Which was correct.

********************** Problem 154 ***************
Input:
har2     : 12
    3, 4


Result:
12

... Which was correct.

********************** Problem 155 ***************
Input:
aref(har2, 3, 4)


Result:
12

... Which was correct.

********************** Problem 156 ***************
Input:
foo(x) := block([r], r : make_array('fixnum, 2), r  : x, r  : 1 + x, return(r))
						  0	  1


Result:
foo(x) := block([r], r : make_array('fixnum, 2), r  : x, r  : 1 + x, return(r))
						  0	  1

... Which was correct.

********************** Problem 157 ***************
Input:
foo(7)


Result:
#(7 8)

... Which was correct.

********************** Problem 158 ***************
Input:
compile(foo)


Result:
Compiling /tmp/gazonk_656_0.lsp.
End of Pass 1.  
End of Pass 2.  
OPTIMIZE levels: Safety=2, Space=3, Speed=3
Finished compiling /tmp/gazonk_656_0.lsp.
[foo]

... Which was correct.

********************** Problem 159 ***************
Input:
foo(7)


Result:
#(7 8)

... Which was correct.

********************** Problem 160 ***************
Input:
use_fast_arrays : false


Result:
false

... Which was correct.

********************** Problem 161 ***************
Input:
	   log(x)
integrate(---------, x, 0, inf)
		2 2
	  (1 + x )


Result:
  %pi
- ---
   4

... Which was correct.

********************** Problem 162 ***************
Input:
			  1	     1/78
multthru(factor(integrate(--, x, 1, 2	 )))
			   5
			  x


Result:
     37/39
1   2
- - ------
4     8

... Which was correct.

********************** Problem 163 ***************
Input:
	   2
	  u    1
integrate(-- - --, u, 1, sqrt(2))
	  2     5
	       u


Result:
sqrt(2)	  17
------- - --
   3	  48

... Which was correct.

********************** Problem 164 ***************
Input:
	  sin(2 x)
integrate(--------, x)
	   sec(x)


Result:
       3
  2 cos (x)
- ---------
      3

... Which was correct.

********************** Problem 165 ***************
Input:
	  - a sin(2 x)
integrate(-------------, x)
		   2
	  b + a sin (x)


Result:
	   2
- log(a sin (x) + b)

... Which was correct.

********************** Problem 166 ***************
Input:
      !sin(x)!
limit(!------!, x, 0)
      !	 x   !


Result:
1

... Which was correct.

********************** Problem 167 ***************
Input:
			 2
integrate(exp(- (x - mu ) ), x, 0, inf)
		       1


Result:
sqrt(%pi) erf(mu )
		1    sqrt(%pi)
------------------ + ---------
	2		 2

... Which was correct.

********************** Problem 168 ***************
Input:
	       2	       2    4
	  1 - x  + sqrt(1 - 6 x  + x )
integrate(----------------------------, x)
		      2 x


Result:
/       2		   2			       2
[ sqrt(x  - 2 x - 1) sqrt(x  + 2 x - 1)		      x
I ------------------------------------- dx + log(x) - --
]		    x				      2
/
--------------------------------------------------------
			   2

... Which was correct.

********************** Problem 169 ***************
Input:
exp(1.0b-1)


Result:
1.105170918075648b0

... Which was correct.

********************** Problem 170 ***************
Input:
sqrt(0.0b0)


Result:
0.0b0

... Which was correct.

********************** Problem 171 ***************
Input:
      1/2       1/3	  1/17
[0.0b0	 , 0.0b0   , 0.0b0    ]


Result:
[0.0b0, 0.0b0, 0.0b0]

... Which was correct.

********************** Problem 172 ***************
Input:
asin(1.0b0)


Result:
1.570796326794897b0

... Which was correct.

********************** Problem 173 ***************
Input:
asin(- 1.0b0)


Result:
- 1.570796326794897b0

... Which was correct.

********************** Problem 174 ***************
Input:
li (1.0)
  2


Result:
1.644934066848226

... Which was correct.

********************** Problem 175 ***************
Input:
limit(abs(x), x, 0)


Result:
0

... Which was correct.

********************** Problem 176 ***************
Input:
	       1
integrate(-----------, x, 0, 2 %pi)
		 2
	  1 + sin (x)


Result:
sqrt(2) %pi

... Which was correct.

********************** Problem 177 ***************
Input:
	       1
integrate(-----------, x, 0, 4 %pi)
		 2
	  1 + sin (x)


Result:
2 sqrt(2) %pi

... Which was correct.

********************** Problem 178 ***************
Input:
	       1
integrate(-----------, x, 0, 20 %pi)
		 2
	  1 + sin (x)


Result:
10 sqrt(2) %pi

... Which was correct.

********************** Problem 179 ***************
Input:
(assume(a > 0), 0)


Result:
0

... Which was correct.

********************** Problem 180 ***************
Input:
		  3
		 x
integrate(sqrt(-------), x, 0, 2 a)
	       2 a - x


Result:
       2
3 %pi a
--------
   2

... Which was correct.

********************** Problem 181 ***************
Input:
      !	        1     !
limit(!sqrt(1 - -) - 1!, x, 0)
      !	        x     !


Result:
und

... Which was correct.

********************** Problem 182 ***************
Input:
	       1
integrate(-----------, x, 0, 3 %pi)
		 2
	  1 + sin (x)


Result:
3 sqrt(2) %pi
-------------
      2

... Which was correct.

********************** Problem 183 ***************
Input:
					  1	      1
ev(logcontract(ratsimp(factor(integrate(------, x, 0, -)))), algebraic)
					 8	      2
					x  - 1


Result:
	       20 sqrt(2) + 33			 2 sqrt(2) + 1
- (sqrt(2) log(---------------) + 2 sqrt(2) atan(-------------)
		     17				       7
					2 sqrt(2) - 1			 1
		       + 2 sqrt(2) atan(-------------) + log(9) + 4 atan(-))/16
					      7				 2

... Which was correct.

********************** Problem 184 ***************
Input:
	       2
	      t  log(t)
integrate(-----------------, t, 0, 1)
	    2		 4
	  (t  - 1) (1 + t )


Result:
		   2
  (sqrt(2) - 2) %pi
- ------------------
	  32

... Which was correct.

********************** Problem 185 ***************
Input:
					     1
ev(logcontract(ratsimp(factor(integrate(------------, x, 0, 1)))), algebraic)
						   4
					1 + (x - 3)


Result:
	       190 sqrt(2) - 747		   7 sqrt(2) + 5
(sqrt(2) log(- -----------------) + 2 sqrt(2) atan(-------------)
		      697			        73
							      7 sqrt(2) - 5
					     + 2 sqrt(2) atan(-------------))/8
								   73

... Which was correct.

********************** Problem 186 ***************
Input:
(load(sqdnst), true)


Result:
true

... Which was correct.

********************** Problem 187 ***************
Input:
					1
factor(expand(sqrtdenest(integrate(------------, x, 0, 1))))
				   1	      4
				   - + (x - 3)
				   2


Result:
		     1/4	      3/4		     1/4
	sqrt(2) - 4 2    + 8	     2	  + 12 sqrt(2) + 73 2    - 2
(2 atan(---------------------) - log(-------------------------------)
	    3/4					     1/4
	49 2    + sqrt(2) - 8			 33 2
	3/4		       1/4			       1/4
       2    - 12 sqrt(2) + 73 2	   + 2		  sqrt(2) + 4 2	   + 8
 + log(-------------------------------) - 2 atan(-----------------------))
		       1/4			       3/4
		   33 2				 - 49 2	   + sqrt(2) - 8
     3/4
/(2 2   )

... Which was correct.

********************** Problem 188 ***************
Input:
		sin(a)
trigreduce(atan(------))
		cos(a)


Result:
a

... Which was correct.

********************** Problem 189 ***************
Input:
		 sin(a)
trigreduce([atan(------)])
		 cos(a)


Result:
[a]

... Which was correct.

********************** Problem 190 ***************
Input:
	       2
trigreduce([sin (x)])


Result:
 1 - cos(2 x)
[------------]
      2

... Which was correct.

********************** Problem 191 ***************
Input:
	n
       5
limit(-----, n, inf)
       n  n
      2  3


Result:
0

... Which was correct.

********************** Problem 192 ***************
Input:
			2	  2
trigsimp(sqrt(2 + 2 (cos (x) - sin (x))))


Result:
2 cos(x)

... Which was correct.

********************** Problem 193 ***************
Input:
(kill(F1, F2, F3), F1(foo) := sin(foo), F2(bar) ::= sin(bar), 
	    F3 : lambda([baz], sin(baz)), postfix(F4), zorg F4 := sin(zorg), 0)


Result:
0

... Which was correct.

********************** Problem 194 ***************
Input:
(tol : 1.0E-8, expected : quad_qags(sin(quux), quux, 0, %pi, tol), 
[first(expected), is(second(expected) < tol first(expected)), 
is(abs(first(expected) - 2.0) < tol 2.0), last(expected)])


Result:
[2.0, true, true, 0]

... Which was correct.

********************** Problem 195 ***************
Input:
quad_qags(F1, blurf, 0, %pi, tol)


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 196 ***************
Input:
quad_qags(F2, mumble, 0, %pi, tol)


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 197 ***************
Input:
quad_qags(F3, gronk, 0, %pi, tol)


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 198 ***************
Input:
quad_qags(F4, flopt, 0, %pi, tol)


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 199 ***************
Input:
quad_qags(sin, foobar, 0, %pi, tol)


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 200 ***************
Input:
(translate(F1), fboundp(F1))


Result:
true

... Which was correct.

********************** Problem 201 ***************
Input:
quad_qags(F1, glump, 0, %pi, tol)


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 202 ***************
Input:
quad_qags(sin(y ), y , 0, %pi, tol)
	       1    1


Result:
[2.0, 2.2215302514227992E-14, 21, 0]

... Which was correct.

********************** Problem 203 ***************
Input:
	       2
	      x
integrate(-----------, x)
	    6	  3/2
	  (x  + 1)


Result:
       3
      x
--------------
	6
3 sqrt(x  + 1)

... Which was correct.

********************** Problem 204 ***************
Input:
	       2
	      x
integrate(-----------, x, - 1, 1)
	    6	  3/2
	  (x  + 1)


Result:
sqrt(2)
-------
   3

... Which was correct.

********************** Problem 205 ***************
Input:
	       7
	      x
integrate(-----------, x)
	    4	  3/2
	  (x  + 1)


Result:
      4
sqrt(x  + 1)	     1
------------ + --------------
     2		       4
	       2 sqrt(x  + 1)

... Which was correct.

********************** Problem 206 ***************
Input:
	    sqrt(x)
integrate(-----------, x)
	    3/2	    2
	  (x    + 1)


Result:
       2
- ------------
      3/2
  3 (x	  + 1)

... Which was correct.

********************** Problem 207 ***************
Input:
	       1
	       -
	       x
integrate(-----------, x)
	    4	  3/2
	  (x  + 1)


Result:
	    4			    4
  log(sqrt(x  + 1) + 1)	  log(sqrt(x  + 1) - 1)	        1
- --------------------- + --------------------- + --------------
	    4			    4			  4
						  2 sqrt(x  + 1)

... Which was correct.

********************** Problem 208 ***************
Input:
		    2	  1/4
integrate(sqrt(x) (x  + 1)   , x)


Result:
      2	    1/4		     2	   1/4		     2	   1/4
    (x  + 1)		   (x  + 1)		   (x  + 1)
log(----------- + 1)   log(----------- - 1)   atan(-----------)
      sqrt(x)		     sqrt(x)		     sqrt(x)
-------------------- - -------------------- + -----------------
	 8		        8		      4
							       2     1/4
							     (x  + 1)
						     + ------------------------
								    2
								2 (x  + 1)
						       sqrt(x) (---------- - 2)
								     2
								    x

... Which was correct.
208/208 tests passed.
Running tests in rtest16: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
       n
      7
limit(--, n, inf)
       n
      8


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
	2
       n
      7
limit(---, n, inf)
       n
      8


Result:
inf

... Which was correct.

********************** Problem 4 ***************
Input:
	n    n	   n 1/n
limit((8  + 9  + 10 )   , n, inf)


Result:
10

... Which was correct.

********************** Problem 5 ***************
Input:
	n
       4
limit(----, n, inf)
       2 n
      2


Result:
	   n
	  4
limit	 ----
n -> inf  2 n
	 2

This is a known error in Maxima. The correct result is:
1

********************** Problem 6 ***************
Input:
assume(equal(zz, 0))


Result:
[equal(zz, 0)]

... Which was correct.

********************** Problem 7 ***************
Input:
limit(erf(nn zz), nn, inf)


Result:
0

... Which was correct.

********************** Problem 8 ***************
Input:
limit(tanh(nn zz), nn, inf)


Result:
0

... Which was correct.

********************** Problem 9 ***************
Input:
buildq([foo : sin(bar + baz)], 1)


Result:
1

... Which was correct.

********************** Problem 10 ***************
Input:
buildq([foo : [sin(bar + baz), sin(baz - bar)]], + (splice(foo)))


Result:
sin(baz + bar) + sin(baz - bar)

... Which was correct.

********************** Problem 11 ***************
Input:
		 1
powerseries(-----------, x, 0)
	    sqrt(x + 1)


Result:
  inf
  ====		  i1
  \		 x
2  >	 --------------------
  /	      1
  ====	 beta(- - i1, i1 + 1)
  i1 = 0      2

... Which was correct.

********************** Problem 12 ***************
Input:
powerseries(sqrt(x + 1), x, 0)


Result:
  inf
  ====		  i2
  \		 x
2  >	 --------------------
  /	      3
  ====	 beta(- - i2, i2 + 1)
  i2 = 0      2
-----------------------------
	      3

... Which was correct.

********************** Problem 13 ***************
Input:
	      atan(x)
limit(------------------------, x, inf, plus)
	1		    2
      ------ - exp(- (x + 1) )
      exp(1)


Result:
%e %pi
------
  2

... Which was correct.

********************** Problem 14 ***************
Input:
(kill(x, y, aa, bb, cc), infix(@@), 0)


Result:
0

... Which was correct.

********************** Problem 15 ***************
Input:
map(lhs, [aa < bb, aa <= bb, aa = bb, aa # bb, equal(aa, bb), 
					  notequal(aa, bb), aa >= bb, aa > bb])


Result:
[aa, aa, aa, aa, aa, aa, aa, aa]

... Which was correct.

********************** Problem 16 ***************
Input:
map(rhs, [aa < bb, aa <= bb, aa = bb, aa # bb, equal(aa, bb), 
					  notequal(aa, bb), aa >= bb, aa > bb])


Result:
[bb, bb, bb, bb, bb, bb, bb, bb]

... Which was correct.

********************** Problem 17 ***************
Input:
map(lhs, [foo(x) := 2 x, bar(y) ::= 3 y, '(aa : bb), '(aa :: bb), aa -> bb])


Result:
[foo(x), bar(y), aa, aa, aa]

... Which was correct.

********************** Problem 18 ***************
Input:
map(rhs, [foo(x) := 2 x, bar(y) ::= 3 y, '(aa : bb), '(aa :: bb), aa -> bb])


Result:
[2 x, 3 y, bb, bb, bb]

... Which was correct.

********************** Problem 19 ***************
Input:
[lhs(aa @@ bb), lhs(aa @@ bb @@ cc), rhs(aa @@ bb), rhs(aa @@ bb @@ cc)]


Result:
[aa, aa @@ bb, bb, cc]

... Which was correct.

********************** Problem 20 ***************
Input:
				   aa
map(lhs, [bb + aa, aa - bb, aa bb, --, sin(aa), log(aa)])
				   bb


Result:
			  aa
[bb + aa, aa - bb, aa bb, --, sin(aa), log(aa)]
			  bb

... Which was correct.

********************** Problem 21 ***************
Input:
				   aa
map(rhs, [bb + aa, aa - bb, aa bb, --, sin(aa), log(aa)])
				   bb


Result:
[0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 22 ***************
Input:
kill(@@)


Result:
done

... Which was correct.

********************** Problem 23 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 24 ***************
Input:
string('(sum(h(x), x, 1, n) + diff(u, x) + integrate(g(x), x, minf, inf)
							 + integrate(f(x), x)))


Result:
sum(h(x),x,1,n)+integrate(g(x),x,minf,inf)+integrate(f(x),x)+diff(u,x)

... Which was correct.

********************** Problem 25 ***************
Input:
	n		  inf
       ====		 /		 /
       \		 [		 [
string( >    h(x) + u  + I     g(x) dx + I f(x) dx)
       /	     x	 ]		 ]
       ====		 /		 /
       x = 1		  minf


Result:
'sum(h(x),x,1,n)+'integrate(g(x),x,minf,inf)+'integrate(f(x),x)+'diff(u,x,1)

... Which was correct.

********************** Problem 26 ***************
Input:
string(%f%f + %e%e + nounify(%d%d) + nounify(%c%c) + %b%b + %a%a)


Result:
%d%d+%c%c+%f%f+%e%e+%b%b+%a%a

... Which was correct.

********************** Problem 27 ***************
Input:
string(tan(x) + sin(x) cos(x))


Result:
tan(x)+cos(x)*sin(x)

... Which was correct.

********************** Problem 28 ***************
Input:
			mumble(%i)     foo(x, y, z)
string(baz(%pi - quux(%e	  )) + ------------)
				       bar(a, b, c)


Result:
'foo(x,y,z)/bar(a,b,c)+'baz(%pi-'quux(%e^mumble(%i)))

... Which was correct.

********************** Problem 29 ***************
Input:
string(mplus(a, b, mnctimes(c, d), mexpt(e, f)))


Result:
'?mplus(a,b,'?mnctimes(c,d),'?mexpt(e,f))

... Which was correct.

********************** Problem 30 ***************
Input:
limit(atan2(y, x), y, minf)


Result:
- limit	   atan2(y, x)
  y -> inf

... Which was correct.

********************** Problem 31 ***************
Input:
      !	        1     !
limit(!sqrt(1 - -) - 1!, x, 0)
      !	        x     !


Result:
und

... Which was correct.

********************** Problem 32 ***************
Input:
      x atan(x)
limit(---------, x, inf)
	1 + x


Result:
%pi
---
 2

... Which was correct.

********************** Problem 33 ***************
Input:
limit(x atan(x) - log(x), x, inf)


Result:
inf

... Which was correct.

********************** Problem 34 ***************
Input:
numer : true


Result:
true

... Which was correct.

********************** Problem 35 ***************
Input:
      sin(x)
limit(------, x, 0)
	x


Result:
1

... Which was correct.

********************** Problem 36 ***************
Input:
      sin(x)
limit(------, x, 0, plus)
	x


Result:
1

... Which was correct.

********************** Problem 37 ***************
Input:
      sin(x)
limit(------, x, 0, minus)
	x


Result:
1

... Which was correct.

********************** Problem 38 ***************
Input:
numer : false


Result:
false

... Which was correct.

********************** Problem 39 ***************
Input:
limit(abs(infinity))


Result:
inf

... Which was correct.

********************** Problem 40 ***************
Input:
logarc(atan2(y, x))


Result:
	   %i y + x
- %i log(-------------)
	       2    2
	 sqrt(y  + x )

... Which was correct.

********************** Problem 41 ***************
Input:
rectform(ev(%, x = - 1, y = 1))


Result:
3 %pi
-----
  4

... Which was correct.

********************** Problem 42 ***************
Input:
       2     - 4 t
limit(t  exp(----- - 8 exp(- t)), t, inf)
	       3


Result:
0

... Which was correct.

********************** Problem 43 ***************
Input:
	  - 1
      exp(---)
	   x
limit(--------, x, 0, 'plus)
	  4
	 x


Result:
0

... Which was correct.

********************** Problem 44 ***************
Input:
		   %pi
limit(x (atan(x) - ---), x, inf)
		    2


Result:
- 1

... Which was correct.

********************** Problem 45 ***************
Input:
			    2	 2
(assume(a > 0, b > 0, sqrt(a  + b ) - a > 0, 
			      2	   2		      2	   2  3/2    2
		   sqrt(sqrt(a  + b ) - a) (a + sqrt(a  + b ))	  - b  > 0), 0)


Result:
0

... Which was correct.

********************** Problem 46 ***************
Input:
				   2
       integrate(exp(- (%i b + a) x ), x, minf, inf)
radcan(---------------------------------------------)
			    sqrt(%pi)
		 rectform(--------------)
			  sqrt(%i b + a)


Result:
1

... Which was correct.

********************** Problem 47 ***************
Input:
	     7
	  sin (a x)
integrate(---------, x, 0, inf)
	      4
	     x


Result:
 inf
/       7
[    sin (a x)
I    --------- dx
]	 4
/       x
 0

... Which was correct.

********************** Problem 48 ***************
Input:
limit(atanh(x), x, 1)


Result:
infinity

... Which was correct.

********************** Problem 49 ***************
Input:
limit(atanh(x), x, 1, 'minus)


Result:
inf

... Which was correct.

********************** Problem 50 ***************
Input:
limit(atanh(x), x, - 1)


Result:
infinity

... Which was correct.

********************** Problem 51 ***************
Input:
limit(atanh(x), x, - 1, 'plus)


Result:
minf

... Which was correct.

********************** Problem 52 ***************
Input:
limit(2 atanh(x), x, 1)


Result:
infinity

... Which was correct.

********************** Problem 53 ***************
Input:
limit(2 atanh(x), x, 1, 'minus)


Result:
inf

... Which was correct.

********************** Problem 54 ***************
Input:
			log(a)
ev(limit(atanh(a - 1) - ------, a, 0, 'plus), logarc : true)
			  2


Result:
  log(2)
- ------
    2

... Which was correct.

********************** Problem 55 ***************
Input:
end


Result:
end

... Which was correct.
55/55 tests passed.
Running tests in rtestode: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
ode2(y , y, x)
      x


Result:
y = %c

... Which was correct.

********************** Problem 3 ***************
Input:
	      2	     sin(x)
ode2(3 x y + x  y  = ------, y, x)
		 x     x


Result:
    %c - cos(x)
y = -----------
	 3
	x

... Which was correct.

********************** Problem 4 ***************
Input:
ic1(%, x = 1, y = 1)


Result:
      cos(x) - cos(1) - 1
y = - -------------------
	       3
	      x

... Which was correct.

********************** Problem 5 ***************
Input:
method


Result:
linear

... Which was correct.

********************** Problem 6 ***************
Input:
soln : ode2(y + y    = 4 x, y, x)
		 x x


Result:
y = %k1 sin(x) + %k2 cos(x) + 4 x

... Which was correct.

********************** Problem 7 ***************
Input:
method


Result:
variationofparameters

... Which was correct.

********************** Problem 8 ***************
Input:
ic2(soln, x = 0, y = 1, diff(y, x) = 3)


Result:
y = - sin(x) + cos(x) + 4 x

... Which was correct.

********************** Problem 9 ***************
Input:
bc2(soln, x = 0, y = 3, x = 2, y = 1)


Result:
      (3 cos(2) + 7) sin(x)
y = - --------------------- + 3 cos(x) + 4 x
	     sin(2)

... Which was correct.

********************** Problem 10 ***************
Input:
		  2
ode2(2 + 4 x + 3 x  = (2 y - 1) y , y, x)
				 x


Result:
 2	  3	 2
y  - y = x  + 2 x  + 2 x + %c

... Which was correct.

********************** Problem 11 ***************
Input:
method


Result:
separable

... Which was correct.

********************** Problem 12 ***************
Input:
				2
ode2(x y cos(x y) + sin(x y) + x  cos(x y) y  = 0, y, x)
					    x


Result:
x sin(x y) = %c

... Which was correct.

********************** Problem 13 ***************
Input:
method


Result:
exact

... Which was correct.

********************** Problem 14 ***************
Input:
ode2(y + (2 x y - exp(- 2 y)) y  = 0, y, x)
			       x


Result:
    2 y
x %e    - log(y) = %c

... Which was correct.

********************** Problem 15 ***************
Input:
method


Result:
exact

... Which was correct.

********************** Problem 16 ***************
Input:
intfactor


Result:
  2 y
%e
-----
  y

... Which was correct.

********************** Problem 17 ***************
Input:
	  2 y	 y 2
ode2(y  = --- + (-) , y, x)
      x	   x	 x


Result:
	 2
  x y + x
- -------- = %c
     y

... Which was correct.

********************** Problem 18 ***************
Input:
method


Result:
exact

... Which was correct.

********************** Problem 19 ***************
Input:
		 3
     2 y        y
ode2(--- + y  = --, y, x)
      x	    x	 2
		x


Result:
	    1
y = ------------------
	  2	     2
    sqrt(---- + %c) x
	    5
	 5 x

... Which was correct.

********************** Problem 20 ***************
Input:
method


Result:
bernoulli

... Which was correct.

********************** Problem 21 ***************
Input:
odeindex


Result:
3

... Which was correct.

********************** Problem 22 ***************
Input:
ode2(2 y - 3 y  + y    = 0, y, x)
	      x	   x x


Result:
	  2 x	      x
y = %k1 %e    + %k2 %e

... Which was correct.

********************** Problem 23 ***************
Input:
method


Result:
constcoeff

... Which was correct.

********************** Problem 24 ***************
Input:
ode2(4 y - 4 y  + y    = 0, y, x)
	      x	   x x


Result:
		    2 x
y = (%k2 x + %k1) %e

... Which was correct.

********************** Problem 25 ***************
Input:
method


Result:
constcoeff

... Which was correct.

********************** Problem 26 ***************
Input:
		   2
ode2(- y + x y  + x  y	  = 0, y, x)
	      x	      x x


Result:
	    %k1
y = %k2 x - ---
	    2 x

... Which was correct.

********************** Problem 27 ***************
Input:
method


Result:
exact

... Which was correct.

********************** Problem 28 ***************
Input:
		     2
ode2(2 y + 4 x y  + x  y    = 0, y, x)
		x       x x


Result:
    %k1	  %k2
y = --- + ---
     x	   2
	  x

... Which was correct.

********************** Problem 29 ***************
Input:
method


Result:
exact

... Which was correct.

********************** Problem 30 ***************
Input:
		     2
ode2(4 y + 5 x y  + x  y    = 0, y, x)
		x       x x


Result:
    %k2 log(x) + %k1
y = ----------------
	    2
	   x

... Which was correct.

********************** Problem 31 ***************
Input:
method


Result:
euler

... Which was correct.

********************** Problem 32 ***************
Input:
       2   1		  2
ode2((x  - -) y + x y  + x  y    = 0, y, x)
	   4	     x	     x x


Result:
    %k1 sin(x) + %k2 cos(x)
y = -----------------------
	    sqrt(x)

... Which was correct.

********************** Problem 33 ***************
Input:
method


Result:
bessel

... Which was correct.

********************** Problem 34 ***************
Input:
       2		  2
ode2((x  - 4) y + x y  + x  y    = 0, y, x)
		     x	     x x


Result:
y = bessel_y(2, x) %k2 + bessel_j(2, x) %k1

... Which was correct.

********************** Problem 35 ***************
Input:
method


Result:
bessel

... Which was correct.

********************** Problem 36 ***************
Input:
	     2				    2
ode2(((x - 1)  - 4) y + (x - 1) y  + (x - 1)  y	   = 0, y, x)
				 x	       x x


Result:
y = bessel_y(2, x - 1) %k2 + bessel_j(2, x - 1) %k1

... Which was correct.

********************** Problem 37 ***************
Input:
method


Result:
bessel

... Which was correct.

********************** Problem 38 ***************
Input:
ode2(y + 2 y  + y    = exp(x), y, x)
	    x	 x x


Result:
      x
    %e			  - x
y = --- + (%k2 x + %k1) %e
     4

... Which was correct.

********************** Problem 39 ***************
Input:
method


Result:
variationofparameters

... Which was correct.

********************** Problem 40 ***************
Input:
yp


Result:
  x
%e
---
 4

... Which was correct.

********************** Problem 41 ***************
Input:
	 2
ode2((y )  + x y    = 0, y, x)
       x        x x


Result:
    /
    [	   1
y = I ------------ dx + %k2
    ] log(x) + %k1
    /

... Which was correct.

********************** Problem 42 ***************
Input:
method


Result:
freeofy

... Which was correct.

********************** Problem 43 ***************
Input:
	 2
ode2((y )  + y y    = 0, y, x)
       x        x x


Result:
  2
 y
----- = x + %k2
2 %k1

... Which was correct.

********************** Problem 44 ***************
Input:
method


Result:
freeofx

... Which was correct.

********************** Problem 45 ***************
Input:
	    2
eq : exp(- x ) y + x y  + y    = 0
		      x	   x x


Result:
		   2
		- x
y    + x y  + %e     y = 0
 x x	  x

... Which was correct.

********************** Problem 46 ***************
Input:
ans : ode2(eq, y, x)


Result:
				     x
	    sqrt(2) sqrt(%pi) erf(-------)
				  sqrt(2)
y = %k1 sin(------------------------------)
			  2
									 x
						sqrt(2) sqrt(%pi) erf(-------)
								      sqrt(2)
				      + %k2 cos(------------------------------)
							      2

... Which was correct.

********************** Problem 47 ***************
Input:
is(ratsimp(ev(eq, ans, diff)))


Result:
true

... Which was correct.

********************** Problem 48 ***************
Input:
method


Result:
xformtoconstcoeff

... Which was correct.

********************** Problem 49 ***************
Input:
      3	      2
eq : x  y + (x  - 1) y  + x y    = 0
		      x	     x x


Result:
	   2	        3
x y    + (x  - 1) y  + x  y = 0
   x x		   x

... Which was correct.

********************** Problem 50 ***************
Input:
ans : ode2(eq, y, x)


Result:
	 2
	x
      - --		     2			   2
	4	    sqrt(3) x		  sqrt(3) x
y = %e	   (%k1 sin(----------) + %k2 cos(----------))
			4		      4

... Which was correct.

********************** Problem 51 ***************
Input:
is(ratsimp(ev(eq, ans, diff)))


Result:
true

... Which was correct.

********************** Problem 52 ***************
Input:
method


Result:
xformtoconstcoeff

... Which was correct.

********************** Problem 53 ***************
Input:
eqn1 : f(x)  = g(x)  + sin(x)
	   x	   x


Result:
f(x)  = g(x)  + sin(x)
    x	    x

... Which was correct.

********************** Problem 54 ***************
Input:
eqn2 : g(x)    = f(x)  - cos(x)
	   x x	     x


Result:
g(x)    = f(x)  - cos(x)
    x x	      x

... Which was correct.

********************** Problem 55 ***************
Input:
desolve([eqn1, eqn2], [f(x), g(x)])


Result:
	  x	  !		 !
[f(x) = %e  (g(x) !     ) - g(x) !      + f(0), 
		 x!	        x!
		  !x = 0	 !x = 0
			     x	     !		    !
		    g(x) = %e  (g(x) !	   ) - g(x) !	   + cos(x) + g(0) - 1]
				    x!		   x!
				     !x = 0	    !x = 0

... Which was correct.

********************** Problem 56 ***************
Input:
atvalue(g(x) , x = 0, a)
	    x


Result:
a

... Which was correct.

********************** Problem 57 ***************
Input:
atvalue(f(x), x = 0, 1)


Result:
1

... Which was correct.

********************** Problem 58 ***************
Input:
desolve([eqn1, eqn2], [f(x), g(x)])


Result:
	    x				   x
[f(x) = a %e  - a + 1, g(x) = cos(x) + a %e  - a + g(0) - 1]

... Which was correct.

********************** Problem 59 ***************
Input:
remove(f, atvalue, g, atvalue)


Result:
done

... Which was correct.

********************** Problem 60 ***************
Input:
atvalue(g(x) , x = 0, a)
	    x


Result:
a

... Which was correct.

********************** Problem 61 ***************
Input:
atvalue(f(x), x = 0, 1)


Result:
1

... Which was correct.

********************** Problem 62 ***************
Input:
desolve([eqn1, eqn2], [f(x), g(x)])


Result:
	    x				   x
[f(x) = a %e  - a + 1, g(x) = cos(x) + a %e  - a + g(0) - 1]

... Which was correct.

********************** Problem 63 ***************
Input:
eqn3 : f(x) + f(x)    = 2 x
		  x x


Result:
f(x)    + f(x) = 2 x
    x x

... Which was correct.

********************** Problem 64 ***************
Input:
desolve(eqn3, f(x))


Result:
		    !
f(x) = sin(x) (f(x) !	   - 2) + cos(x) + 2 x
		   x!
		    !x = 0

... Which was correct.

********************** Problem 65 ***************
Input:
(ode2(- sin(t) + y + y  + y   , y, t), rhs(%%), 
		      t	   t t
			 ratsimp(- sin(t) + %% + diff(%%, t) + diff(%%, t, 2)))


Result:
0

... Which was correct.

********************** Problem 66 ***************
Input:
(ode2(- sin(t) + 2 y + y  + y   , y, t), rhs(%%), 
			t    t t
		       ratsimp(- sin(t) + 2 %% + diff(%%, t) + diff(%%, t, 2)))


Result:
0

... Which was correct.

********************** Problem 67 ***************
Input:
(ode2(- exp(%i t) + y + y  + y	 , y, t), rhs(%%), 
			 t    t t
		      ratsimp(- exp(%i t) + %% + diff(%%, t) + diff(%%, t, 2)))


Result:
0

... Which was correct.

********************** Problem 68 ***************
Input:
			      t		    sqrt(3) t
(integrate(my_integrand : exp(-) sin(t) sin(---------), t), 
			      2		        2
			   ratsimp(exponentialize(diff(%%, t) - my_integrand)))


Result:
0

... Which was correct.
68/68 tests passed.
Running tests in rtestode_zp: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
						 3
	 4	    4	 3		        x
eqn : 2 x  u(x) + (x  - x ) diff(u(x), x) = c + --
						3


Result:
			       3
  4    3	     4	      x
(x  - x ) u(x)  + 2 x  u(x) = -- + c
	      x		      3

... Which was correct.

********************** Problem 3 ***************
Input:
ans : ode2(eqn, u(x), x)


Result:
	    3	   2	      2 x
	(2 x  - 3 x  + 6 c) %e		  - 2 (log(x - 1) + x)
u(x) = (------------------------- + %c) %e
		      2
		  12 x

... Which was correct.

********************** Problem 4 ***************
Input:
factor(ans)


Result:
	 - 2 x	   3   2 x      2   2 x	        2 x	     2
       %e      (2 x  %e	   - 3 x  %e    + 6 c %e    + 12 %c x )
u(x) = --------------------------------------------------------
				      2	 2
			    12 (x - 1)  x

... Which was correct.

********************** Problem 5 ***************
Input:
is(ratsimp(ev(eqn, ans, diff)))


Result:
true

... Which was correct.

********************** Problem 6 ***************
Input:
	  (- 1) y
		 x
eqn : y + -------- = sin(x)
	     2


Result:
    y
     x
y - -- = sin(x)
    2

... Which was correct.

********************** Problem 7 ***************
Input:
ans : ode2(eqn, y, x)


Result:
		    - 2 x
      2 x       2 %e	  (- 2 sin(x) - cos(x))
y = %e	  (%c - -------------------------------)
			       5

... Which was correct.

********************** Problem 8 ***************
Input:
ans : expand(ans)


Result:
    4 sin(x)   2 cos(x)	       2 x
y = -------- + -------- + %c %e
       5	  5

... Which was correct.

********************** Problem 9 ***************
Input:
is(ratsimp(ev(eqn, ans, diff)))


Result:
true

... Which was correct.

********************** Problem 10 ***************
Input:
	   2				        2
eqn : 2 y a  + 4 y  (b + a x) a + y    (b + a x)  = 0
		  x		   x x


Result:
	 2			        2
(a x + b)  y    + 4 a (a x + b) y  + 2 a  y = 0
	    x x			 x

... Which was correct.

********************** Problem 11 ***************
Input:
ans : ode2(eqn, y, x)


Result:
      %k1 x	    %k2
y = ---------- + ----------
	     2		  2
    (a x + b)	 (a x + b)

... Which was correct.

********************** Problem 12 ***************
Input:
is(ratsimp(ev(eqn, %, diff)))


Result:
true

... Which was correct.

********************** Problem 13 ***************
Input:
			      2	        2
eqn : 8 x y + (- 3 + 4 x + 2 x ) y  + (x  - x) y    = 1
				  x	        x x


Result:
  2		    2
(x  - x) y    + (2 x  + 4 x - 3) y  + 8 x y = 1
	  x x			  x

... Which was correct.

********************** Problem 14 ***************
Input:
ans : ode2(eqn, y, x)


Result:
false

... Which was correct.

********************** Problem 15 ***************
Input:
			    2	      2
eqn : (4 x - 2) y + (1 - 2 x ) y  + (x  - x) y	  = 0
				x	      x x


Result:
  2		        2
(x  - x) y    + (1 - 2 x ) y  + (4 x - 2) y = 0
	  x x		    x

... Which was correct.

********************** Problem 16 ***************
Input:
ans : ode2(eqn, y, x)


Result:
false

... Which was correct.

********************** Problem 17 ***************
Input:
eqn : 2 x y  + y    = 2 x
	   x    x x


Result:
y    + 2 x y  = 2 x
 x x	    x

... Which was correct.

********************** Problem 18 ***************
Input:
ans : ode2(eqn, y, x)


Result:
    sqrt(%pi) %k1 erf(x)
y = -------------------- + x + %k2
	     2

... Which was correct.

********************** Problem 19 ***************
Input:
is(ratsimp(ev(eqn, ans, diff)))


Result:
true

... Which was correct.

********************** Problem 20 ***************
Input:
					   3
				 2	  x     2
eqn : (x - 1) y + (1 - 3 x + s2 x ) y  + (-- - x ) y    = 0
				     x	  2	    x x


Result:
  3
 x     2	      2
(-- - x ) y    + (s2 x  - 3 x + 1) y  + (x - 1) y = 0
 2	   x x			    x

... Which was correct.

********************** Problem 21 ***************
Input:
ode2(eqn, y, x)


Result:
false

... Which was correct.

********************** Problem 22 ***************
Input:
eqn : 2 y - 2 x y  + y	  = 3
		 x    x x


Result:
y    - 2 x y  + 2 y = 3
 x x	    x

... Which was correct.

********************** Problem 23 ***************
Input:
ode2(eqn, y, x)


Result:
false

... Which was correct.

********************** Problem 24 ***************
Input:
eqn : 3 y + 2 x y  + sqrt(x) y	  = 0
		 x	      x x


Result:
sqrt(x) y    + 2 x y  + 3 y = 0
	 x x	    x

... Which was correct.

********************** Problem 25 ***************
Input:
ode2(eqn, y, x)


Result:
false

... Which was correct.

********************** Problem 26 ***************
Input:
		3
eqn : y + y  = y  sin(x)
	   x


Result:
		 3
y  + y = sin(x) y
 x

... Which was correct.

********************** Problem 27 ***************
Input:
ans : ode2(eqn, y, x)


Result:
			- x
		      %e
y = ------------------------------------------
		  - 2 x
	      2 %e      (- 2 sin(x) - cos(x))
    sqrt(%c - -------------------------------)
			     5

... Which was correct.

********************** Problem 28 ***************
Input:
is(ratsimp(ev(eqn, ans, diff)))


Result:
true

... Which was correct.

********************** Problem 29 ***************
Input:
	     2		      2		 2
eqn : - 1 + y  - 2 x y y  + (x  - 1) (y )  = 0
			x	       x


Result:
  2	     2		     2
(x  - 1) (y )  - 2 x y y  + y  - 1 = 0
	   x	        x

... Which was correct.

********************** Problem 30 ***************
Input:
ode2(eqn, y, x)


Result:
		      2		 2		 2
(%t1) 		    (x  - 1) (y )  - 2 x y y  + y  - 1 = 0
			       x	    x

		     first order equation not linear in y'

false

... Which was correct.
30/30 tests passed.
Running tests in rtest3: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
for a from - 3 step 7 thru 26 do ldisplay(a)


Result:
(%t1) 				    a = - 3

(%t2) 				     a = 4

(%t3) 				    a = 11

(%t4) 				    a = 18

(%t5) 				    a = 25

done

... Which was correct.

********************** Problem 3 ***************
Input:
s : 0


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
for i while i <= 10 do s : i + s


Result:
done

... Which was correct.

********************** Problem 5 ***************
Input:
s


Result:
55

... Which was correct.

********************** Problem 6 ***************
Input:
series : 1


Result:
1

... Which was correct.

********************** Problem 7 ***************
Input:
term : exp(sin(x))


Result:
  sin(x)
%e

... Which was correct.

********************** Problem 8 ***************
Input:
			      diff(term, x)
for p unless p > 7 do (term : -------------, 
				    p
								    p
				       series : subst(x = 0, term) x  + series)


Result:
done

... Which was correct.

********************** Problem 9 ***************
Input:
series


Result:
 7    6	    5	 4    2
x    x	   x    x    x
-- - --- - -- - -- + -- + x + 1
90   240   15   8    2

... Which was correct.

********************** Problem 10 ***************
Input:
poly : 0


Result:
0

... Which was correct.

********************** Problem 11 ***************
Input:
							   j
for i thru 5 do (for j from i step - 1 thru 1 do poly : i x  + poly)


Result:
done

... Which was correct.

********************** Problem 12 ***************
Input:
poly


Result:
   5	  4	  3	  2
5 x  + 9 x  + 12 x  + 14 x  + 15 x

... Which was correct.

********************** Problem 13 ***************
Input:
guess : - 3.0


Result:
- 3.0

... Which was correct.

********************** Problem 14 ***************
Input:
					       10
for i thru 10 do (guess : subst(guess, x, 0.5 (-- + x)), 
					       x
		      !	    2	  !
		   if !guess  - 10! < 5.0000000000000002E-5 then return(guess))


Result:
- 3.162280701754386

... Which was correct.

********************** Problem 15 ***************
Input:
for count from 2 next 3 count thru 20 do ldisplay(count)


Result:
(%t6) 				   count = 2

(%t7) 				   count = 6

(%t8) 				  count = 18

done

... Which was correct.

********************** Problem 16 ***************
Input:
x : 1000


Result:
1000

... Which was correct.

********************** Problem 17 ***************
Input:
				5
thru 10 while x # 0 do x : 0.5 (- + x)
				x


Result:
done

... Which was correct.

********************** Problem 18 ***************
Input:
x


Result:
2.282429035887867

... Which was correct.

********************** Problem 19 ***************
Input:
remvalue(x)


Result:
[x]

... Which was correct.

********************** Problem 20 ***************
Input:
newton(f, guess) := block([numer, y], local(f, df, x, guess), numer : true, 
define(df(x), diff(f(x), x)), do (y : df(guess), 
if y = 0 then error("derivative at", guess, "is zero"), 
		f(guess)
guess : guess - --------, if abs(f(guess)) < 4.9999999999999996E-6
		   y
 then return(guess)))


Result:
newton(f, guess) := block([numer, y], local(f, df, x, guess), numer : true, 
define(df(x), diff(f(x), x)), do (y : df(guess), 
if y = 0 then error("derivative at", guess, "is zero"), 
		f(guess)
guess : guess - --------, if abs(f(guess)) < 4.9999999999999996E-6
		   y
 then return(guess)))

... Which was correct.

********************** Problem 21 ***************
Input:
	   2
sqr(x) := x  - 5.0


Result:
	   2
sqr(x) := x  - 5.0

... Which was correct.

********************** Problem 22 ***************
Input:
newton(sqr, 1000)


Result:
2.236068027062195

... Which was correct.

********************** Problem 23 ***************
Input:
for f in [log, rho, atan] do ldisp(f(1.0))


Result:
(%t9) 				      0.0

(%t10) 				   rho(1.0)

(%t11) 			       0.78539816339745

done

... Which was correct.

********************** Problem 24 ***************
Input:
ev(concat(e, linenum - 1), numer)


Result:
e10

... Which was correct.

********************** Problem 25 ***************
Input:
kill(functions, values, arrays)


Result:
done

... Which was correct.

********************** Problem 26 ***************
Input:
done


Result:
done

... Which was correct.

********************** Problem 27 ***************
Input:
exp : diff(x f(x), x)


Result:
x f(x)  + f(x)
      x

... Which was correct.

********************** Problem 28 ***************
Input:
f(x) := sin(x)


Result:
f(x) := sin(x)

... Which was correct.

********************** Problem 29 ***************
Input:
ev(exp, diff)


Result:
sin(x) + x cos(x)

... Which was correct.

********************** Problem 30 ***************
Input:
x


Result:
x

... Which was correct.

********************** Problem 31 ***************
Input:
x : 3


Result:
3

... Which was correct.

********************** Problem 32 ***************
Input:
x


Result:
3

... Which was correct.

********************** Problem 33 ***************
Input:
'x


Result:
x

... Which was correct.

********************** Problem 34 ***************
Input:
	 2
f(x) := x


Result:
	 2
f(x) := x

... Which was correct.

********************** Problem 35 ***************
Input:
f(2)


Result:
f(2)

... Which was correct.

********************** Problem 36 ***************
Input:
ev(%, f)


Result:
4

... Which was correct.

********************** Problem 37 ***************
Input:
'(f(2))


Result:
f(2)

... Which was correct.

********************** Problem 38 ***************
Input:
f(2)


Result:
4

... Which was correct.

********************** Problem 39 ***************
Input:
sum(i!, i, 1, 4)


Result:
33

... Which was correct.

********************** Problem 40 ***************
Input:
 4
====
\
 >    i!
/
====
i = 1


Result:
33

... Which was correct.

********************** Problem 41 ***************
Input:
remvalue(x)


Result:
[x]

... Which was correct.

********************** Problem 42 ***************
Input:
 b
/
[
I  f(x) dx
]
/
 a


Result:
 b
/
[   2
I  x  dx
]
/
 a

... Which was correct.

********************** Problem 43 ***************
Input:
		     2
for i thru 5 do s : i  + s


Result:
done

... Which was correct.

********************** Problem 44 ***************
Input:
exp : s


Result:
s + 55

... Which was correct.

********************** Problem 45 ***************
Input:
ev(%, s : 0)


Result:
55

... Which was correct.

********************** Problem 46 ***************
Input:
ev(exp)


Result:
s + 110

... Which was correct.

********************** Problem 47 ***************
Input:
       n
      ====
      \
exp :  >    g(i)
      /
      ====
      i = 0


Result:
 n
====
\
 >    g(i)
/
====
i = 0

... Which was correct.

********************** Problem 48 ***************
Input:
    z
z %e


Result:
    z
z %e

... Which was correct.

********************** Problem 49 ***************
Input:
	   2
ev(%, z : x )


Result:
      2
 2   x
x  %e

... Which was correct.

********************** Problem 50 ***************
Input:
       2
subst(x , z, exp)


Result:
 n
====
\
 >    g(i)
/
====
i = 0

... Which was correct.

********************** Problem 51 ***************
Input:
a : %


Result:
 n
====
\
 >    g(i)
/
====
i = 0

... Which was correct.

********************** Problem 52 ***************
Input:
1 + a


Result:
 n
====
\
 >    g(i) + 1
/
====
i = 0

... Which was correct.

********************** Problem 53 ***************
Input:
kill(a, y)


Result:
done

... Which was correct.

********************** Problem 54 ***************
Input:
a


Result:
a

... Which was correct.

********************** Problem 55 ***************
Input:
declare(integrate, noun)


Result:
done

... Which was correct.

********************** Problem 56 ***************
Input:
/
[  2
I y  dy
]
/


Result:
/
[  2
I y  dy
]
/

... Which was correct.

********************** Problem 57 ***************
Input:
	   2
integrate(y , y)


Result:
 3
y
--
3

... Which was correct.

********************** Problem 58 ***************
Input:
f(y) := diff(y log(y), y, 2)


Result:
f(y) := diff(y log(y), y, 2)

... Which was correct.

********************** Problem 59 ***************
Input:
	1
f(y) := -
	y


Result:
	1
f(y) := -
	y

... Which was correct.

********************** Problem 60 ***************
Input:
c10


Result:
c10

... Which was correct.

********************** Problem 61 ***************
Input:
       3
(y + x)


Result:
       3
(y + x)

... Which was correct.

********************** Problem 62 ***************
Input:
diff(%, x)


Result:
	 2
3 (y + x)

... Which was correct.

********************** Problem 63 ***************
Input:
	 2
y : 1 + x


Result:
 2
x  + 1

... Which was correct.

********************** Problem 64 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 65 ***************
Input:
     x	  2
ev(%e  sin (x), exponentialize)


Result:
    x	 %i x	  - %i x 2
  %e  (%e     - %e      )
- ------------------------
	     4

... Which was correct.

********************** Problem 66 ***************
Input:
integrate(%, x)


Result:
    (2 %i + 1) x     (1 - 2 %i) x
  %e		   %e		        x
  -------------- + -------------- - 2 %e
     2 %i + 1	      1 - 2 %i
- ---------------------------------------
		     4

... Which was correct.

********************** Problem 67 ***************
Input:
ev(%, demoivre)


Result:
    x				   x
  %e  (%i sin(2 x) + cos(2 x))	 %e  (cos(2 x) - %i sin(2 x))	    x
  ---------------------------- + ---------------------------- - 2 %e
	    2 %i + 1			   1 - 2 %i
- -------------------------------------------------------------------
				   4

... Which was correct.

********************** Problem 68 ***************
Input:
ans : ev(%, ratexpand)


Result:
    x		   x		  x
  %e  sin(2 x)	 %e  cos(2 x)   %e
- ------------ - ------------ + ---
       5	      10	 2

... Which was correct.

********************** Problem 69 ***************
Input:
ev(ans, x : 1, numer) - ev(ans, x : 0, numer)


Result:
0.57791601820424

... Which was correct.

********************** Problem 70 ***************
Input:
block([fpprec : 35], ev(ans, x : 1, bfloat) - ev(ans, x : 0, bfloat))


Result:
5.7791601820424019599988308251707781b-1

... Which was correct.

********************** Problem 71 ***************
Input:
	    x	 2
integrate(%e  sin (x), x)


Result:
      x		     x		      x
  2 %e  sin(2 x) + %e  cos(2 x) - 5 %e
- -------------------------------------
		   10

... Which was correct.

********************** Problem 72 ***************
Input:
trigreduce(%)


Result:
      x		     x		      x
  2 %e  sin(2 x) + %e  cos(2 x) - 5 %e
- -------------------------------------
		   10

... Which was correct.

********************** Problem 73 ***************
Input:
ev(% - ans, ratsimp)


Result:
0

... Which was correct.

********************** Problem 74 ***************
Input:
ev(sin(x), %emode)


Result:
sin(x)

... Which was correct.

********************** Problem 75 ***************
Input:
    %pi	       %pi
tan(---) + sin(---)
     6	       12


Result:
    %pi	      1
sin(---) + -------
    12	   sqrt(3)

... Which was correct.

********************** Problem 76 ***************
Input:
ev(%, numer)


Result:
0.83616931429215

... Which was correct.

********************** Problem 77 ***************
Input:
sin(1)


Result:
sin(1)

... Which was correct.

********************** Problem 78 ***************
Input:
ev(sin(1), numer)


Result:
0.8414709848079

... Which was correct.

********************** Problem 79 ***************
Input:
     1  2
beta(-, -)
     2  5


Result:
     1  2
beta(-, -)
     2  5

... Which was correct.

********************** Problem 80 ***************
Input:
ev(%, numer)


Result:
3.67909398040588

... Which was correct.

********************** Problem 81 ***************
Input:
diff(atanh(sqrt(x)), x)


Result:
	1
-----------------
2 (1 - x) sqrt(x)

... Which was correct.

********************** Problem 82 ***************
Input:
fpprec : 25


Result:
25

... Which was correct.

********************** Problem 83 ***************
Input:
sin(5.0b-1)


Result:
4.794255386042030002732879b-1

... Which was correct.

********************** Problem 84 ***************
Input:
	 2	   2
exp : cos (x) - sin (x)


Result:
   2	     2
cos (x) - sin (x)

... Which was correct.

********************** Problem 85 ***************
Input:
	  %pi
ev(%, x : ---)
	   3


Result:
  1
- -
  2

... Which was correct.

********************** Problem 86 ***************
Input:
diff(exp, x)


Result:
- 4 cos(x) sin(x)

... Which was correct.

********************** Problem 87 ***************
Input:
integrate(exp, x)


Result:
sin(2 x)	   sin(2 x)
-------- + x   x - --------
   2		      2
------------ - ------------
     2		    2

... Which was correct.

********************** Problem 88 ***************
Input:
expand(%)


Result:
sin(2 x)
--------
   2

... Which was correct.

********************** Problem 89 ***************
Input:
trigexpand(%)


Result:
cos(x) sin(x)

... Which was correct.

********************** Problem 90 ***************
Input:
trigreduce(%)


Result:
sin(2 x)
--------
   2

... Which was correct.

********************** Problem 91 ***************
Input:
diff(%, x)


Result:
cos(2 x)

... Which was correct.

********************** Problem 92 ***************
Input:
ev(% - exp, trigreduce, ratsimp)


Result:
0

... Which was correct.

********************** Problem 93 ***************
Input:
    2		       2        2		   2
sech (x) tanh(x)   cosh (x) sech (x) tanh(x)   sech (x) sinh(x) tanh(x)
---------------- + ------------------------- + ------------------------
	2		       2			   2
    coth (x)		   coth (x)		       coth (x)


Result:
    2			       2        2		   2
sech (x) sinh(x) tanh(x)   cosh (x) sech (x) tanh(x)   sech (x) tanh(x)
------------------------ + ------------------------- + ----------------
	    2			       2		       2
	coth (x)		   coth (x)		   coth (x)

... Which was correct.

********************** Problem 94 ***************
Input:
trigsimp(%)


Result:
    5	       4	    3
sinh (x) + sinh (x) + 2 sinh (x)
--------------------------------
		5
	    cosh (x)

... Which was correct.

********************** Problem 95 ***************
Input:
			 2
	  2	 (1 - sin (x)) cos(x)
tan(x) sec (x) + --------------------
			  2
		       cos (x)


Result:
			2
   2		 1 - sin (x)
sec (x) tan(x) + -----------
		   cos(x)

... Which was correct.

********************** Problem 96 ***************
Input:
trigsimp(%)


Result:
	    4
sin(x) + cos (x)
----------------
       3
    cos (x)

... Which was correct.

********************** Problem 97 ***************
Input:
	2
     sec (x)	       2
----------------- + tan (x)
1 - tan(x) sec(x)


Result:
	2
     sec (x)	       2
----------------- + tan (x)
1 - sec(x) tan(x)

... Which was correct.

********************** Problem 98 ***************
Input:
trigsimp(%)


Result:
    4	      3
 sin (x) + sin (x) - 1
------------------------
   2		    4
cos (x) sin(x) - cos (x)

... Which was correct.

********************** Problem 99 ***************
Input:
       4		       2	 2	      2	      2	        4
3 + cos (x) + 8 sin(x) + 4 (cos (x) - sin (x)) - 6 cos (x) sin (x) + sin (x)
----------------------------------------------------------------------------
				      3
				 8 cos (x)


Result:
   4	       2       2	    2	      2			    4
sin (x) - 6 cos (x) sin (x) + 4 (cos (x) - sin (x)) + 8 sin(x) + cos (x) + 3
----------------------------------------------------------------------------
				      3
				 8 cos (x)

... Which was correct.

********************** Problem 100 ***************
Input:
trigsimp(%)


Result:
	    4
sin(x) + cos (x)
----------------
       3
    cos (x)

... Which was correct.

********************** Problem 101 ***************
Input:
    2		       2        2		   2
sech (x) tanh(x)   cosh (x) sech (x) tanh(x)   sech (x) sinh(x) tanh(x)
---------------- + ------------------------- + ------------------------
	2		       2			   2
    coth (x)		   coth (x)		       coth (x)


Result:
    2			       2        2		   2
sech (x) sinh(x) tanh(x)   cosh (x) sech (x) tanh(x)   sech (x) tanh(x)
------------------------ + ------------------------- + ----------------
	    2			       2		       2
	coth (x)		   coth (x)		   coth (x)

... Which was correct.

********************** Problem 102 ***************
Input:
trigsimp(%)


Result:
    5	       4	    3
sinh (x) + sinh (x) + 2 sinh (x)
--------------------------------
		5
	    cosh (x)

... Which was correct.

********************** Problem 103 ***************
Input:
       5			    4			  2	     2
(- sech (x) (6 + 34 sinh(x) + 5 cosh (x) sinh(x) - 8 (cosh (x) + sinh (x))
	  2	   3		    2		       3
 + 10 cosh (x) sinh (x) - 13 (3 cosh (x) sinh(x) + sinh (x))
	  4	       2        2	   4	       5
 + 2 (cosh (x) + 6 cosh (x) sinh (x) + sinh (x)) + sinh (x)))/16


Result:
      5	        5	      4		   2	    2	       4
- sech (x) (sinh (x) + 2 (sinh (x) + 6 cosh (x) sinh (x) + cosh (x))
	   3	        2		       2        3
 - 13 (sinh (x) + 3 cosh (x) sinh(x)) + 10 cosh (x) sinh (x)
	  2	     2		   4
 - 8 (sinh (x) + cosh (x)) + 5 cosh (x) sinh(x) + 34 sinh(x) + 6)/16

... Which was correct.

********************** Problem 104 ***************
Input:
trigsimp(%)


Result:
      5		 4	      3
  sinh (x) + sinh (x) - 2 sinh (x)
- --------------------------------
		  5
	      cosh (x)

... Which was correct.

********************** Problem 105 ***************
Input:
	      2				   2
- cos(x) - sec (x) sin(x) + cos(x) (1 + sec (x) tan(x))


Result:
	   2			 2
cos(x) (sec (x) tan(x) + 1) - sec (x) sin(x) - cos(x)

... Which was correct.

********************** Problem 106 ***************
Input:
trigsimp(%)


Result:
0

... Which was correct.

********************** Problem 107 ***************
Input:
						2
v    cos(x) + v  cos(x) sec(x) + (- 2 v  - v sec (x)) sin(x)
 x x	       x		       x
								    2
						      + v cos(x) sec (x) tan(x)


Result:
	    2			  2
v cos(x) sec (x) tan(x) + (- v sec (x) - 2 v ) sin(x) + v  cos(x) sec(x)
					    x		 x
								  + v    cos(x)
								     x x

... Which was correct.

********************** Problem 108 ***************
Input:
trigsimp(%)


Result:
- 2 v  sin(x) + v    cos(x) + v
     x		 x x	       x

... Which was correct.
108/108 tests passed.
Running tests in rtest8: 
********************** Problem 1 ***************
Input:
block([], kill(all), %rnum : 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
1      4    10
- - 2 x  + x
2


Result:
 10	 4   1
x   - 2 x  + -
	     2

... Which was correct.

********************** Problem 3 ***************
Input:
nroots(%, - 6, 9.1)


Result:
4

... Which was correct.

********************** Problem 4 ***************
Input:
		     5
realroots(- 1 - x + x , 4.9999999999999996E-6)


Result:
     612003
[x = ------]
     524288

... Which was correct.

********************** Problem 5 ***************
Input:
ev(% , float)
    1


Result:
x = 1.167303085327148

... Which was correct.

********************** Problem 6 ***************
Input:
	      5
ev(- 1 - x + x , %)


Result:
- 7.3964962101769061E-6

... Which was correct.

********************** Problem 7 ***************
Input:
	 3	        5
(1 + 2 x)  = 13.5 (1 + x )


Result:
	 3	    5
(2 x + 1)  = 13.5 (x  + 1)

... Which was correct.

********************** Problem 8 ***************
Input:
sort(allroots(%))


Result:
[x = - 1.015755543828121, x = 0.82967499021294, x = 1.0, 
x = - 0.96596251521964 %i - 0.40695972319241, 
x = 0.96596251521964 %i - 0.40695972319241]

... Which was correct.

********************** Problem 9 ***************
Input:
exp1 : z + x = y


Result:
z + x = y

... Which was correct.

********************** Problem 10 ***************
Input:
		     2
exp : 2 a x - y = 2 a


Result:
	       2
2 a x - y = 2 a

... Which was correct.

********************** Problem 11 ***************
Input:
y - 2 z = 2


Result:
y - 2 z = 2

... Which was correct.

********************** Problem 12 ***************
Input:
ev(linsolve([exp, exp1, %], [x, y, z]), globalsolve)


Result:
[x = a + 1, y = 2 a, z = a - 1]

... Which was correct.

********************** Problem 13 ***************
Input:
f1 : 2 x (1 - l1) - 2 (x - 1) l2


Result:
2 (1 - l1) x - 2 l2 (x - 1)

... Which was correct.

********************** Problem 14 ***************
Input:
f2 : l2 - l1


Result:
l2 - l1

... Which was correct.

********************** Problem 15 ***************
Input:
		2
f3 : l1 (- y - x  + 1)


Result:
	   2
l1 (- y - x  + 1)

... Which was correct.

********************** Problem 16 ***************
Input:
		    2
f4 : l2 (y - (x - 1) )


Result:
	       2
l2 (y - (x - 1) )

... Which was correct.

********************** Problem 17 ***************
Input:
algsys([f1, f2, f3, f4], [x, y, l1, l2])


Result:
[[x = 0, y = %r1, l1 = 0, l2 = 0], [x = 1, y = 0, l1 = 1, l2 = 1]]

... Which was correct.

********************** Problem 18 ***************
Input:
      2	   2
f1 : x  - y


Result:
 2    2
x  - y

... Which was correct.

********************** Problem 19 ***************
Input:
		  2	   2
f2 : - 1 - y + 2 y  - x + x


Result:
   2	    2
2 y  - y + x  - x - 1

... Which was correct.

********************** Problem 20 ***************
Input:
algsys([f1, f2], [x, y])


Result:
	   1	        1	       1	      1
[[x = - -------, y = -------], [x = -------, y = - -------], 
	sqrt(3)	     sqrt(3)	    sqrt(3)	   sqrt(3)
						   1	    1
					    [x = - -, y = - -], [x = 1, y = 1]]
						   3	    3

... Which was correct.

********************** Problem 21 ***************
Input:
solve(asin(cos(3 x)) (f(x) - 1), x)


Result:

`solve' is using arc-trig functions to get a solution.
Some solutions will be lost.
     %pi
[x = ---, f(x) = 1]
      6

... Which was correct.

********************** Problem 22 ***************
Input:
	  f(x)
ev(solve(5     = 125, f(x)), solveradcan : true)


Result:
[f(x) = 3]

... Which was correct.

********************** Problem 23 ***************
Input:
    2	 2
[4 x  - y  = 12, x y - x = 2]


Result:
    2	 2
[4 x  - y  = 12, x y - x = 2]

... Which was correct.

********************** Problem 24 ***************
Input:
solve(%, [x, y])


Result:
[[x = 2, y = 2], [x = 0.5202594388652 %i - 0.13312403573587, 
y = 0.076783785237878 - 3.608003221870287 %i], 
[x = - 0.5202594388652 %i - 0.13312403573587, 
y = 3.608003221870287 %i + 0.076783785237878], 
[x = - 1.733751846381093, y = - 0.15356757100197]]

... Which was correct.

********************** Problem 25 ***************
Input:
		 3
solve(1 + a x + x , x)


Result:
			  - 3/2	        3
	sqrt(3) %i   1	 3      sqrt(4 a  + 27)	  1 1/3
[x = (- ---------- - -) (---------------------- - -)
	    2	     2		   2		  2
	   sqrt(3) %i   1
	  (---------- - -) a
	       2        2
 - ---------------------------------, x = 
       - 3/2	     3
      3	     sqrt(4 a  + 27)   1 1/3
   3 (---------------------- - -)
		2	       2
		   - 3/2	 3
 sqrt(3) %i   1	  3      sqrt(4 a  + 27)   1 1/3
(---------- - -) (---------------------- - -)
     2	      2		    2		   2
	    sqrt(3) %i	 1
	 (- ---------- - -) a
		2	 2
 - ---------------------------------, x = 
       - 3/2	     3
      3	     sqrt(4 a  + 27)   1 1/3
   3 (---------------------- - -)
		2	       2
  - 3/2	        3
 3      sqrt(4 a  + 27)	  1 1/3			  a
(---------------------- - -)    - ---------------------------------]
	   2		  2	      - 3/2	    3
				     3	    sqrt(4 a  + 27)   1 1/3
				  3 (---------------------- - -)
					       2	      2

... Which was correct.

********************** Problem 26 ***************
Input:
       3
solve(x  - 1)


Result:
     sqrt(3) %i - 1	   sqrt(3) %i + 1
[x = --------------, x = - --------------, x = 1]
	   2			 2

... Which was correct.

********************** Problem 27 ***************
Input:
       6
solve(x  - 1)


Result:
     sqrt(3) %i + 1	 sqrt(3) %i - 1		        sqrt(3) %i + 1
[x = --------------, x = --------------, x = - 1, x = - --------------, 
	   2		       2			      2
							 sqrt(3) %i - 1
						   x = - --------------, x = 1]
							       2

... Which was correct.

********************** Problem 28 ***************
Input:
    6
ev(x  - 1, % )
	    1


Result:
		6
(sqrt(3) %i + 1)
----------------- - 1
       64

... Which was correct.

********************** Problem 29 ***************
Input:
expand(%)


Result:
0

... Which was correct.

********************** Problem 30 ***************
Input:
       2
exp : x  - 1


Result:
 2
x  - 1

... Which was correct.

********************** Problem 31 ***************
Input:
solve(%, x)


Result:
[x = - 1, x = 1]

... Which was correct.

********************** Problem 32 ***************
Input:
ev(exp, % )
	 1


Result:
0

... Which was correct.

********************** Problem 33 ***************
Input:
	      1
h     := -----------
 i, j	 - 1 + j + i


Result:
	      1
h     := -----------
 i, j	 - 1 + j + i

... Which was correct.

********************** Problem 34 ***************
Input:
genmatrix(h, 3, 3)


Result:
[    1  1 ]
[ 1  -  - ]
[    2  3 ]
[	  ]
[ 1  1  1 ]
[ -  -  - ]
[ 2  3  4 ]
[	  ]
[ 1  1  1 ]
[ -  -  - ]
[ 3  4  5 ]

... Which was correct.

********************** Problem 35 ***************
Input:
[2 x - (a - 1) y = 5 b, c + b y + a x = 0]


Result:
[2 x - (a - 1) y = 5 b, b y + a x + c = 0]

... Which was correct.

********************** Problem 36 ***************
Input:
augcoefmatrix(%, [x, y])


Result:
[ 2  1 - a  - 5 b ]
[ 		  ]
[ a    b      c	  ]

... Which was correct.

********************** Problem 37 ***************
Input:
matrix([2, 1 - a, - 5 b], [a, b, c])


Result:
[ 2  1 - a  - 5 b ]
[ 		  ]
[ a    b      c	  ]

... Which was correct.

********************** Problem 38 ***************
Input:
echelon(%)


Result:
[      a - 1	   5 b	   ]
[ 1  - -----	 - ---	   ]
[	 2	    2	   ]
[ 			   ]
[	      2 c + 5 a b  ]
[ 0     1     ------------ ]
[		     2	   ]
[	      2 b + a  - a ]

... Which was correct.

********************** Problem 39 ***************
Input:
matrix([2, 1 - a, - 5 b], [a, b, c])


Result:
[ 2  1 - a  - 5 b ]
[ 		  ]
[ a    b      c	  ]

... Which was correct.

********************** Problem 40 ***************
Input:
triangularize(%)


Result:
[ 2     1 - a	      - 5 b    ]
[ 			       ]
[	    2		       ]
[ 0  2 b + a  - a  2 c + 5 a b ]

... Which was correct.

********************** Problem 41 ***************
Input:
matrix([2, 1 - a, - 5 b], [a, b, c])


Result:
[ 2  1 - a  - 5 b ]
[ 		  ]
[ a    b      c	  ]

... Which was correct.

********************** Problem 42 ***************
Input:
rank(%)


Result:
2

... Which was correct.

********************** Problem 43 ***************
Input:
a : matrix([3, 1], [2, 4])


Result:
[ 3  1 ]
[      ]
[ 2  4 ]

... Which was correct.

********************** Problem 44 ***************
Input:
expand(charpoly(a, lambda))


Result:
      2
lambda  - 7 lambda + 10

... Which was correct.

********************** Problem 45 ***************
Input:
exp : (programmode : true, solve(%))


Result:
[lambda = 5, lambda = 2]

... Which was correct.

********************** Problem 46 ***************
Input:
matrix([x1], [x2])


Result:
[ x1 ]
[    ]
[ x2 ]

... Which was correct.

********************** Problem 47 ***************
Input:
ev(a . % - lambda %, exp )
			1


Result:
[ x2 - 2 x1 ]
[ 	    ]
[ 2 x1 - x2 ]

... Which was correct.

********************** Problem 48 ***************
Input:
exp : %	    = 0
       1, 1


Result:
x2 - 2 x1 = 0

... Which was correct.

********************** Problem 49 ***************
Input:
  2     2
x2  + x1  = 1


Result:
  2     2
x2  + x1  = 1

... Which was correct.

********************** Problem 50 ***************
Input:
solve([exp, %], [x1, x2])


Result:
	    1		    2		    1		  2
[[x1 = - -------, x2 = - -------], [x1 = -------, x2 = -------]]
	 sqrt(5)	 sqrt(5)	 sqrt(5)       sqrt(5)

... Which was correct.

********************** Problem 51 ***************
Input:
		      %e + 4   %e + 4 x
find_root(2 x = - log(------) (------) , x, - 1, 0)
		      2 %pi    2 %pi


Result:
- 0.033402898268741

... Which was correct.

********************** Problem 52 ***************
Input:
find_root(2 x = cos((%pi + %e) x), x, 0, 1)


Result:
0.19842105056569

... Which was correct.
52/52 tests passed.
Running tests in rtest12: 
********************** Problem 1 ***************
Input:
(kill(all), matchdeclare(a, true))


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
			     2		  2
(^rule1_retval : tellsimp(sin (a), 1 - cos (a)), 0)


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
   2
sin (y)


Result:
       2
1 - cos (y)

... Which was correct.

********************** Problem 4 ***************
Input:
kill(rules)


Result:
done

... Which was correct.

********************** Problem 5 ***************
Input:
nonzeroandfreeof(x, e) := is(e # 0 and freeof(x, e))


Result:
nonzeroandfreeof(x, e) := is(e # 0 and freeof(x, e))

... Which was correct.

********************** Problem 6 ***************
Input:
matchdeclare(a, nonzeroandfreeof(x), b, freeof(x))


Result:
done

... Which was correct.

********************** Problem 7 ***************
Input:
defmatch(linear, b + a x, x)


Result:
linear

... Which was correct.

********************** Problem 8 ***************
Input:
	2
linear(y  + (1 + y) z + 3 z, z)


Result:
      2
[b = y , a = y + 4, x = z]

... Which was correct.

********************** Problem 9 ***************
Input:
matchdeclare([a, f], true)


Result:
done

... Which was correct.

********************** Problem 10 ***************
Input:
constinterval(l, h) := constantp(h - l)


Result:
constinterval(l, h) := constantp(h - l)

... Which was correct.

********************** Problem 11 ***************
Input:
matchdeclare(b, constinterval(a))


Result:
done

... Which was correct.

********************** Problem 12 ***************
Input:
matchdeclare(x, atom)


Result:
done

... Which was correct.

********************** Problem 13 ***************
Input:
							  b
							 /
							 [
block(remove(integrate, outative), defmatch(checklimits, I  f dx), 
							 ]
							 /
							  a
						  declare(integrate, outative))


Result:
done

... Which was correct.

********************** Problem 14 ***************
Input:
 2 %pi + x
/
[
I	   sin(t) dt
]
/
 %pi + x


Result:
 x + 2 %pi
/
[
I	   sin(t) dt
]
/
 x + %pi

... Which was correct.

********************** Problem 15 ***************
Input:
checklimits(%)


Result:
[b = x + 2 %pi, a = x + %pi, x = t, f = sin(t)]

... Which was correct.

********************** Problem 16 ***************
Input:
 x
/
[
I  sin(t) dt
]
/
 0


Result:
 t
/
[
I  sin(t) dt
]
/
 0

... Which was correct.

********************** Problem 17 ***************
Input:
checklimits(%)


Result:
false

... Which was correct.

********************** Problem 18 ***************
Input:
(kill(all), matchdeclare(x, freeof(%i)))


Result:
done

... Which was correct.

********************** Problem 19 ***************
Input:
%iargs : false


Result:
false

... Which was correct.

********************** Problem 20 ***************
Input:
(sinrule_retval : tellsimp(sin(%i x), %i sinh(x)), 0)


Result:
0

... Which was correct.

********************** Problem 21 ***************
Input:
trigexpand(sin(%i y + x))


Result:
sin(x) cos(%i y) + %i cos(x) sinh(y)

... Which was correct.

********************** Problem 22 ***************
Input:
%iargs : true


Result:
true

... Which was correct.

********************** Problem 23 ***************
Input:
	  0
errcatch(0 )


Result:
 0
0  has been generated
[]

... Which was correct.

********************** Problem 24 ***************
Input:
			      0
ev((^rule2_retval : tellsimp(0 , 1), 0), simp : false)


Result:
0

... Which was correct.

********************** Problem 25 ***************
Input:
 0
0


Result:
1

... Which was correct.

********************** Problem 26 ***************
Input:
remrule(^, first(^rule2_retval))


Result:
^

... Which was correct.

********************** Problem 27 ***************
Input:
			     2		  2
(^rule3_retval : tellsimp(sin (x), 1 - cos (x)), 0)


Result:
0

... Which was correct.

********************** Problem 28 ***************
Input:
	    2
(1 + sin(x))


Result:
	    2
(sin(x) + 1)

... Which was correct.

********************** Problem 29 ***************
Input:
expand(%)


Result:
	      2
2 sin(x) - cos (x) + 2

... Which was correct.

********************** Problem 30 ***************
Input:
   2
sin (x)


Result:
       2
1 - cos (x)

... Which was correct.

********************** Problem 31 ***************
Input:
kill(rules)


Result:
done

... Which was correct.

********************** Problem 32 ***************
Input:
matchdeclare(a, true)


Result:
done

... Which was correct.

********************** Problem 33 ***************
Input:
			     2		  2
(^rule4_retval : tellsimp(sin (a), 1 - cos (a)), 0)


Result:
0

... Which was correct.

********************** Problem 34 ***************
Input:
   2
sin (y)


Result:
       2
1 - cos (y)

... Which was correct.

********************** Problem 35 ***************
Input:
kill(rules)


Result:
done

... Which was correct.

********************** Problem 36 ***************
Input:
(kill(all), nonzeroandfreeof(x, e) := is(e # 0 and freeof(x, e)))


Result:
nonzeroandfreeof(x, e) := is(e # 0 and freeof(x, e))

... Which was correct.

********************** Problem 37 ***************
Input:
matchdeclare(a, nonzeroandfreeof(x), b, freeof(x))


Result:
done

... Which was correct.

********************** Problem 38 ***************
Input:
defmatch(linear, b + a x, x)


Result:
linear

... Which was correct.

********************** Problem 39 ***************
Input:
	2
linear(y  + (1 + y) z + 3 z, z)


Result:
      2
[b = y , a = y + 4, x = z]

... Which was correct.

********************** Problem 40 ***************
Input:
matchdeclare([a, f], true)


Result:
done

... Which was correct.

********************** Problem 41 ***************
Input:
constinterval(l, h) := constantp(h - l)


Result:
constinterval(l, h) := constantp(h - l)

... Which was correct.

********************** Problem 42 ***************
Input:
matchdeclare(b, constinterval(a))


Result:
done

... Which was correct.

********************** Problem 43 ***************
Input:
matchdeclare(x, atom)


Result:
done

... Which was correct.

********************** Problem 44 ***************
Input:
							  b
							 /
							 [
block(remove(integrate, outative), defmatch(checklimits, I  f dx), 
							 ]
							 /
							  a
						  declare(integrate, outative))


Result:
done

... Which was correct.

********************** Problem 45 ***************
Input:
 2 %pi + x
/
[
I	   sin(t) dt
]
/
 %pi + x


Result:
 x + 2 %pi
/
[
I	   sin(t) dt
]
/
 x + %pi

... Which was correct.

********************** Problem 46 ***************
Input:
checklimits(%)


Result:
[b = x + 2 %pi, a = x + %pi, x = t, f = sin(t)]

... Which was correct.

********************** Problem 47 ***************
Input:
 x
/
[
I  sin(t) dt
]
/
 0


Result:
 t
/
[
I  sin(t) dt
]
/
 0

... Which was correct.

********************** Problem 48 ***************
Input:
checklimits(%)


Result:
false

... Which was correct.

********************** Problem 49 ***************
Input:
remvalue(a, b, f, x)


Result:
[a, b, f, x]

... Which was correct.

********************** Problem 50 ***************
Input:
(kill(all), matchdeclare([a, a1, a2], true))


Result:
done

... Which was correct.

********************** Problem 51 ***************
Input:
oneless(x, y) := is(x = y - 1)


Result:
oneless(x, y) := is(x = y - 1)

... Which was correct.

********************** Problem 52 ***************
Input:
let(a1 a2!, a1!, oneless, a2, a1)


Result:
a1 a2! --> a1! where oneless(a2, a1)

... Which was correct.

********************** Problem 53 ***************
Input:
       a1!
ev(let(---, (a1 - 1)!), letrat)
       a1


Result:
a1!
--- --> (a1 - 1)!
a1

... Which was correct.

********************** Problem 54 ***************
Input:
	   n m! (n - 1)!
ev(letsimp(-------------), letrat)
		 m


Result:
(m - 1)! n!

... Which was correct.

********************** Problem 55 ***************
Input:
       2	    2
let(sin (a), 1 - cos (a))


Result:
   2		   2
sin (a) --> 1 - cos (a)

... Which was correct.

********************** Problem 56 ***************
Input:
   4
sin (x)


Result:
   4
sin (x)

... Which was correct.

********************** Problem 57 ***************
Input:
letsimp(%)


Result:
   4	       2
cos (x) - 2 cos (x) + 1

... Which was correct.

********************** Problem 58 ***************
Input:
matchdeclare([a, a1, a2], true)


Result:
done

... Which was correct.

********************** Problem 59 ***************
Input:
oneless(x, y) := is(x = y - 1)


Result:
oneless(x, y) := is(x = y - 1)

... Which was correct.

********************** Problem 60 ***************
Input:
let(a1 a2!, a1!, oneless, a2, a1)


Result:
a1 a2! --> a1! where oneless(a2, a1)

... Which was correct.

********************** Problem 61 ***************
Input:
       a1!
ev(let(---, (a1 - 1)!), letrat)
       a1


Result:
a1!
--- --> (a1 - 1)!
a1

... Which was correct.

********************** Problem 62 ***************
Input:
	   n m! (n - 1)!
ev(letsimp(-------------), letrat)
		 m


Result:
(m - 1)! n!

... Which was correct.

********************** Problem 63 ***************
Input:
       2	    2
let(sin (a), 1 - cos (a))


Result:
   2		   2
sin (a) --> 1 - cos (a)

... Which was correct.

********************** Problem 64 ***************
Input:
   4
sin (x)


Result:
   4
sin (x)

... Which was correct.

********************** Problem 65 ***************
Input:
letsimp(%)


Result:
   4	       2
cos (x) - 2 cos (x) + 1

... Which was correct.

********************** Problem 66 ***************
Input:
pfeformat : true


Result:
true

... Which was correct.

********************** Problem 67 ***************
Input:
	    2
poissimp(sin (x))


Result:
1/2 - 1/2 cos(2 x)

... Which was correct.

********************** Problem 68 ***************
Input:
    2
(2 a  - b) cos(2 y + x) - (5 + a b) sin(u - 4 x)


Result:
    2
(2 a  - b) cos(2 y + x) + (a b + 5) sin(4 x - u)

... Which was correct.

********************** Problem 69 ***************
Input:
exp1 : outofpois(poisexpt(%, 2))


Result:
	2     2			     2
1/2 (2 a  - b)  cos(4 y + 2 x) - (2 a  - b) (- a b - 5) sin(2 y + 5 x - u)
       2						      2
 + (2 a  - b) (- a b - 5) sin(2 y - 3 x + u) - 1/2 (- a b - 5)  cos(8 x - 2 u)
		  2	      2	    2
 + 1/2 (- a b - 5)  + 1/2 (2 a  - b)

... Which was correct.

********************** Problem 70 ***************
Input:
printpois(%)


Result:
	  2
- (b - 2 a ) (- a b - 5) sin(- 2 y - 5 x + u)

    2
(2 a  - b) (- a b - 5) sin(2 y - 3 x + u)

		 2
- 1/2 (- a b - 5)  cos(2 u - 8 x)

	       2	   2	 2
1/2 (- a b - 5)  + 1/2 (2 a  - b)

	2     2
1/2 (2 a  - b)  cos(4 y + 2 x)

done

... Which was correct.

********************** Problem 71 ***************
Input:
outofpois(poisint(exp1, y))


Result:
	2     2				     2
1/8 (2 a  - b)  sin(4 y + 2 x) - 1/2 (b - 2 a ) (- a b - 5) cos(2 y + 5 x - u)
					  2
			        - 1/2 (2 a  - b) (- a b - 5) cos(2 y - 3 x + u)

... Which was correct.

********************** Problem 72 ***************
Input:
outofpois(poissimp(%))


Result:
	2     2				     2
1/8 (2 a  - b)  sin(4 y + 2 x) - 1/2 (b - 2 a ) (- a b - 5) cos(2 y + 5 x - u)
					  2
			        - 1/2 (2 a  - b) (- a b - 5) cos(2 y - 3 x + u)

... Which was correct.

********************** Problem 73 ***************
Input:
	    5	      5
poissimp(cos (x) + sin (x))


Result:
1/16 sin(5 x) + 1/16 cos(5 x) - 5/16 sin(3 x) + 5/16 cos(3 x) + 5/8 sin(x)
								   + 5/8 cos(x)

... Which was correct.

********************** Problem 74 ***************
Input:
pfeformat : false


Result:
false

... Which was correct.

********************** Problem 75 ***************
Input:
(kill(foo, bar), matchdeclare(aa, true, gg, 
						gg	        2     gg/2
    lambda([yy], evenp(yy) and yy > 1)), let(foo  (aa), (1 - bar (aa))	  ), 0)


Result:
0

... Which was correct.

********************** Problem 76 ***************
Input:
	   2
letsimp(foo (x))


Result:
       2
1 - bar (aa)

This is a known error in Maxima. The correct result is:
       2
1 - bar (x)

********************** Problem 77 ***************
Input:
	   3
letsimp(foo (x))


Result:
   3
foo (x)

... Which was correct.

********************** Problem 78 ***************
Input:
	   4
letsimp(foo (x))


Result:
   4	        2
bar (aa) - 2 bar (aa) + 1

This is a known error in Maxima. The correct result is:
	 2	   4
1 - 2 bar (x) + bar (x)
78/78 tests passed.
Running tests in rexamples: 
********************** Problem 1 ***************
Input:
(kill(all), example(additive))


Result:
(%i1) declare(f,additive)
(%o1) 				     done
(%i2) f(3*b+2*a)
(%o2) 			        f(3 b) + f(2 a)
done

... Which was correct.

********************** Problem 2 ***************
Input:
(kill(all), example(algsys))


Result:
(%i1) f1:2*x*(1-l1)-2*(x-1)*l2
(%i2) f2:l2-l1
(%i3) f3:l1*(-y-x^2+1)
(%i4) f4:l2*(y-(x-1)^2)
(%i5) algsys([f1,f2,f3,f4],[x,y,l1,l2])
(%o5) [[x = 0, y = %r2, l1 = 0, l2 = 0], [x = 1, y = 0, l1 = 1, l2 = 1]]
(%i6) f1:x^2-y^2
(%i7) f2:-1-y+2*y^2-x+x^2
(%i8) algsys([f1,f2],[x,y])
		 1	      1		     1		    1
(%o8) [[x = - -------, y = -------], [x = -------, y = - -------], 
	      sqrt(3)	   sqrt(3)	  sqrt(3)	 sqrt(3)
						   1	    1
					    [x = - -, y = - -], [x = 1, y = 1]]
						   3	    3
done

... Which was correct.

********************** Problem 3 ***************
Input:
(kill(all), example(allroots))


Result:
(%i1) (1+2*x)^3 = 13.5*(1+x^5)
				   3	      5
(%o1) 			  (2 x + 1)  = 13.5 (x  + 1)
(%i2) allroots(%)
(%o2) [x = 0.82967499021294, x = - 1.015755543828121, 
x = 0.96596251521964 %i - 0.40695972319241, 
x = - 0.96596251521964 %i - 0.40695972319241, x = 1.0]
done

... Which was correct.

********************** Problem 4 ***************
Input:
(kill(all), example(antisymmetric))


Result:
(%i1) declare(h,antisymmetric)
(%o1) 				     done
(%i2) h(x,z,y)
(%o2) 				 - h(x, y, z)
done

... Which was correct.

********************** Problem 5 ***************
Input:
(kill(all), example(append))


Result:
(%i1) append([x+y,0,-3.2],[2.5E+20,x])
(%o1) 			 [y + x, 0, - 3.2, 2.5E+20, x]
done

... Which was correct.

********************** Problem 6 ***************
Input:
(kill(all), example(arrayinfo))


Result:
(%i1) b[1,x]:1
(%i2) array(f,2,3)
(%o2) 				       f
(%i3) arrayinfo(b)
(%o3) 			      [hashed, 2, [1, x]]
(%i4) arrayinfo(f)
(%o4) 			     [declared, 2, [2, 3]]
done

... Which was correct.

********************** Problem 7 ***************
Input:
(kill(all), example(arrays))


Result:
(%i1) a[n]:=n*a[n-1]
(%o1) 			        a  := n a
				 n	 n - 1
(%i2) a[0]:1
(%i3) a[5]
(%o3) 				      120
(%i4) a[n]:=n
(%i5) a[6]
(%o5) 				       6
(%i6) a[4]
(%o6) 				      24
done

... Which was correct.

********************** Problem 8 ***************
Input:
(kill(all), example(at))


Result:
(%i1) atvalue(f(x,y),[x = 0,y = 1],a^2)
				       2
(%o1) 				      a
(%i2) atvalue('diff(f(x,y),x),x = 0,1+y)
(%o2) 				    @2 + 1
(%i3) printprops(all,atvalue)
				     !
			  f(@1, @2)  !	     = @2 + 1
				   @1!
				     !@1 = 0

					    2
				 f(0, 1) = a

(%o3) 				     done
(%i4) diff(4*f(x,y)^2-u(x,y)^2,x)
(%o4) 		    8 f(x, y) f(x, y)  - 2 u(x, y) u(x, y)
				     x			  x
(%i5) at(%,[x = 0,y = 1])
		       2		      !
(%o5) 		   16 a  - 2 u(0, 1) (u(x, y) !		   )
					     x!
					      !x = 0, y = 1
done

... Which was correct.

********************** Problem 9 ***************
Input:
(kill(all), example(atvalue))


Result:
(%i1) kill(f,x,a,u,g)
(%o1) 				     done
(%i2) atvalue(f(x,y),[x = 0,y = 1],a^2)
(%i3) atvalue('diff(f(x,y),x),x = 0,1+y)
(%o3) 				    @2 + 1
(%i4) printprops(all,atvalue)
				     !
			  f(@1, @2)  !	     = @2 + 1
				   @1!
				     !@1 = 0

					    2
				 f(0, 1) = a

(%o4) 				     done
(%i5) diff(4*f(x,y)^2-u(x,y)^2,x)
(%o5) 		    8 f(x, y) f(x, y)  - 2 u(x, y) u(x, y)
				     x			  x
(%i6) at(%,[x = 0,y = 1])
		       2		      !
(%o6) 		   16 a  - 2 u(0, 1) (u(x, y) !		   )
					     x!
					      !x = 0, y = 1
done

... Which was correct.

********************** Problem 10 ***************
Input:
(kill(all), example(augcoefmatrix))


Result:
(%i1) [2*x-(a-1)*y = 5*b,c+b*y+a*x = 0]
(%i2) augcoefmatrix(%,[x,y])
			      [ 2  1 - a  - 5 b ]
(%o2) 			      [ 	        ]
			      [ a    b	    c   ]
done

... Which was correct.

********************** Problem 11 ***************
Input:
(kill(all), example(bezout))


Result:
(%i1) bezout(1+x^2+a*y,b+x*y+y^2,x)
			    [  2	   2	 ]
			    [ y  + b  - a y  - y ]
(%o1) 			    [ 			 ]
			    [		 2	 ]
			    [   y       y  + b	 ]
(%i2) expand(determinant(%))
			  4	 3	  2    2    2
(%o2) 			 y  + a y  + 2 b y  + y  + b
(%i3) %-expand(resultant(1+x^2+a*y,b+x*y+y^2,x))
(%o3) 				       0
done

... Which was correct.

********************** Problem 12 ***************
Input:
(kill(all), example(catch))


Result:
(%i1) g(l):=catch(map(lambda([x],if x < 0 then throw(x) else f(x)),l))
(%i2) g([1,2,3,7])
(%o2) 			   [f(1), f(2), f(3), f(7)]
(%i3) g([1,2,-3,7])
(%o3) 				      - 3
done

... Which was correct.

********************** Problem 13 ***************
Input:
(kill(all), example(cf))


Result:
(%i1) cf([1,-2,1]+[1,2,-3])
(%o1) 				 [1, 1, 1, 2]
(%i2) cfdisrep(%)
					 1
(%o2) 				 1 + ---------
					   1
				     1 + -----
					     1
					 1 + -
					     2
(%i3) cflength:4
(%i4) cf(sqrt(3))
(%o4) 			  [1, 1, 2, 1, 2, 1, 2, 1, 2]
(%i5) cfexpand(%)
				  [ 265	 97 ]
(%o5) 				  [ 	    ]
				  [ 153	 56 ]
(%i6) ev(%[1,2]/%[2,2],numer)
(%o6) 			       1.732142857142857
done

... Which was correct.

********************** Problem 14 ***************
Input:
(kill(all), example(cfdisrep))


Result:
(%i1) cf([1,-2,1]+[1,2,-3])
(%o1) 				 [1, 1, 1, 2]
(%i2) cfdisrep(%)
					 1
(%o2) 				 1 + ---------
					   1
				     1 + -----
					     1
					 1 + -
					     2
done

... Which was correct.

********************** Problem 15 ***************
Input:
(kill(all), example(cfexpand))


Result:
(%i1) cflength:4
(%i2) cf(sqrt(3))
(%o2) 			  [1, 1, 2, 1, 2, 1, 2, 1, 2]
(%i3) cfexpand(%)
				  [ 265	 97 ]
(%o3) 				  [ 	    ]
				  [ 153	 56 ]
(%i4) ev(%[1,2]/%[2,2],numer)
(%o4) 			       1.732142857142857
done

... Which was correct.

********************** Problem 16 ***************
Input:
(kill(all), example(charpoly))


Result:
(%i1) a:matrix([3,1],[2,4])
				   [ 3  1 ]
(%o1) 				   [ 	  ]
				   [ 2  4 ]
(%i2) expand(charpoly(a,lambda))
				  2
(%o2) 			    lambda  - 7 lambda + 10
(%i3) (programmode:true,solve(%))
(%o3) 			   [lambda = 5, lambda = 2]
(%i4) matrix([x1],[x2])
				    [ x1 ]
(%o4) 				    [ 	 ]
				    [ x2 ]
(%i5) ev(a . %-lambda*%,%th(2)[1])
				 [ x2 - 2 x1 ]
(%o5) 				 [ 	     ]
				 [ 2 x1 - x2 ]
(%i6) %[1,1] = 0
(%o6) 				 x2 - 2 x1 = 0
(%i7) x2^2+x1^2 = 1
				   2	 2
(%o7) 				 x2  + x1  = 1
(%i8) solve([%th(2),%],[x1,x2])
		   1		   2		   1		 2
(%o8)  [[x1 = - -------, x2 = - -------], [x1 = -------, x2 = -------]]
		sqrt(5)	        sqrt(5)	        sqrt(5)	      sqrt(5)
done

... Which was correct.

********************** Problem 17 ***************
Input:
(kill(all), example(coeff))


Result:
(%i1) coeff(b+tan(x)+2*a*tan(x) = 3+5*tan(x),tan(x))
(%o1) 				  2 a + 1 = 5
(%i2) coeff(1+x*%e^x+y,x,0)
(%o2) 				     y + 1
done

... Which was correct.

********************** Problem 18 ***************
Input:
(kill(all), example(combine))


Result:
(%i1) combine(b/y+a/y+b/x+a/x)
				 b + a	 b + a
(%o1) 				 ----- + -----
				   y	   x
done

... Which was correct.

********************** Problem 19 ***************
Input:
(kill(all), example(commutative))


Result:
(%i1) declare(h,commutative)
(%o1) 				     done
(%i2) h(x,z,y)
(%o2) 				  h(x, y, z)
done

... Which was correct.

********************** Problem 20 ***************
Input:
(kill(all), example(complex))


Result:
(%i1) (sqrt(2.25)+sqrt(-4))^2
					     2
(%o1) 				 (2 %i + 1.5)
(%i2) expand(%)
(%o2) 				 6.0 %i - 1.75
(%i3) expand(sqrt(2*%i))
				    1/4
(%o3) 			       (- 1)    sqrt(2)
done

... Which was correct.

********************** Problem 21 ***************
Input:
(kill(all), example(content))


Result:
(%i1) content(4*x^2*y^2+2*x*y,y)
					  2
(%o1) 			       [2 x, 2 x y  + y]
done

... Which was correct.

********************** Problem 22 ***************
Input:
(kill(all), example(defmatch))


Result:
(%i1) nonzeroandfreeof(x,e):=is(e # 0 and freeof(x,e))
(%o1) 	     nonzeroandfreeof(x, e) := is(e # 0 and freeof(x, e))
(%i2) matchdeclare(a,nonzeroandfreeof(x),b,freeof(x))
(%o2) 				     done
(%i3) defmatch(linear,b+a*x,x)
(%o3) 				    linear
(%i4) linear(y^2+(1+y)*z+3*z,z)
				2
(%o4) 			  [b = y , a = y + 4, x = z]
(%i5) matchdeclare([a,f],true)
(%o5) 				     done
(%i6) constinterval(l,h):=constantp(h-l)
(%i7) matchdeclare(b,constinterval(a))
(%i8) matchdeclare(x,atom)
(%i9) block(remove(integrate,outative),
	    defmatch(checklimits,'integrate(f,x,a,b)),
	    declare(integrate,outative))
(%i10) 'integrate(sin(t),t,%pi+x,2*%pi+x)
(%i11) checklimits(%)
(%o11) 	        [b = x + 2 %pi, a = x + %pi, x = t, f = sin(t)]
(%i12) 'integrate(sin(t),t,0,x)
(%i13) checklimits(%)
(%o13) 				     false
(%i14) remvalue(a,b,f,x)
done

... Which was correct.

********************** Problem 23 ***************
Input:
(kill(all), example(deftaylor))


Result:
(%i1) deftaylor(f(x),sum(x^i/(2^i*i!^2),i,4,inf)+x^2)
(%o1) 				      [f]
(%i2) taylor(%e^sqrt(f(x)),x,0,4)
			     2	       3	  4
			    x	 3073 x	   12817 x
(%o2)/T/ 	    1 + x + -- + ------- + -------- + . . .
			    2	  18432	    307200
done

... Which was correct.

********************** Problem 24 ***************
Input:
(kill(all), example(delete))


Result:
(%i1) delete(sin(x),y+sin(x)+x)
(%o1) 				     y + x
done

... Which was correct.

********************** Problem 25 ***************
Input:
(kill(all), example(depends))


Result:
(%i1) kill(a,x,f,y,t)
(%o1) 				     done
(%i2) depends(a,x)
(%o2) 				    [a(x)]
(%i3) diff(a . a,x)
(%o3) 			       (a ) . a + a . a
				 x	       x
(%i4) depends(f,[x,y],[x,y],t)
(%o4) 			     [f(x, y), x(t), y(t)]
(%i5) diff(f,t)
(%o5) 				 f  y  + f  x
				  y  t	  x  t
done

... Which was correct.

********************** Problem 26 ***************
Input:
(kill(all), example(derivdegree))


Result:
(%i1) 'diff(y,x)*x^2+'diff(y,z,3)*2+'diff(y,x,2)
					       2
(%o1) 			    2 y	     + y    + x  y
			       z z z    x x	  x
(%i2) derivdegree(%,y,x)
(%o2) 				       2
done

... Which was correct.

********************** Problem 27 ***************
Input:
(kill(all), example(desolve))


Result:
(%i1) eqn1:'diff(f(x),x) = sin(x)+'diff(g(x),x)
(%o1) 			    f(x)  = g(x)  + sin(x)
				x       x
(%i2) eqn2:'diff(g(x),x,2) = 'diff(f(x),x)-cos(x)
(%o2) 			   g(x)	   = f(x)  - cos(x)
			       x x	 x
(%i3) atvalue('diff(g(x),x),x = 0,a)
(%o3) 				       a
(%i4) atvalue(f(x),x = 0,1)
(%o4) 				       1
(%i5) desolve([eqn1,eqn2],[f(x),g(x)])
		     x				    x
(%o5) 	 [f(x) = a %e  - a + 1, g(x) = cos(x) + a %e  - a + g(0) - 1]
(%i6) ev([eqn1,eqn2],%,diff)
		    x	    x	   x		    x
(%o6) 	       [a %e  = a %e , a %e  - cos(x) = a %e  - cos(x)]
done

... Which was correct.

********************** Problem 28 ***************
Input:
(kill(all), example(diff))


Result:
(%i1) kill(f,g,h,x,y)
(%o1) 				     done
(%i2) diff(2*x^2+x^3+sin(x),x)
					  2
(%o2) 			      cos(x) + 3 x  + 4 x
(%i3) diff(sin(x)*cos(x),x)
				  2	    2
(%o3) 			       cos (x) - sin (x)
(%i4) diff(sin(x)*cos(x),x,2)
(%o4) 			       - 4 cos(x) sin(x)
(%i5) derivabbrev:true
(%i6) diff(exp(f(x)),x,2)
			 f(x)		  f(x)	      2
(%o6) 		       %e     f(x)    + %e     (f(x) )
				  x x		    x
(%i7) 'integrate(f(x,y),y,g(x),h(x))
				h(x)
			       /
			       [
(%o7) 			       I     f(x, y) dy
			       ]
			       /
				g(x)
(%i8) diff(%,x)
	     h(x)
	    /
	    [
(%o8) 	    I	  f(x, y)  dy + f(x, h(x)) h(x)  - f(x, g(x)) g(x)
	    ]		 x		       x		  x
	    /
	     g(x)
done

... Which was correct.

********************** Problem 29 ***************
Input:
(kill(all), example(display))


Result:
(%i1) display(b[1,2])
				 b     = b
				  1, 2	  1, 2

(%o1) 				     done
done

... Which was correct.

********************** Problem 30 ***************
Input:
(kill(all), example(divide))


Result:
(%i1) divide(y+x,x-y,x)
(%o1) 				   [1, 2 y]
(%i2) divide(y+x,x-y)
(%o2) 				  [- 1, 2 x]
done

... Which was correct.

********************** Problem 31 ***************
Input:
(kill(all), example(dotscrules))


Result:
(%i1) declare(l,scalar,[m1,m2,m3],nonscalar)
(%o1) 				     done
(%i2) expand((1-l*m1) . (1-l*m2) . (1-l*m3))
(%o2) - l m3 + (l m2) . (l m3) - l m2 + (l m1) . (l m3)
		        - (l m1) . (l m2) . (l m3) + (l m1) . (l m2) - l m1 + 1
(%i3) ev(%,dotscrules)
		2		    2		 3		   2
(%o3) - l m3 + l  m2 . m3 - l m2 + l  m1 . m3 - l  m1 . m2 . m3 + l  m1 . m2
								     - l m1 + 1
(%i4) rat(%,l)
			 3				    2
(%o4)/R/ - m1 . m2 . m3 l  + (m2 . m3 + m1 . m3 + m1 . m2) l
						       + (- m3 - m2 - m1) l + 1
done

... Which was correct.

********************** Problem 32 ***************
Input:
(kill(all), example(dpart))


Result:
(%i1) dpart(y/z^2+x,1,2,1)
				    y
(%o1) 				   ---- + x
				      2
				   """
				   "z"
				   """
(%i2) expand((a+b)^4)
		       4        3      2  2	 3      4
(%o2) 		      b  + 4 a b  + 6 a  b  + 4 a  b + a
(%i3) (a+b)^2*(x+y)^2
				      2	       2
(%o3) 			       (b + a)  (y + x)
(%i4) expand(%)
       2  2	     2	  2  2	    2			   2	    2  2
(%o4) b  y  + 2 a b y  + a  y  + 2 b  x y + 4 a b x y + 2 a  x y + b  x
								      2	   2  2
							     + 2 a b x  + a  x
(%i5) %th(3)/%
	4	 3      2  2	  3	 4
(%o5) (b  + 4 a b  + 6 a  b  + 4 a  b + a )
   2  2		 2    2	 2      2		       2        2  2	      2
/(b  y  + 2 a b y  + a  y  + 2 b  x y + 4 a b x y + 2 a  x y + b  x  + 2 a b x
    2  2
 + a  x )
(%i6) factor(%)
					  2
				   (b + a)
(%o6) 				   --------
					  2
				   (y + x)
(%i7) dpart(%th(2),2,4)
	4	 3      2  2	  3	 4
(%o7) (b  + 4 a b  + 6 a  b  + 4 a  b + a )
			     """"""""""
   2  2		 2    2	 2   "	 2    "			 2	  2  2
/(b  y  + 2 a b y  + a  y  + "2 b  x y" + 4 a b x y + 2 a  x y + b  x
			     """"""""""
	  2    2  2
 + 2 a b x  + a  x )
(%i8) part(%th(3),2,4)
				      2
(%o8) 				   2 b  x y
done

... Which was correct.

********************** Problem 33 ***************
Input:
(kill(all), example(echelon))


Result:
(%i1) matrix([2,1-a,-5*b],[a,b,c])
			      [ 2  1 - a  - 5 b ]
(%o1) 			      [ 	        ]
			      [ a    b	    c   ]
(%i2) echelon(%)
			 [      a - 1	    5 b	    ]
			 [ 1  - -----	  - ---	    ]
			 [	  2	     2	    ]
(%o2) 			 [ 			    ]
			 [	       2 c + 5 a b  ]
			 [ 0	 1     ------------ ]
			 [		      2	    ]
			 [	       2 b + a  - a ]
done

... Which was correct.

********************** Problem 34 ***************
Input:
(kill(all), example(eliminate))


Result:
(%i1) exp1:z+y*x+2*x^2
					     2
(%o1) 			        z + x y + 2 x
(%i2) exp2:-1-z+5*y+3*x
(%o2) 			      - z + 5 y + 3 x - 1
(%i3) exp3:5-y^2+x+z^2
				 2    2
(%o3) 			        z  - y  + x + 5
(%i4) eliminate([exp3,exp2,exp1],[y,z])
	     8	       7	 6	    5	       4	 3	   2
(%o4) [7425 x  - 1170 x  + 1299 x  + 12076 x  + 22887 x  - 5154 x  - 1291 x
							      + 7688 x + 15376]
done

... Which was correct.

********************** Problem 35 ***************
Input:
(kill(all), example(equations))


Result:
(%i1) 1+x = y^2
					   2
(%o1) 				  x + 1 = y
(%i2) x-1 = 1+2*y
(%i3) %+%th(2)
				     2
(%o3) 			      2 x = y  + 2 y + 1
(%i4) %th(3)/y
				   x + 1
(%o4) 				   ----- = y
				     y
(%i5) 1/%
				     y	   1
(%o5) 				   ----- = -
				   x + 1   y
done

... Which was correct.

********************** Problem 36 ***************
Input:
(kill(all), example(ev))


Result:
(%i1) kill(y,x,w)
(%o1) 				     done
(%i2) 'diff(sin(w),w)+(1+w)^2+cos(y)+sin(x)
							2
(%o2) 		     cos(y) + sin(x) + sin(w)  + (w + 1)
					     w
(%i3) ev(%,sin,expand,diff,x = 2,y = 1)
			  2
(%o3) 	        cos(w) + w  + 2 w + cos(1) + 1.909297426825682
(%i4) ev(y+x,x:y+a,y:2)
(%o4) 				   y + a + 2
(%i5) 'diff(x^2+x*y+y^2,x,2,y,1)
			       2	  2
(%o5) 			     (y  + x y + x )
					    x x y
(%i6) ev(%,diff)
(%o6) 				       0
(%i7) 2*x-3*y = 3
(%i8) 2*y-3*x = -4
(%i9) solve([%th(2),%])
				      1	     6
(%o9) 			      [[y = - -, x = -]]
				      5	     5
(%i10) ev(%th(3),%)
(%o10) 				     3 = 3
(%i11) 1/x+x > gamma(1/2)
				   1
(%o11) 			       x + - > sqrt(%pi)
				   x
(%i12) ev(%,numer,x = 1/2)
(%o12) 			    2.5 > 1.772453850905516
(%i13) ev(%,pred)
(%o13) 				     true
done

... Which was correct.

********************** Problem 37 ***************
Input:
(kill(all), example(evaluation))


Result:
(%i1) diff(x*f(x),x)
(%o1) 			        x f(x)  + f(x)
				      x
(%i2) f(x):=sin(x)
(%i3) ev(%th(2),diff)
(%o3) 			       sin(x) + x cos(x)
(%i4) x
(%o4) 				       x
(%i5) x:3
(%i6) x
(%o6) 				       3
(%i7) 'x
(%o7) 				       x
(%i8) f(x):=x^2
					   2
(%o8) 				  f(x) := x
(%i9) 'f(2)
(%o9) 				     f(2)
(%i10) ev(%,f)
(%o10) 				       4
(%i11) '(f(2))
(%o11) 				     f(2)
(%i12) f(2)
(%o12) 				       4
(%i13) sum(i!,i,1,4)
(%o13) 				      33
(%i14) 'sum(i!,i,1,4)
(%o14) 				      33
(%i15) remvalue(x)
(%o15) 				      [x]
(%i16) 'integrate(f(x),x,a,b)
				    b
				   /
				   [   2
(%o16) 				   I  x  dx
				   ]
				   /
				    a
(%i17) for i thru 5 do s:i^2+s
(%o17) 				     done
(%i18) s
(%o18) 				    s + 55
(%i19) ev(%,s:0)
(%o19) 				      55
(%i20) ev(%th(2))
(%o20) 				    s + 110
(%i21) 'sum(g(i),i,0,n)
				   n
				  ====
				  \
(%o21) 				   >    g(i)
				  /
				  ====
				  i = 0
(%i22) z*%e^z
					 z
(%o22) 				     z %e
(%i23) ev(%,z:x^2)
					  2
				     2	 x
(%o23) 				    x  %e
(%i24) subst(x^2,z,%th(3))
				   n
				  ====
				  \
(%o24) 				   >    g(i)
				  /
				  ====
				  i = 0
(%i25) a:%
				   n
				  ====
				  \
(%o25) 				   >    g(i)
				  /
				  ====
				  i = 0
(%i26) 1+a
				 n
				====
				\
(%o26) 				 >    g(i) + 1
				/
				====
				i = 0
(%i27) kill(a,y)
(%o27) 				     done
(%i28) a
(%o28) 				       a
(%i29) integrate(y^2,y)
				       3
				      y
(%o29) 				      --
				      3
(%i30) integrate(y^2,y)
				       3
				      y
(%o30) 				      --
				      3
(%i31) f(y):=diff(y*log(y),y,2)
(%o31) 			 f(y) := diff(y log(y), y, 2)
(%i32) f(y):=1/y
					   1
(%o32) 				   f(y) := -
					   y
(%i33) c31
(%o33) 				      c31
(%i34) (y+x)^3
(%i35) diff(%,x)
					   2
(%o35) 				  3 (y + x)
(%i36) y:1+x^2
(%i37) c34
(%o37) 				      c34
done

... Which was correct.

********************** Problem 38 ***************
Input:
(kill(all), example(evenfun))


Result:
(%i1) declare(g,evenfun)
(%o1) 				     done
(%i2) g(-x)
(%o2) 				     g(x)
done

... Which was correct.

********************** Problem 39 ***************
Input:
(kill(all), example(exp))


Result:
(%i1) ev(%e^x*sin(x)^2,exponentialize)
			      x	   %i x	    - %i x 2
			    %e  (%e     - %e	  )
(%o1) 			  - ------------------------
				       4
(%i2) kill(x)
(%o2) 				     done
(%i3) integrate(%,x)
(%o3) 				    done x
(%i4) ev(%,demoivre)
(%o4) 				    done x
(%i5) ans:ev(%,ratexpand)
(%o5) 				    done x
(%i6) ev(%,x:1,numer)-ev(%,x:0,numer)
(%o6) 				     done
(%i7) integrate(%e^x*sin(x)^2,x)
			  x		 x		  x
		      2 %e  sin(2 x) + %e  cos(2 x) - 5 %e
(%o7) 		    - -------------------------------------
				       10
(%i8) trigreduce(%)
			  x		 x		  x
		      2 %e  sin(2 x) + %e  cos(2 x) - 5 %e
(%o8) 		    - -------------------------------------
				       10
(%i9) %-ans
		     x		    x		     x
		 2 %e  sin(2 x) + %e  cos(2 x) - 5 %e
(%o9) 	       - ------------------------------------- - done x
				  10
(%i10) ev(sin(x),%emode)
(%o10) 				    sin(x)
done

... Which was correct.

********************** Problem 40 ***************
Input:
(kill(all), example(expand))


Result:
(%i1) (1/(y+x)^4-3/(z+y)^3)^2
				1	   3	 2
(%o1) 			    (-------- - --------)
				    4	       3
			     (y + x)    (z + y)
(%i2) expand(%,2,0)
			     6		    9	       1
(%o2) 		   - ----------------- + -------- + --------
			    4	     3	        6	   8
		     (y + x)  (z + y)	 (z + y)    (y + x)
(%i3) expand(a . (f+c . (e+d)+b))
(%o3) 		     a . f + a . c . e + a . c . d + a . b
(%i4) expand((1+x)^3)
			       3      2
(%o4) 			      x  + 3 x  + 3 x + 1
(%i5) (1+x)^7
					  7
(%o5) 				   (x + 1)
(%i6) expand(%)
	       7      6	      5	      4	      3	      2
(%o6) 	      x  + 7 x  + 21 x  + 35 x  + 35 x  + 21 x  + 7 x + 1
(%i7) expand(%th(2),7,7)
	       7      6	      5	      4	      3	      2
(%o7) 	      x  + 7 x  + 21 x  + 35 x  + 35 x  + 21 x  + 7 x + 1
(%i8) ev(a*(c+b)^2+a*(c+b),expop:1)
				     2
(%o8) 			    a (c + b)  + a c + a b
done

... Which was correct.

********************** Problem 41 ***************
Input:
(kill(all), example(factcomb))


Result:
(%i1) (1+n)^2*n!^2
					2   2
(%o1) 				 (n + 1)  n!
(%i2) factcomb(%)
					   2
(%o2) 				   (n + 1)!
done

... Which was correct.

********************** Problem 42 ***************
Input:
(kill(all), example(factor))


Result:
(%i1) factor(2^63-1)
			   2
(%o1) 			  7  73 127 337 92737 649657
(%i2) factor(-8*y-4*x+z^2*(2*y+x))
(%o2) 			   (2 y + x) (z - 2) (z + 2)
(%i3) -1-2*x-x^2+y^2+2*x*y^2+x^2*y^2
		       2  2	   2    2    2
(%o3) 		      x  y  + 2 x y  + y  - x  - 2 x - 1
(%i4) block([dontfactor:[x]],factor(%/36/(1+2*y+y^2)))
			      2
			    (x  + 2 x + 1) (y - 1)
(%o4) 			    ----------------------
				  36 (y + 1)
(%i5) factor(1+%e^(3*x))
			     x	       2 x     x
(%o5) 			  (%e  + 1) (%e	   - %e  + 1)
(%i6) factor(1+x^4,a^2-2)
			   2		  2
(%o6) 			 (x  - a x + 1) (x  + a x + 1)
(%i7) factor(-y^2*z^2-x*z^2+x^2*y^2+x^3)
			      2
(%o7) 			  - (y  + x) (z - x) (z + x)
(%i8) (2+x)/(3+x)/(b+x)/(c+x)^2
				    x + 2
(%o8) 			   ------------------------
						  2
			   (x + 3) (x + b) (x + c)
(%i9) ratsimp(%)
		4		   3	 2			 2
(%o9) (x + 2)/(x  + (2 c + b + 3) x  + (c  + (2 b + 6) c + 3 b) x
							 2		     2
					     + ((b + 3) c  + 6 b c) x + 3 b c )
(%i10) partfrac(%,x)
	   2		       4	        3     2		     2
(%o10) - (c  - 4 c - b + 6)/((c  + (- 2 b - 6) c  + (b  + 12 b + 9) c
	 2		  2			      c - 2
 + (- 6 b  - 18 b) c + 9 b ) (x + c)) - ---------------------------------
					  2			        2
					(c  + (- b - 3) c + 3 b) (x + c)
			 b - 2
 + -------------------------------------------------
	     2		   2	   3	  2
   ((b - 3) c  + (6 b - 2 b ) c + b  - 3 b ) (x + b)
			 1
 - ----------------------------------------------
	     2
   ((b - 3) c  + (18 - 6 b) c + 9 b - 27) (x + 3)
(%i11) map('factor,%)
	      2
	     c  - 4 c - b + 6		      c - 2
(%o11) - ------------------------- - ------------------------
		2	 2				    2
	 (c - 3)  (c - b)  (x + c)   (c - 3) (c - b) (x + c)
				     b - 2			  1
			  + ------------------------ - ------------------------
					   2			      2
			    (b - 3) (c - b)  (x + b)   (b - 3) (c - 3)  (x + 3)
(%i12) ratsimp((x^5-1)/(x-1))
			      4	   3    2
(%o12) 			     x  + x  + x  + x + 1
(%i13) subst(a,x,%)
			      4	   3    2
(%o13) 			     a  + a  + a  + a + 1
(%i14) factor(%th(2),%)
			      2	       3        3    2
(%o14) 	        (x - a) (x - a ) (x - a ) (x + a  + a  + a + 1)
(%i15) factor(1+x^12)
			      4	       8    4
(%o15) 			    (x  + 1) (x  - x  + 1)
(%i16) factor(1+x^99)
		 2	      6	   3
(%o16) (x + 1) (x  - x + 1) (x  - x  + 1)
   10	 9    8	   7    6    5	  4    3    2
 (x   - x  + x  - x  + x  - x  + x  - x  + x  - x + 1)
   20	 19    17    16	   14	 13    11    10	   9    7    6	  4    3
 (x   + x   - x	  - x   + x   + x   - x	  - x   - x  + x  + x  - x  - x  + x
	60    57    51	  48    42    39    33	  30    27    21    18	  12
 + 1) (x   + x   - x   - x   + x   + x   - x   - x   - x   + x   + x   - x
    9	 3
 - x  + x  + 1)
done

... Which was correct.

********************** Problem 43 ***************
Input:
(kill(all), example(factorsum))


Result:
(%i1) ev((1+x)*(a*(z+w)^2+(v+u)^2),expand)
	   2	  2			       2      2		       2
(%o1) a x z  + a z  + 2 a w x z + 2 a w z + a w  x + v  x + 2 u v x + u  x
							    2	 2	      2
						       + a w  + v  + 2 u v + u
(%i2) factorsum(%)
					  2	     2
(%o2) 		        (x + 1) (a (z + w)  + (v + u) )
done

... Which was correct.

********************** Problem 44 ***************
Input:
(kill(all), example(featurep))


Result:
(%i1) declare(j,even)
(%i2) featurep(j,integer)
(%o2) 				     true
done

... Which was correct.

********************** Problem 45 ***************
Input:
(kill(all), example(freeof))


Result:
(%i1) freeof(y,sin(2*y+x))
(%o1) 				     false
(%i2) freeof(cos(y),"*",cos(x)+sin(y))
(%o2) 				     true
done

... Which was correct.

********************** Problem 46 ***************
Input:
(kill(all), example(fullmap))


Result:
(%i1) fullmap(g,b*c+a)
(%o1) 			       g(b) g(c) + g(a)
(%i2) map(g,b*c+a)
(%o2) 				 g(b c) + g(a)
done

... Which was correct.

********************** Problem 47 ***************
Input:
(kill(all), example(fullmapl))


Result:
(%i1) fullmapl("+",[3,[4,5]],[[a,1],[0,-1.5]])
(%o1) 			    [[a + 3, 4], [4, 3.5]]
done

... Which was correct.

********************** Problem 48 ***************
Input:
(kill(all), example(funcsolve))


Result:
(%i1) funcsolve((1+n)*f(n)-(3+n)*f(1+n)/(1+n) = (n-1)/(2+n),f(n))

Dependent equations eliminated:  (4 3)
					  n
(%o1) 			    f(n) = ---------------
				   (n + 1) (n + 2)
done

... Which was correct.

********************** Problem 49 ***************
Input:
(kill(all), example(functions))


Result:
(%i1) kill(x,y,f,g,h)
(%o1) 				     done
(%i2) f(x):=y+x^2
					     2
(%o2) 			        f(x) := y + x
(%i3) f(2)
(%o3) 				     y + 4
(%i4) ev(f(2),y:7)
(%o4) 				      11
(%i5) f(x):=1+sin(x)^2
					     2
(%o5) 			      f(x) := 1 + sin (x)
(%i6) f(1+x)
				   2
(%o6) 			        sin (x + 1) + 1
(%i7) g(y,z):=3*y+f(z)
(%o7) 			     g(y, z) := 3 y + f(z)
(%i8) ev(g(z+2*y,-0.5),y:7)
(%o8) 			 3 (z + 14) + 1.22984884706593
(%i9) h(n):=sum(i*x^i,i,0,n)
					 i
(%o9) 			  h(n) := sum(i x , i, 0, n)
(%i10) functions
(%o10) 			     [f(x), g(y, z), h(n)]
(%i11) t[n](x):=ratexpand(2*x*t[n-1](x)-t[n-2](x))
(%o11) 		 t (x) := ratexpand(2 x t     (x) - t	  (x))
		  n			 n - 1	     n - 2
(%i12) t[0](x):=1
(%i13) t[1](x):=x
(%i14) t[4](y)
				   4	  2
(%o14) 			        8 y  - 8 y  + 1
(%i15) g[n](x):=sum(ev(x),i,n,2+n)
(%o15) 		       g (x) := sum(ev(x), i, n, 2 + n)
			n
(%i16) h(n,x):=sum(ev(x),i,n,2+n)
(%o16) 		      h(n, x) := sum(ev(x), i, n, 2 + n)
(%i17) g[2](i^2)
					2
(%o17) 				     3 i
(%i18) h(2,i^2)
(%o18) 				      29
(%i19) p[n](x):=ratsimp(diff((x^2-1)^n,x,n)/(2^n*n!))
					    2	  n
				     diff((x  - 1) , x, n)
(%o19) 		    p (x) := ratsimp(---------------------)
		     n			      n
					     2  n!
(%i20) q(n,x):=ratsimp(diff((x^2-1)^n,x,n)/(2^n*n!))
					     2	   n
				      diff((x  - 1) , x, n)
(%o20) 		   q(n, x) := ratsimp(---------------------)
					       n
					      2  n!
(%i21) p[2]
					    2
					 3 x  - 1
(%o21) 			     lambda([x], --------)
					    2
(%i22) p[2](1+y)
					 2
				3 (y + 1)  - 1
(%o22) 			        --------------
				      2
(%i23) q(2,y)
				      2
				   3 y  - 1
(%o23) 				   --------
				      2
(%i24) p[2](5)
(%o24) 				      37
(%i25) f[i,j](x,y):=y^j+x^i
					    j	 i
(%o25) 			    f	 (x, y) := y  + x
			     i, j
(%i26) g(fun,a,b):=print(fun," applied to ",a," and ",b," is ",fun(a,b))
(%i27) g(f[2,1],sin(%pi),2*c)
		    2
lambda([x, y], y + x )  applied to  0  and  2 c  is  2 c 
(%o27) 				      2 c
done

... Which was correct.

********************** Problem 50 ***************
Input:
(kill(all), example(genmatrix))


Result:
(%i1) h[i,j]:=1/(-1+j+i)
(%i2) genmatrix(h,3,3)
				  [    1  1 ]
				  [ 1  -  - ]
				  [    2  3 ]
				  [	    ]
				  [ 1  1  1 ]
(%o2) 				  [ -  -  - ]
				  [ 2  3  4 ]
				  [	    ]
				  [ 1  1  1 ]
				  [ -  -  - ]
				  [ 3  4  5 ]
done

... Which was correct.

********************** Problem 51 ***************
Input:
(kill(all), example(get))


Result:
(%i1) put(%e,transcendental,type)
(%o1) 			        transcendental
(%i2) put(%pi,transcendental,type)
(%i3) put(%i,algebraic,type)
(%i4) typeof(x):=block([q],if numberp(x) then return(algebraic),
	     if not atom(x) then return(maplist(typeof,x)),q:get(x,type),
	     if q = false then error("not numeric") else q)
(%i5) errcatch(typeof(x*%pi+2*%e))
not numeric
(%o5) 				      []
(%i6) typeof(%pi+2*%e)
(%o6) 		   [transcendental, [false, transcendental]]
done

... Which was correct.

********************** Problem 52 ***************
Input:
(kill(all), example(gfactor))


Result:
(%i1) gfactor(x^4-1)
(%o1) 		       (x - 1) (x + 1) (x - %i) (x + %i)
done

... Which was correct.

********************** Problem 53 ***************
Input:
(kill(all), example(gradef))


Result:
(%i1) depends(y,x)
(%o1) 				    [y(x)]
(%i2) kill(f,g,j)
(%o2) 				     done
(%i3) gradef(f(x,y),x^2,g(x,y))
(%o3) 				    f(x, y)
(%i4) diff(f(x,y),x)
					      2
(%o4) 			        g(x, y) y  + x
					 x
(%i5) gradef(j(n,z),'diff(j(n,z),n),j(n-1,z)-n*j(n,z)/z)
(%i6) ratsimp(diff(j(2,x),x,2))
			      2
		     j(0, x) x  - 3 j(1, x) x + 6 j(2, x)
(%o6) 		     ------------------------------------
				       2
				      x
done

... Which was correct.

********************** Problem 54 ***************
Input:
(kill(all), example(horner))


Result:
(%i1) poly:5.2E+20-5.5*x+9.9999999999999995E-21*x^2
					  2
(%o1) 		  9.9999999999999995E-21 x  - 5.5 x + 5.2E+20
(%i2) errcatch(ev(%,x = 1.0E+20))
(%o2) 				   [7.0E+19]
(%i3) ev(horner(poly,x),keepfloat)
(%o3) 	      1.0 ((9.9999999999999995E-21 x - 5.5) x + 5.2E+20)
(%i4) ev(%,x = 1.0E+20)
(%o4) 				    7.0E+19
done

... Which was correct.

********************** Problem 55 ***************
Input:
(kill(all), example(inpart))


Result:
(%i1) w*z+y+x
(%o1) 				  w z + y + x
(%i2) inpart(%,3,2)
(%o2) 				       z
(%i3) 'limit(f(x)^g(1+x),x,0,minus)
					 g(x + 1)
(%o3) 			     limit   f(x)
			     x -> 0-
(%i4) inpart(%,1,2)
(%o4) 				   g(x + 1)
done

... Which was correct.

********************** Problem 56 ***************
Input:
(kill(all), example(integrate))


Result:
(%i1) test(f):=block([u],u:integrate(f,x),ratsimp(f-diff(u,x)))
(%o1) test(f) := block([u], u : integrate(f, x), ratsimp(f - diff(u, x)))
(%i2) test(sin(x))
(%o2) 				       0
(%i3) test(1/(x+1))
(%o3) 				       0
(%i4) test(1/(x^2+1))
(%o4) 				       0
(%i5) integrate(sin(x)^3,x)
				  3
			       cos (x)
(%o5) 			       ------- - cos(x)
				  3
(%i6) kill(q)
(%i7) integrate(%e^x/(2+%e^x),x)
				       x
(%o7) 				 log(%e  + 2)
(%i8) integrate(1/(x*log(x)),x)
(%o8) 				  log(log(x))
(%i9) integrate(sin(3+2*x),x)
				  cos(2 x + 3)
(%o9) 			        - ------------
				       2
(%i10) integrate(%e^x*erf(x),x)
			   x	        1/4	    1
(%o10) 			 %e  erf(x) - %e    erf(x - -)
						    2
(%i11) integrate(x/(1+x^3),x)
					2 x - 1
		      2		   atan(-------)
		 log(x  - x + 1)        sqrt(3)	   log(x + 1)
(%o11) 		 --------------- + ------------- - ----------
			6	      sqrt(3)	       3
(%i12) diff(%,x)
			2	        2 x - 1		  1
(%o12) 	        ------------------ + -------------- - ---------
			    2		 2	      3 (x + 1)
		   (2 x - 1)	     6 (x  - x + 1)
		3 (---------- + 1)
		       3
(%i13) ratsimp(%)
				      x
(%o13) 				    ------
				     3
				    x  + 1
(%i14) integrate(x^(5/4)/(1+x)^(5/2),x,0,inf)
				       9  1
(%o14) 				  beta(-, -)
				       4  4
(%i15) gradef(q(x),sin(x^2))
(%o15) 				     q(x)
(%i16) diff(log(q(r(x))),x)
					  2
			       r(x)  sin(r (x))
				   x
(%o16) 			       ----------------
				   q(r(x))
(%i17) integrate(%,x)
(%o17) 				 log(q(r(x)))
done

... Which was correct.

********************** Problem 57 ***************
Input:
(kill(all), example(is))


Result:
(%i1) is(x^2 >= 2*x-1)
(%o1) 				     true
(%i2) assume(a > 1)
(%o2) 				    [a > 1]
(%i3) is(log(1+log(1+a)) > 0 and 1+a^2 > 2*a)
(%o3) 				     true
done

... Which was correct.

********************** Problem 58 ***************
Input:
(kill(all), example(isolate))


Result:
(%i1) (b+a)^4*(x*((d+c)^2+2*x)+1)
			      4			 2
(%o1) 		       (b + a)  (x (2 x + (d + c) ) + 1)
(%i2) isolate(%,x)

					  2
(%t2) 				   (d + c)


					  4
(%t3) 				   (b + a)

(%o3) 			    %t3 (x (2 x + %t2) + 1)
(%i4) ratexpand(%)
(%i5) ev(%)
			 4  2	       4        2	     4
(%o5) 	        2 (b + a)  x  + (b + a)  (d + c)  x + (b + a)
(%i6) (b+a)*(b+a+x)^2*%e^(b+a*x+x^2)
					      2
					 2   x  + a x + b
(%o6) 		      (b + a) (x + b + a)  %e
(%i7) ev(isolate(%,x),exptisolate:true)

(%t7) 				     b + a


					b
(%t8) 				      %e

					       2
					  2   x  + a x
(%o8) 			 %t7 %t8 (x + %t7)  %e
done

... Which was correct.

********************** Problem 59 ***************
Input:
(kill(all), example(laplace))


Result:
(%i1) laplace(%e^(a+2*t)*sin(t)*t,t,s)
				   a
				 %e  (2 s - 4)
(%o1) 			        ---------------
				  2	      2
				(s  - 4 s + 5)
done

... Which was correct.

********************** Problem 60 ***************
Input:
(kill(all), example(lassociative))


Result:
(%i1) declare(g,lassociative)
(%o1) 				     done
(%i2) g(g(a,b),g(c,d))
(%o2) 			      g(g(g(a, b), c), d)
(%i3) g(g(a,b),g(c,d))-g(a,g(b,g(c,d)))
(%o3) 				       0
done

... Which was correct.

********************** Problem 61 ***************
Input:
(kill(all), example(let))


Result:
(%i1) matchdeclare([a,a1,a2],true)
(%o1) 				     done
(%i2) oneless(x,y):=is(x = y-1)
(%i3) let(a1*a2!,a1!,oneless,a2,a1)
(%o3) 		     a1 a2! --> a1! where oneless(a2, a1)
(%i4) ev(let(a1!/a1,(a1-1)!),letrat)
			       a1!
(%o4) 			       --- --> (a1 - 1)!
			       a1
(%i5) ev(letsimp(n*m!*(n-1)!/m),letrat)
(%o5) 				  (m - 1)! n!
(%i6) let(sin(a)^2,1-cos(a)^2)
			       2	       2
(%o6) 			    sin (a) --> 1 - cos (a)
(%i7) sin(x)^4
				       4
(%o7) 				    sin (x)
(%i8) letsimp(%)
			       4	   2
(%o8) 			    cos (x) - 2 cos (x) + 1
done

... Which was correct.

********************** Problem 62 ***************
Input:
(kill(all), example(letrules))


Result:
(%i1) matchdeclare([a,a1,a2],true)
(%o1) 				     done
(%i2) oneless(x,y):=is(x = y-1)
(%i3) let(a1*a2!,a1!,oneless,a2,a1)
(%o3) 		     a1 a2! --> a1! where oneless(a2, a1)
(%i4) ev(let(a1!/a1,(a1-1)!),letrat)
			       a1!
(%o4) 			       --- --> (a1 - 1)!
			       a1
(%i5) ev(letsimp(n*m!*(n-1)!/m),letrat)
(%o5) 				  (m - 1)! n!
(%i6) let(sin(a)^2,1-cos(a)^2)
			       2	       2
(%o6) 			    sin (a) --> 1 - cos (a)
(%i7) sin(x)^4
				       4
(%o7) 				    sin (x)
(%i8) letsimp(%)
			       4	   2
(%o8) 			    cos (x) - 2 cos (x) + 1
done

... Which was correct.

********************** Problem 63 ***************
Input:
(kill(all), example(limit))


Result:
(%i1) limit(x*log(x),x,0,plus)
(%o1) 				       0
(%i2) limit((x+1)^(1/x),x,0)
(%o2) 				      %e
(%i3) limit(%e^x/x,x,inf)
(%o3) 				      inf
(%i4) limit(sin(1/x),x,0)
(%o4) 				      ind
done

... Which was correct.

********************** Problem 64 ***************
Input:
(kill(all), example(linear))


Result:
(%i1) declare(f,linear)
(%o1) 				     done
(%i2) f(3*b+2*a)
(%o2) 			        3 f(b) + 2 f(a)
(%i3) f(y+2*x,x)
(%o3) 			     f(1, x) y + 2 f(x, x)
done

... Which was correct.

********************** Problem 65 ***************
Input:
(kill(all), example(linsolve))


Result:
(%i1) z+x = y
(%i2) 2*a*x-y = 2*a^2
(%i3) y-2*z = 2
(%i4) ev(linsolve([%th(3),%th(2),%],[x,y,z]),globalsolve)
(%o4) 		        [x = a + 1, y = 2 a, z = a - 1]
done

... Which was correct.

********************** Problem 66 ***************
Input:
(kill(all), example(listofvars))


Result:
(%i1) listofvars(f(y+x[1])/g^(a+2))
(%o1) 				 [g, a, x , y]
					 1
done

... Which was correct.

********************** Problem 67 ***************
Input:
(kill(all), example(lists))


Result:
(%i1) [x^2,y/3,-2]
				   2  y
(%o1) 				 [x , -, - 2]
				      3
(%i2) %[1]*x
				       3
(%o2) 				      x
(%i3) [a,%th(2),%]
				   2  y	        3
(%o3) 			     [a, [x , -, - 2], x ]
				      3
done

... Which was correct.

********************** Problem 68 ***************
Input:
(kill(all), example(logcontract))


Result:
(%i1) 2*(2*a*log(y)+a*log(x))
(%o1) 			   2 (2 a log(y) + a log(x))
(%i2) logcontract(%)
					2  4
(%o2) 				 a log(x  y )
(%i3) logcontract(log(sqrt(1+x)-sqrt(x))+log(sqrt(x)+sqrt(1+x)))
(%o3) 				       0
done

... Which was correct.

********************** Problem 69 ***************
Input:
(kill(all), example(map))


Result:
(%i1) map(f,b*z+a*y+x)
(%o1) 			    f(b z) + f(a y) + f(x)
(%i2) map(lambda([u],partfrac(u,x)),1/(2+5*x+4*x^2+x^3)+x)
			   1	   1	    1
(%o2) 			 ----- - ----- + -------- + x
			 x + 2	 x + 1	        2
					 (x + 1)
(%i3) map(ratsimp,(y+y^2)/y+x/(x+x^2))
				       1
(%o3) 				 y + ----- + 1
				     x + 1
(%i4) map("=",[a,b],[-0.5,3])
(%o4) 			      [a = - 0.5, b = 3]
done

... Which was correct.

********************** Problem 70 ***************
Input:
(kill(all), example(matchdeclare))


Result:
(%i1) matchdeclare(a,true)
(%i2) tellsimp(sin(a)^2,1-cos(a)^2)
(%i3) sin(y)^2
					 2
(%o3) 				  1 - cos (y)
(%i4) kill(rules)
(%o4) 				     done
(%i5) nonzeroandfreeof(x,e):=is(e # 0 and freeof(x,e))
(%o5) 	     nonzeroandfreeof(x, e) := is(e # 0 and freeof(x, e))
(%i6) matchdeclare(a,nonzeroandfreeof(x),b,freeof(x))
(%o6) 				     done
(%i7) defmatch(linear,b+a*x,x)
(%o7) 				    linear
(%i8) linear(y^2+(1+y)*z+3*z,z)
				2
(%o8) 			  [b = y , a = y + 4, x = z]
(%i9) matchdeclare([a,f],true)
(%o9) 				     done
(%i10) constinterval(l,h):=constantp(h-l)
(%i11) matchdeclare(b,constinterval(a))
(%i12) matchdeclare(x,atom)
(%i13) block(remove(integrate,outative),
	     defmatch(checklimits,'integrate(f,x,a,b)),
	     declare(integrate,outative))
(%i14) 'integrate(sin(t),t,%pi+x,2*%pi+x)
(%i15) checklimits(%)
(%o15) 	        [b = x + 2 %pi, a = x + %pi, x = t, f = sin(t)]
(%i16) 'integrate(sin(t),t,0,x)
(%i17) checklimits(%)
(%o17) 				     false
done

... Which was correct.

********************** Problem 71 ***************
Input:
(kill(all), example(matrices))


Result:
(%i1) m:matrix([a,0],[b,1])
				   [ a  0 ]
(%o1) 				   [ 	  ]
				   [ b  1 ]
(%i2) m^2
				   [  2	   ]
				   [ a	 0 ]
(%o2) 				   [ 	   ]
				   [  2	   ]
				   [ b	 1 ]
(%i3) m . m
				[    2	     ]
(%o3) 			        [   a	   0 ]
				[	     ]
				[ a b + b  1 ]
(%i4) m[1,1]*m
				  [  2	   ]
(%o4) 				  [ a	 0 ]
				  [	   ]
				  [ a b	 a ]
(%i5) 1-%th(2)+%
				 [   1	  1 ]
(%o5) 				 [ 	    ]
				 [ 1 - b  a ]
(%i6) m^^(-1)
				  [  1	   ]
				  [  -	 0 ]
				  [  a	   ]
(%o6) 				  [ 	   ]
				  [   b	   ]
				  [ - -	 1 ]
				  [   a	   ]
(%i7) [x,y] . m
(%o7) 			       [ b y + a x  y ]
(%i8) matrix([a,b,c],[d,e,f],[g,h,i])
				  [ a  b  c ]
				  [	    ]
(%o8) 				  [ d  e  f ]
				  [	    ]
				  [ g  h  i ]
(%i9) %^^2
	     [		    2					 ]
	     [ c g + b d + a    c h + b e + a b	 c i + b f + a c ]
	     [							 ]
(%o9) 	     [ 			       2			 ]
	     [ f g + d e + a d  f h + e  + b d	 f i + e f + c d ]
	     [							 ]
	     [					  2		 ]
	     [ g i + d h + a g  h i + e h + b g	 i  + f h + c g	 ]
done

... Which was correct.

********************** Problem 72 ***************
Input:
(kill(all), example(minfactorial))


Result:
(%i1) n!/(1+n)!
				      n!
(%o1) 				   --------
				   (n + 1)!
(%i2) minfactorial(%)
				       1
(%o2) 				     -----
				     n + 1
done

... Which was correct.

********************** Problem 73 ***************
Input:
(kill(all), example(multiplicative))


Result:
(%i1) declare(f,multiplicative)
(%o1) 				     done
(%i2) f(2*a*b)
(%o2) 			        f(2) f(a) f(b)
done

... Which was correct.

********************** Problem 74 ***************
Input:
(kill(all), example(multthru))


Result:
(%i1) (-f(x))/(x-y)^3-1/(x-y)+x/(x-y)^2
			     1	      x	        f(x)
(%o1) 			 - ----- + -------- - --------
			   x - y	  2	     3
				   (x - y)    (x - y)
(%i2) multthru((x-y)^3,%)
				  2
(%o2) 			 - (x - y)  + x (x - y) - f(x)
(%i3) ratexpand(%)
				  2
(%o3) 			       - y  + x y - f(x)
(%i4) ((a*b)^2+2*a*b*s+(b+a)^10*s^2)/(a*b*s^2)
			       10  2		  2  2
			(b + a)	  s  + 2 a b s + a  b
(%o4) 		        ------------------------------
					 2
				    a b s
(%i5) multthru(%)
					       10
			      2	  a b   (b + a)
(%o5) 			      - + --- + ---------
			      s	   2	   a b
				  s
(%i6) multthru(a . (f+c . (e+d)+b))
(%o6) 		        a . f + a . c . (e + d) + a . b
done

... Which was correct.

********************** Problem 75 ***************
Input:
(kill(all), example(nary))


Result:
(%i1) declare(j,nary)
(%o1) 				     done
(%i2) j(j(a,b),j(c,d))
(%o2) 				 j(a, b, c, d)
done

... Which was correct.

********************** Problem 76 ***************
Input:
(kill(all), example(nounify))


Result:
(%i1) 'limit(f(x)^g(1+x),x,0,minus)
					 g(x + 1)
(%o1) 			     limit   f(x)
			     x -> 0-
(%i2) is(inpart(%,0) = nounify(limit))
(%o2) 				     true
done

... Which was correct.

********************** Problem 77 ***************
Input:
(kill(all), example(nroots))


Result:
(%i1) 1/2-2*x^4+x^10
				 10	 4   1
(%o1) 			        x   - 2 x  + -
					     2
(%i2) nroots(%,-6,9.1)
(%o2) 				       4
done

... Which was correct.

********************** Problem 78 ***************
Input:
(kill(all), example(numfactor))


Result:
(%i1) gamma(7/2)
				 15 sqrt(%pi)
(%o1) 				 ------------
				      8
(%i2) numfactor(%)
				      15
(%o2) 				      --
				      8
done

... Which was correct.

********************** Problem 79 ***************
Input:
(kill(all), example(nusum))


Result:
(%i1) nusum(n*n!,n,0,n)

Dependent equations eliminated:  (1)
(%o1) 				 (n + 1)! - 1
(%i2) nusum(n^4*4^n/binomial(2*n,n),n,0,n)
			  4	   3	   2		  n
	   2 (n + 1) (63 n  + 112 n  + 18 n  - 22 n + 3) 4      2
(%o2) 	   ------------------------------------------------ - ------
			 693 binomial(2 n, n)		      3 11 7
(%i3) unsum(%,n)
				     4  n
				    n  4
(%o3) 			       ----------------
			       binomial(2 n, n)
(%i4) unsum(product(i^2,i,1,n),n)
			   n - 1
			   /===\
			    ! !	  2
(%o4) 			  ( ! !	 i ) (n - 1) (n + 1)
			    ! !
			   i = 1
(%i5) nusum(%,n,1,n)

Dependent equations eliminated:  (2 3)
				   n
				 /===\
				  ! !   2
(%o5) 				  ! !  i  - 1
				  ! !
				 i = 1
done

... Which was correct.

********************** Problem 80 ***************
Input:
(kill(all), example(oddfun))


Result:
(%i1) declare(f,oddfun)
(%o1) 				     done
(%i2) f(-x)
(%o2) 				    - f(x)
done

... Which was correct.

********************** Problem 81 ***************
Input:
(kill(all), example(ode2))


Result:
(%i1) 3*x*y+x^2*'diff(y,x) = sin(x)/x
			     2		    sin(x)
(%o1) 			    x  y  + 3 x y = ------
				x	      x
(%i2) soln1:ode2(%,y,x)
				    %c - cos(x)
(%o2) 			        y = -----------
					 3
					x
(%i3) ic1(soln1,x = %pi,y = 0)
				     cos(x) + 1
(%o3) 			       y = - ----------
					  3
					 x
(%i4) y*('diff(y,x))^3+'diff(y,x,2) = 0
					   3
(%o4) 			      y	   + y (y )  = 0
			       x x	 x
(%i5) soln2:ode2(%,y,x)
			     3
			    y  + 6 %k1 y
(%o5) 			    ------------ = x + %k2
				 6
(%i6) ratsimp(ic2(soln2,x = 0,y = 0,'diff(y,x) = 2))
				    3
				 2 y  - 3 y
(%o6) 			       - ---------- = x
				     6
(%i7) bc2(soln2,x = 0,y = 1,x = 1,y = 3)
				3
			       y  - 10 y       3
(%o7) 			       --------- = x - -
				   6	       2
done

... Which was correct.

********************** Problem 82 ***************
Input:
(kill(all), example(optimize))


Result:
(%i1) diff(exp(y+x^2)/(y+x),x,2)
			2	     2		    2		 2
	       2   y + x        y + x	       y + x	    y + x
	    4 x  %e	    2 %e	 4 x %e	        2 %e
(%o1) 	    ------------- + ---------- - ------------ + ----------
		y + x	      y + x		  2	        3
					   (y + x)	 (y + x)
(%i2) optimize(%)
						2	  y + %2       1
(%o2) block([%1, %2, %3, %4], %1 : y + x, %2 : x , %3 : %e      , %4 : --, 
								       %1
								 4 x %3	  2 %3
					  4 %2 %4 %3 + 2 %4 %3 - ------ + ----)
								    2	    3
								  %1	  %1
done

... Which was correct.

********************** Problem 83 ***************
Input:
(kill(all), example(ordergreat))


Result:
(%i1) b*x+a^2
					  2
(%o1) 				   b x + a
(%i2) ordergreat(a)
(%o2) 				     done
(%i3) b*x+a^2
				    2
(%o3) 				   a  + b x
(%i4) %-%th(3)
				     2	  2
(%o4) 				    a  - a
(%i5) unorder()
(%o5) 				      [a]
done

... Which was correct.

********************** Problem 84 ***************
Input:
(kill(all), example(orderless))


Result:
(%i1) b*x+y^2
				    2
(%o1) 				   y  + b x
(%i2) orderless(y)
(%o2) 				     done
(%i3) b*x+y^2
					  2
(%o3) 				   b x + y
(%i4) %-%th(3)
				     2	  2
(%o4) 				    y  - y
(%i5) unorder()
(%o5) 				      [y]
done

... Which was correct.

********************** Problem 85 ***************
Input:
(kill(all), example(outative))


Result:
(%i1) declare(f,outative)
(%o1) 				     done
(%i2) f(2*a)
(%o2) 				    2 f(a)
done

... Which was correct.

********************** Problem 86 ***************
Input:
(kill(all), example(part))


Result:
(%i1) y/z^2+x
				    y
(%o1) 				    -- + x
				     2
				    z
(%i2) part(%,1,2,2)
(%o2) 				       2
(%i3) remvalue(x)
(%o3) 				    [false]
(%i4) x+'integrate(f(x),x,a,b)
				 b
				/
				[
(%o4) 			        I  f(x) dx + x
				]
				/
				 a
(%i5) part(%,1,1)
(%o5) 				     f(x)
(%i6) 2*x+x^2 = y^2
				  2	     2
(%o6) 				 x  + 2 x = y
(%i7) 1+%
			      2		     2
(%o7) 			     x  + 2 x + 1 = y  + 1
(%i8) lhs(%)
				  2
(%o8) 				 x  + 2 x + 1
(%i9) part(%th(2),2)
				     2
(%o9) 				    y  + 1
(%i10) part(%,1)
				       2
(%o10) 				      y
(%i11) 1+x+8*x^3+y+36*x^2*y+54*x*y^2+27*y^3
		     3	       2       2	    3
(%o11) 		 27 y  + 54 x y  + 36 x  y + y + 8 x  + x + 1
(%i12) part(%,2,[1,3])
					 2
(%o12) 				     54 y
(%i13) sqrt(piece/54)
(%o13) 				    abs(y)
done

... Which was correct.

********************** Problem 87 ***************
Input:
(kill(all), example(partfrac))


Result:
(%i1) 1/(1+x)^2-2/(1+x)+2/(2+x)
			     2	     2	      1
(%o1) 			   ----- - ----- + --------
			   x + 2   x + 1	  2
					   (x + 1)
(%i2) ratsimp(%)
					x
(%o2) 			     - -------------------
				3      2
			       x  + 4 x  + 5 x + 2
(%i3) partfrac(%,x)
			     2	     2	      1
(%o3) 			   ----- - ----- + --------
			   x + 2   x + 1	  2
					   (x + 1)
done

... Which was correct.

********************** Problem 88 ***************
Input:
(kill(all), example(partition))


Result:
(%i1) partition(2*a*x*f(x),x)
(%o1) 				 [2 a, x f(x)]
(%i2) partition(b+a,x)
(%o2) 				  [b + a, 0]
done

... Which was correct.

********************** Problem 89 ***************
Input:
(kill(all), example(pickapart))


Result:
(%i1) integrate(1/(2+x^3),x)
(%i2) pickapart(%,1)

				  2    1/3      2/3
			     log(x  - 2	   x + 2   )
(%t2) 			   - -----------------------
					2/3
				     6 2


					   1/3
				    2 x - 2
			      atan(------------)
				    1/3
				   2    sqrt(3)
(%t3) 			      ------------------
				  2/3
				 2    sqrt(3)


					  1/3
				 log(x + 2   )
(%t4) 				 -------------
				       2/3
				    3 2

(%o4) 			        %t4 + %t3 + %t2
done

... Which was correct.

********************** Problem 90 ***************
Input:
(kill(all), example(poissimp))


Result:
(%i1) pfeformat:true
(%i2) poissimp(sin(x)^2)
(%o2) 			      1/2 - 1/2 cos(2 x)
(%i3) (2*a^2-b)*cos(2*y+x)-(5+a*b)*sin(u-4*x)
		   2
(%o3) 	       (2 a  - b) cos(2 y + x) + (a b + 5) sin(4 x - u)
(%i4) poisexpt(%,2)
(%i5) printpois(%)
    2
(2 a  - b) (- a b - 5) sin(- 2 y - 5 x + u)

    2
(2 a  - b) (- a b - 5) sin(2 y - 3 x + u)

		 2
- 1/2 (- a b - 5)  cos(2 u - 8 x)

	       2	   2	 2
1/2 (- a b - 5)  + 1/2 (2 a  - b)

	2     2
1/2 (2 a  - b)  cos(4 y + 2 x)

(%o5) 				     done
(%i6) poisint(%th(2),y)
(%i7) poissimp(%)
	      2	    2			       2
(%o7) 1/8 (2 a  - b)  sin(4 y + 2 x) + 1/2 (2 a  - b) (- a b - 5)
					  2
	     cos(2 y + 5 x - u) - 1/2 (2 a  - b) (- a b - 5) cos(2 y - 3 x + u)
(%i8) poissimp(cos(x)^5+sin(x)^5)
(%o8) 1/16 sin(5 x) + 1/16 cos(5 x) - 5/16 sin(3 x) + 5/16 cos(3 x)
						      + 5/8 sin(x) + 5/8 cos(x)
(%i9) pfeformat:false
done

... Which was correct.

********************** Problem 91 ***************
Input:
(kill(all), example(polarform))


Result:
(%i1) rectform(sin(x+2*%i))
(%o1) 		      cosh(2) sin(x) + %i sinh(2) cos(x)
(%i2) polarform(%)
	       2       2	  2	  2
(%o2) sqrt(cosh (2) sin (x) + sinh (2) cos (x))
				       %i atan2(sinh(2) cos(x), cosh(2) sin(x))
				     %e
(%i3) rectform(log(4*%i+3))
					       4
(%o3) 			      log(5) + %i atan(-)
					       3
(%i4) polarform(%)
						    atan(4/3)
					    %i atan(---------)
			 2	    2 4		     log(5)
(%o4) 		 sqrt(log (5) + atan (-)) %e
				      3
(%i5) ev(rectform((3.5*%i+2)^0.25),numer)
(%o5) 		    0.36825879181669 %i + 1.368266274774369
(%i6) polarform(%)
(%o6) 	  1.416956998795383 (0.25989411967319 %i + 0.96563711950157)
done

... Which was correct.

********************** Problem 92 ***************
Input:
(kill(all), example(poly_discriminant))


Result:
(%i1) factor(poly_discriminant((x-a)*(x-b)*(x-c),x))
				 2	  2	   2
(%o1) 			  (b - a)  (c - a)  (c - b)
done

... Which was correct.

********************** Problem 93 ***************
Input:
(kill(all), example(posfun))


Result:
(%i1) declare(f,posfun)
(%o1) 				     done
(%i2) is(f(x) > 0)
(%o2) 				     true
done

... Which was correct.

********************** Problem 94 ***************
Input:
(kill(all), example(powerseries))


Result:
(%i1) powerseries(log(sin(x)/x),x,0)
		     inf
		     ====	 i1  2 i1	      2 i1
		     \	    (- 1)   2	  bern(2 i1) x
		      >	    ------------------------------
		     /		      i1 (2 i1)!
		     ====
		     i1 = 1
(%o1) 		     -------------------------------------
				       2
done

... Which was correct.

********************** Problem 95 ***************
Input:
(kill(all), example(printprops))


Result:
(%i1) gradef(r,x,x/r)
(%i2) gradef(r,y,y/r)
(%i3) printprops(r,atomgrad)
					 y
				    r  = -
				     y	 r

					 x
				    r  = -
				     x	 r

(%o3) 				     done
(%i4) propvars(atomgrad)
(%o4) 				      [r]
done

... Which was correct.

********************** Problem 96 ***************
Input:
(kill(all), example(product))


Result:
(%i1) product(i*(1+i)/2+x,i,1,4)
(%o1) 		       (x + 1) (x + 3) (x + 6) (x + 10)
done

... Which was correct.

********************** Problem 97 ***************
Input:
(kill(all), example(properties))


Result:
(%i1) properties(cons)
(%o1) [transfun, transfun, transfun, transfun, transfun, transfun, transfun]
(%i2) assume(var1 > 0)
(%o2) 				  [var1 > 0]
(%i3) properties(var1)
(%o3) 			   [database info, var1 > 0]
(%i4) var2:2
(%i5) properties(var2)
(%o5) 				    [value]
done

... Which was correct.

********************** Problem 98 ***************
Input:
(kill(all), example(propvars))


Result:
(%i1) gradef(r,x,x/r)
(%i2) gradef(r,y,y/r)
(%i3) printprops(r,atomgrad)
					 y
				    r  = -
				     y	 r

					 x
				    r  = -
				     x	 r

(%o3) 				     done
(%i4) propvars(atomgrad)
(%o4) 				      [r]
done

... Which was correct.

********************** Problem 99 ***************
Input:
(kill(all), example(qunit))


Result:
(%i1) qunit(17)
(%o1) 				 sqrt(17) + 4
(%i2) expand(%*(sqrt(17)-4))
(%o2) 				       1
done

... Which was correct.

********************** Problem 100 ***************
Input:
(kill(all), example(radcan))


Result:
(%i1) (log(x+x^2)-log(x))^a/log(1+x)^(a/2)
				  2		  a
			    (log(x  + x) - log(x))
(%o1) 			    -----------------------
					   a/2
				 log(x + 1)
(%i2) radcan(%)
					   a/2
(%o2) 				 log(x + 1)
(%i3) log(1+2*a^x+a^(2*x))/log(1+a^x)
				  2 x	   x
			     log(a    + 2 a  + 1)
(%o3) 			     --------------------
				      x
				 log(a  + 1)
(%i4) radcan(%)
(%o4) 				       2
(%i5) (%e^x-1)/(1+%e^(x/2))
				      x
				    %e  - 1
(%o5) 				   ---------
				     x/2
				   %e    + 1
(%i6) radcan(%)
				     x/2
(%o6) 				   %e    - 1
done

... Which was correct.

********************** Problem 101 ***************
Input:
(kill(all), example(rank))


Result:
(%i1) matrix([2,1-a,-5*b],[a,b,c])
			      [ 2  1 - a  - 5 b ]
(%o1) 			      [ 	        ]
			      [ a    b	    c   ]
(%i2) rank(%)
(%o2) 				       2
done

... Which was correct.

********************** Problem 102 ***************
Input:
(kill(all), example(rassociative))


Result:
(%i1) declare(g,rassociative)
(%o1) 				     done
(%i2) g(g(a,b),g(c,d))
(%o2) 			      g(a, g(b, g(c, d)))
(%i3) g(g(a,b),g(c,d))-g(a,g(b,g(c,d)))
(%o3) 				       0
done

... Which was correct.

********************** Problem 103 ***************
Input:
(kill(all), example(ratdiff))


Result:
(%i1) (-11+10*x+4*x^3)/(5+x^5)
				  3
			       4 x  + 10 x - 11
(%o1) 			       ----------------
				     5
				    x  + 5
(%i2) ev(polymod(%),modulus:3)
				   2
				  x  + x - 1
(%o2) 			     --------------------
			      4	   3    2
			     x  + x  + x  + x + 1
(%i3) ratdiff(%th(2),x)
			   7	   5	   4	   2
			8 x  + 40 x  - 55 x  - 60 x  - 50
(%o3) 		      - ---------------------------------
				 10	  5
				x   + 10 x  + 25
done

... Which was correct.

********************** Problem 104 ***************
Input:
(kill(all), example(ratexpand))


Result:
(%i1) ratexpand((2*x-3*y)^3)
			    3	      2	      2	       3
(%o1) 		      - 27 y  + 54 x y  - 36 x  y + 8 x
(%i2) 1/(x-1)+(x-1)/(1+x)^2
				x - 1	    1
(%o2) 			       -------- + -----
				      2	  x - 1
			       (x + 1)
(%i3) expand(%)
			   x		  1	      1
(%o3) 		      ------------ - ------------ + -----
		       2	      2		    x - 1
		      x  + 2 x + 1   x  + 2 x + 1
(%i4) ratexpand(%th(2))
			       2
			    2 x		        2
(%o4) 		       --------------- + ---------------
			3    2		  3    2
		       x  + x  - x - 1	 x  + x  - x - 1
done

... Which was correct.

********************** Problem 105 ***************
Input:
(kill(all), example(ratsimp))


Result:
(%i1) sin(x/(x+x^2)) = %e^((1+log(x))^2-log(x)^2)
						2      2
			  x	    (log(x) + 1)  - log (x)
(%o1) 		    sin(------) = %e
			 2
			x  + x
(%i2) ratsimp(%)
				    1	       2
(%o2) 			      sin(-----) = %e x
				  x + 1
(%i3) a+b*x+b*(a/b-x)
				       a
(%o3) 			      b x + b (- - x) + a
				       b
(%i4) ratsimp(%)
(%o4) 				      2 a
(%i5) ((x-1)^(3/2)-(1+x)*sqrt(x-1))/sqrt(x-1)/sqrt(1+x)
			      3/2
		       (x - 1)	  - sqrt(x - 1) (x + 1)
(%o5) 		       --------------------------------
			   sqrt(x - 1) sqrt(x + 1)
(%i6) ratsimp(%)
					2
(%o6) 				 - -----------
				   sqrt(x + 1)
(%i7) ev(x^(1/a+a),ratsimpexpons)
				      2
				     a  + 1
				     ------
				       a
(%o7) 				    x
done

... Which was correct.

********************** Problem 106 ***************
Input:
(kill(all), example(ratsubst))


Result:
(%i1) ratsubst(a,x*y^2,x^4*y^3+x^4*y^8)
				     3	    4
(%o1) 				  a x  y + a
(%i2) cos(x)^4+cos(x)^3+cos(x)^2+cos(x)+1
		      4	        3	  2
(%o2) 		   cos (x) + cos (x) + cos (x) + cos(x) + 1
(%i3) ratsubst(1-sin(x)^2,cos(x)^2,%)
		   4	       2		     2
(%o3) 	        sin (x) - 3 sin (x) + cos(x) (2 - sin (x)) + 3
(%i4) ratsubst(1-cos(x)^2,sin(x)^2,sin(x)^4)
			       4	   2
(%o4) 			    cos (x) - 2 cos (x) + 1
done

... Which was correct.

********************** Problem 107 ***************
Input:
(kill(all), example(ratweight))


Result:
(%i1) ratweight(a,1,b,1)
(%o1) 				 [a, 1, b, 1]
(%i2) rat(1+b+a)
(%o2)/R/ 			   b + a + 1
(%i3) %^2
			 2		    2
(%o3)/R/ 	        b  + (2 a + 2) b + a  + 2 a + 1
(%i4) ev(%th(2)^2,ratwtlvl:1)
(%o4)/R/ 			 2 b + 2 a + 1
done

... Which was correct.

********************** Problem 108 ***************
Input:
(kill(all), example(realpart))


Result:
(%i1) %e^(%i*alpha)+(u+%i*v)/(%i*e+f)
			     %i v + u	  %i alpha
(%o1) 			     -------- + %e
			     f + %i e
(%i2) realpart(%)
			    e v + f u
(%o2) 			    --------- + cos(alpha)
			      2	   2
			     f  + e
done

... Which was correct.

********************** Problem 109 ***************
Input:
(kill(all), example(realroots))


Result:
(%i1) realroots(-1-x+x^5,4.9999999999999996E-6)
				      612003
(%o1) 				 [x = ------]
				      524288
(%i2) ev(%[1],float)
(%o2) 			     x = 1.167303085327148
(%i3) ev(-1-x+x^5,%)
(%o3) 			    - 7.3964962101769061E-6
done

... Which was correct.

********************** Problem 110 ***************
Input:
(kill(all), example(residue))


Result:
(%i1) residue(s/(a^2+s^2),s,a*%i)
				       1
(%o1) 				       -
				       2
(%i2) residue(sin(a*x)/x^4,x,0)
					3
				       a
(%o2) 				     - --
				       6
done

... Which was correct.

********************** Problem 111 ***************
Input:
(kill(all), example(resultant))


Result:
(%i1) resultant(1+x^2+a*y,b+x*y+y^2,x)
			  4	 3	        2    2
(%o1) 			 y  + a y  + (2 b + 1) y  + b
done

... Which was correct.

********************** Problem 112 ***************
Input:
(kill(all), example(reveal))


Result:
(%i1) integrate(1/(2+x^3),x)
(%i2) reveal(%,2)
(%o2) 			 negterm + quotient + quotient
(%i3) reveal(%th(2),3)
				     atan	  log
(%o3) 		     - quotient + ---------- + ----------
				  product(2)   product(2)
done

... Which was correct.

********************** Problem 113 ***************
Input:
(kill(all), example(reverse))


Result:
(%i1) union(x,y):=if x = [] then y
	     else (if member(t:first(x),y) then union(rest(x),y)
		       else cons(t,union(rest(x),y)))
Warning - you are redefining the Maxima function union
(%i2) union([a,b,1,1/2,x^2],[-x^2,a,y,1/2])
				   2	 2	  1
(%o2) 			   [b, 1, x , - x , a, y, -]
						  2
(%i3) bernpoly(x,5)
				     4	    3
			      5	  5 x	 5 x    x
(%o3) 			     x  - ---- + ---- - -
				   2	  3     6
(%i4) maplist(numfactor,%)
				     5  5    1
(%o4) 			       [1, - -, -, - -]
				     2  3    6
(%i5) apply(min,%)
					5
(%o5) 				      - -
					2
done

... Which was correct.

********************** Problem 114 ***************
Input:
(kill(all), example(risch))


Result:
(%i1) risch(x^2*erf(x),x)
							       2
		    3			   2		    - x
	       %pi x  erf(x) + (sqrt(%pi) x  + sqrt(%pi)) %e
(%o1) 	       -------------------------------------------------
				     3 %pi
(%i2) ev(diff(%,x),ratsimp)
				    2
(%o2) 				   x  erf(x)
done

... Which was correct.

********************** Problem 115 ***************
Input:
(kill(all), example(rootscontract))


Result:
(%i1) rootsconmode:false
(%i2) rootscontract(x^(1/2)*y^(3/2))
					  3
(%o2) 				  sqrt(x y )
(%i3) rootscontract(x^(1/2)*y^(1/4))
					  1/4
(%o3) 				 sqrt(x) y
(%i4) rootsconmode:true
(%i5) rootscontract(x^(1/2)*y^(1/4))
(%o5) 			        sqrt(x sqrt(y))
(%i6) rootscontract(x^(1/2)*y^(1/3))
					  1/3
(%o6) 				 sqrt(x) y
(%i7) rootsconmode:all
(%i8) rootscontract(x^(1/2)*y^(1/4))
				     2	 1/4
(%o8) 				   (x  y)
(%i9) rootscontract(x^(1/2)*y^(1/3))
				    3  2 1/6
(%o9) 				  (x  y )
(%i10) rootsconmode:false
(%i11) rootscontract(sqrt(sqrt(x)+sqrt(1+x))*sqrt(sqrt(1+x)-sqrt(x)))
(%o11) 				       1
(%i12) rootsconmode:true
(%i13) rootscontract(sqrt(5+sqrt(5))-5^(1/4)*sqrt(1+sqrt(5)))
(%o13) 				       0
done

... Which was correct.

********************** Problem 116 ***************
Input:
(kill(all), example(scanmap))


Result:
(%i1) x^2+(1+2*a+a^2)*y
			       2		 2
(%o1) 			     (a  + 2 a + 1) y + x
(%i2) scanmap(factor,%)
				       2      2
(%o2) 			        (a + 1)  y + x
(%i3) scanmap(factor,expand(%th(2)))
			      2			 2
(%o3) 			     a  y + 2 a y + y + x
(%i4) c+u*v^(b+a*x)
				   a x + b
(%o4) 			        u v	   + c
(%i5) scanmap('f,%)
			       f(f(f(a) f(x)) + f(b))
(%o5) 	        f(f(f(u) f(f(v)			     )) + f(c))
done

... Which was correct.

********************** Problem 117 ***************
Input:
(kill(all), example(scsimp))


Result:
(%i1) exp:-k^2*l^2*m^2*n^2-k^2*l^2*n^2+k^2*m^2*n^2+k^2*n^2
		     2  2  2  2	   2  2	 2    2	 2  2	 2  2
(%o1) 		  - k  l  m  n  + k  m  n  - k  l  n  + k  n
(%i2) eq1:l^2+k^2 = 1
				   2    2
(%o2) 				  l  + k  = 1
(%i3) eq2:n^2-m^2 = 1
				   2    2
(%o3) 				  n  - m  = 1
(%i4) scsimp(exp,eq1,eq2)
				      4	 4
(%o4) 				     k  n
(%i5) exq:(-k2*k3-k1*k2+k1*k4)/k3^2
			     k1 k4 - k2 k3 - k1 k2
(%o5) 			     ---------------------
					2
				      k3
(%i6) eq3:k1*k4-k2*k3 = 0
(%o6) 			       k1 k4 - k2 k3 = 0
(%i7) eq4:k3*k4+k1*k2 = 0
(%o7) 			       k3 k4 + k1 k2 = 0
(%i8) scsimp(exq,eq3,eq4)
				      k4
(%o8) 				      --
				      k3
done

... Which was correct.

********************** Problem 118 ***************
Input:
(kill(all), example(solve))


Result:
(%i1) solve(asin(cos(3*x))*(f(x)-1),x)

`solve' is using arc-trig functions to get a solution.
Some solutions will be lost.
				   %pi
(%o1) 			      [x = ---, f(x) = 1]
				    6
(%i2) ev(solve(5^f(x) = 125,f(x)),solveradcan)
				       log(125)
(%o2) 			       [f(x) = --------]
					log(5)
(%i3) [4*x^2-y^2 = 12,x*y-x = 2]
			     2	  2
(%o3) 			 [4 x  - y  = 12, x y - x = 2]
(%i4) solve(%,[x,y])
(%o4) [[x = 2, y = 2], [x = 0.5202594388652 %i - 0.13312403573587, 
y = 0.076783785237878 - 3.608003221870287 %i], 
[x = - 0.5202594388652 %i - 0.13312403573587, 
y = 3.608003221870287 %i + 0.076783785237878], 
[x = - 1.733751846381093, y = - 0.15356757100197]]
(%i5) solve(1+a*x+x^3,x)
				- 3/2	      3
	      sqrt(3) %i   1   3      sqrt(4 a  + 27)   1 1/3
(%o5) [x = (- ---------- - -) (---------------------- - -)
		  2	   2		 2	        2
	   sqrt(3) %i   1
	  (---------- - -) a
	       2        2
 - ---------------------------------, x = 
       - 3/2	     3
      3	     sqrt(4 a  + 27)   1 1/3
   3 (---------------------- - -)
		2	       2
		   - 3/2	 3
 sqrt(3) %i   1	  3      sqrt(4 a  + 27)   1 1/3
(---------- - -) (---------------------- - -)
     2	      2		    2		   2
	    sqrt(3) %i	 1
	 (- ---------- - -) a
		2	 2
 - ---------------------------------, x = 
       - 3/2	     3
      3	     sqrt(4 a  + 27)   1 1/3
   3 (---------------------- - -)
		2	       2
  - 3/2	        3
 3      sqrt(4 a  + 27)	  1 1/3			  a
(---------------------- - -)    - ---------------------------------]
	   2		  2	      - 3/2	    3
				     3	    sqrt(4 a  + 27)   1 1/3
				  3 (---------------------- - -)
					       2	      2
(%i6) solve(x^3-1)
		    sqrt(3) %i - 1	  sqrt(3) %i + 1
(%o6) 	       [x = --------------, x = - --------------, x = 1]
			  2		        2
(%i7) solve(x^6-1)
	   sqrt(3) %i + 1      sqrt(3) %i - 1		      sqrt(3) %i + 1
(%o7) [x = --------------, x = --------------, x = - 1, x = - --------------, 
		 2		     2				    2
							 sqrt(3) %i - 1
						   x = - --------------, x = 1]
							       2
(%i8) ev(x^6-1,%[1])
					     6
			     (sqrt(3) %i + 1)
(%o8) 			     ----------------- - 1
				    64
(%i9) expand(%)
(%o9) 				       0
(%i10) x^2-1
				     2
(%o10) 				    x  - 1
(%i11) solve(%,x)
(%o11) 			       [x = - 1, x = 1]
(%i12) ev(%th(2),%[1])
(%o12) 				       0
done

... Which was correct.

********************** Problem 119 ***************
Input:
(kill(all), example(specint))


Result:
(%i1) assume(p > 0,a > 0)
(%i2) t^(1/2)*%e^((-a*t)/4)*%e^-(p*t)
					       a t
				       - p t - ---
						4
(%o2) 			     sqrt(t) %e
(%i3) specint(%,t)
				  sqrt(%pi)
(%o3) 				 ------------
					a 3/2
				 2 (p + -)
					4
(%i4) t^(1/2)*%j[1](2*a^(1/2)*t^(1/2))*%e^-(p*t)
						     - p t
(%o4) 		    %j (2 sqrt(a) sqrt(t)) sqrt(t) %e
		      1
(%i5) specint(%,t)
(%o5) 			   sqrt(t) lt-arbpow-failed
(%i6) forget(p > 0,a > 0)
done

... Which was correct.

********************** Problem 120 ***************
Input:
(kill(all), example(sqfr))


Result:
(%i1) sqfr(-1-4*x-3*x^2+4*x^3+4*x^4)
				       2   2
(%o1) 			      (2 x + 1)  (x  - 1)
done

... Which was correct.

********************** Problem 121 ***************
Input:
(kill(all), example(substinpart))


Result:
(%i1) x . 'diff(f(x),x,2)
(%o1) 				  x . f(x)
					  x x
(%i2) substinpart(d^2,%,2)
					 2
(%o2) 				    x . d
(%i3) substinpart(f1,f[1](1+x),0)
(%o3) 				   f1(x + 1)
done

... Which was correct.

********************** Problem 122 ***************
Input:
(kill(all), example(substpart))


Result:
(%i1) 1/(2+x^2)
				      1
(%o1) 				    ------
				     2
				    x  + 2
(%i2) substpart(3/2,%,2,1,2)
				      1
(%o2) 				   --------
				    3/2
				   x    + 2
(%i3) 1+x+8*x^3+y+36*x^2*y+54*x*y^2+27*y^3
		     3	       2       2	    3
(%o3) 		 27 y  + 54 x y  + 36 x  y + y + 8 x  + x + 1
(%i4) substpart(factor(piece),%,[1,2,3,5])
				      3
(%o4) 			   (3 y + 2 x)  + y + x + 1
(%i5) (-1)/z+y/x+1/x
				    1   y   1
(%o5) 				  - - + - + -
				    z   x   x
(%i6) substpart(xthru(piece),%,[2,3])
				   y + 1   1
(%o6) 				   ----- - -
				     x	   z
(%i7) substpart("+",%,1,0)
				  1
(%o7) 			        - - + y + x + 1
				  z
(%i8) ratsimp((k^2*x^2-1)*(eps+cos(x))/(n[1]+3*k)/(5*k-n[2]))
		       2  2		       2  2
		     (k  x  - 1) cos(x) + eps k  x  - eps
(%o8) 		     ------------------------------------
			   2
		       15 k  + (5 n  - 3 n ) k - n  n
				   1	  2	  1  2
(%i9) factor(%)
		      (k x - 1) (k x + 1) (cos(x) + eps)
(%o9) 		      ----------------------------------
			    (3 k + n ) (5 k - n )
				    1	       2
(%i10) substpart(ratsimp(piece),%,1,[1,2])
			    2  2
			  (k  x  - 1) (cos(x) + eps)
(%o10) 			  --------------------------
			    (3 k + n ) (5 k - n )
				    1	       2
(%i11) -substpart(-piece,%,1,1)
				 2  2
			   (1 - k  x ) (cos(x) + eps)
(%o11) 			 - --------------------------
			     (3 k + n ) (5 k - n )
				     1	        2
(%i12) b/(1+x*((b+a)*x+y))+a
				     b
(%o12) 			   --------------------- + a
			   x (y + (b + a) x) + 1
(%i13) substpart(multthru(piece),%,1,2,1)
				    b
(%o13) 			   -------------------- + a
					  2
			   x y + (b + a) x  + 1
done

... Which was correct.

********************** Problem 123 ***************
Input:
(kill(all), example(sum))


Result:
(%i1) ev(sum(2^i+i^2,i,0,n),simpsum)
				     3	    2
			  n + 1	  2 n  + 3 n  + n
(%o1) 			 2      + --------------- - 1
					 6
(%i2) ev(sum(1/3^i,i,1,inf),simpsum)
				       1
(%o2) 				       -
				       2
(%i3) ev(sum(i^2,i,1,4)*sum(1/i^2,i,1,inf),simpsum)
					 2
(%o3) 				    5 %pi
(%i4) sum(i^2,i,1,5)
(%o4) 				      55
done

... Which was correct.

********************** Problem 124 ***************
Input:
(kill(all), example(symmetric))


Result:
(%i1) declare(h,symmetric)
(%o1) 				     done
(%i2) h(x,z,y)
(%o2) 				  h(x, y, z)
done

... Which was correct.

********************** Problem 125 ***************
Input:
(kill(all), example(syntax))


Result:
(%i1) matchfix("{","}")
(%o1) 				       {
(%i2) infix("|")
(%o2) 				       |
(%i3) {x | x > 0}
(%o3) 				  {x | x > 0}
(%i4) {x | x < 2}
(%o4) 				  {x | x < 2}
(%i5) infix(".u.")
(%i6) infix(".i.")
(%i7) %th(4) .u. %th(3)
(%o7) 			  {x | x > 0} .u. {x | x < 2}
(%i8) %th(5) .u. %th(4)
(%o8) 			  {x | x > 0} .u. {x | x < 2}
(%i9) {1,2,3}
(%i10) {3,4,5}
(%i11) %th(2) .u. %th(2) .u. %
(%o11) 		     {1, 2, 3} .u. {1, 2, 3} .u. {3, 4, 5}
(%i12) infix(".u.",100,100)
(%i13) infix(".i.",120,120)
(%i14) %th(5) .u. %th(5) .u. %
(%o14) 		        {1, 2, 3} .u. {1, 2, 3} .u. .i.
(%i15) remove(".u.",operator)
(%i16) errcatch(%th(7) . u . %th(3))
(%o16) 			      [{1, 2, 3} u . .i.]
(%i17) remove(["{","}",".i.",".u."],operator)
done

... Which was correct.

********************** Problem 126 ***************
Input:
(kill(all), example(taylor))


Result:
(%i1) taylor(sqrt(sin(x)+a*x+1),x,0,3)
			   2		 2	 3      2	      3
	     (a + 1) x	 (a  + 2 a + 1) x    (3 a  + 9 a  + 9 a - 1) x
(%o1)/T/ 1 + --------- - ----------------- + -------------------------- + . . .
		 2		 8			 48
(%i2) %^2
					   3
					  x
(%o2)/T/ 		  1 + (a + 1) x - -- + . . .
					  6
(%i3) taylor(sqrt(x+1),x,0,5)
			      2	   3	  4	 5
			 x   x	  x    5 x    7 x
(%o3)/T/ 	     1 + - - -- + -- - ---- + ---- + . . .
			 2   8	  16   128    256
(%i4) %^2
(%o4)/T/ 			 1 + x + . . .
(%i5) product((1+x^i)^2.5,i,1,inf)/(1+x^2)
				inf
			       /===\
				! !    i     5/2
				! !  (x  + 1)
				! !
			       i = 1
(%o5) 			       -----------------
				     2
				    x  + 1
(%i6) ev(taylor(%,x,0,3),keepfloat)
				     2	      3
			   5 x	 27 x	 105 x
(%o6)/T/ 	       1 + --- + ----- + ------ + . . .
			    2	   8	   16
(%i7) taylor(1/log(x+1),x,0,3)
				      2	      3
			1   1   x    x	  19 x
(%o7)/T/ 	        - + - - -- + -- - ----- + . . .
			x   2   12   24	   720
(%i8) taylor(cos(x)-sec(x),x,0,5)
				       4
				  2   x
(%o8)/T/ 		       - x  - -- + . . .
				      6
(%i9) taylor((cos(x)-sec(x))^3,x,0,5)
(%o9)/T/ 			   0 + . . .
(%i10) taylor(1/(cos(x)-sec(x))^3,x,0,5)
						2	   4
	     1	   1	   11	   347	  6767 x    15377 x
(%o10)/T/  - -- + ---- + ------ - ----- - ------- - -------- + . . .
	      6	     4	      2	  15120	  604800    7983360
	     x	  2 x	 120 x
(%i11) taylor(sqrt(1-k^2*sin(x)^2),x,0,6)
	       2  2	  4	 2   4	      6	      4	      2	  6
	      k  x    (3 k  - 4 k ) x	 (45 k  - 60 k  + 16 k ) x
(%o11)/T/ 1 - ----- - ---------------- - -------------------------- + . . .
		2	     24			    720
(%i12) taylor((x+1)^n,x,0,4)
		      2	      2	    3	   2	     3
		    (n  - n) x	  (n  - 3 n  + 2 n) x
(%o12)/T/ 1 + n x + ----------- + --------------------
			 2		   6
					     4	    3	    2	      4
					   (n  - 6 n  + 11 n  - 6 n) x
					 + ---------------------------- + . . .
							24
(%i13) taylor(sin(y+x),x,0,3,y,0,3)
	       3		 2		        3
	      y		        y		   y   y	    2
(%o13)/T/ y - -- + . . . + (1 - -- + . . .) x + (- - + -- + . . .) x
	      6		        2		   2   12
							  2
						     1	 y	      3
					        + (- - + -- + . . .) x  + . . .
						     6	 12
(%i14) taylor(sin(y+x),[x,y],0,3)
			    3	     2	    2	   3
			   x  + 3 y x  + 3 y  x + y
(%o14)/T/ 	   y + x - ------------------------- + . . .
				       6
(%i15) taylor(1/sin(y+x),x,0,3,y,0,3)
	  1   y		     1	  1		  1	       2
(%o15)/T/ - + - + . . . + (- -- + - + . . .) x + (-- + . . .) x
	  y   6		      2	  6		   3
			     y			  y
							 1	      3
						    + (- -- + . . .) x  + . . .
							  4
							 y
(%i16) taylor(1/sin(y+x),[x,y],0,3)
			       3	 2	 2	  3
	      1	    x + y   7 x  + 21 y x  + 21 y  x + 7 y
(%o16)/T/   ----- + ----- + ------------------------------- + . . .
	    x + y     6			  360
done

... Which was correct.

********************** Problem 127 ***************
Input:
(kill(all), example(taytorat))


Result:
(%i1) taylor(x+1,[x,0,3])
(%o1)/T/ 			 1 + x + . . .
(%i2) 1/%
				     2	  3
(%o2)/T/ 		    1 - x + x  - x  + . . .
(%i3) taylor(z+y+x+1,[x,0,3],[y,1,2],[z,2,1])
(%o3)/T/        z - 2 + 4 + . . . + (y - 1) + . . . + x + . . .
(%i4) 1/%
	   z - 2   1		  1    z - 2
(%o4)/T/ - ----- + - + . . . + (- -- + ----- + . . .) (y - 1)
	    16	   4		  16    32
    1	 3 (z - 2)		   2
 + (-- - --------- + . . .) (y - 1)  + . . .
    64	    256
      1	   z - 2	    1	 3 (z - 2)
 + (- -- + ----- + . . . + (-- - --------- + . . .) (y - 1)
      16    32		    32	    128
       3    3 (z - 2)		      2
 + (- --- + --------- + . . .) (y - 1)  + . . .) x
      256      256
    1	 3 (z - 2)		 3    3 (z - 2)
 + (-- - --------- + . . . + (- --- + --------- + . . .) (y - 1)
    64	    256		        256	 256
     3	  15 (z - 2)		     2		 2
 + (--- - ---------- + . . .) (y - 1)  + . . .) x
    512	     2048
       1    z - 2	      1	   5 (z - 2)
 + (- --- + ----- + . . . + (--- - --------- + . . .) (y - 1)
      256    256	     256     1024
       5     15 (z - 2)		        2	    3
 + (- ---- + ---------- + . . .) (y - 1)  + . . .) x  + . . .
      2048      4096
(%i5) taylor(z+y+x+1,[x,0,3],[y,0,3],[z,0,3])
(%o5)/T/ 	     z + 1 + . . . + y + . . . + x + . . .
(%i6) 1/%
	    3	 2				     2	    3
(%o6)/T/ - z  + z  - z + 1 + . . . + (- 1 + 2 z - 3 z  + 4 z  + . . .) y
		 2	 3	     2			  2	  3	      3
 + (1 - 3 z + 6 z  - 10 z  + . . .) y  + (- 1 + 4 z - 10 z  + 20 z  + . . .) y
			   2	  3
 + . . . + (- 1 + 2 z - 3 z  + 4 z  + . . .
		  2	  3				   2	   3
 + (2 - 6 z + 12 z  - 20 z  + . . .) y + (- 3 + 12 z - 30 z  + 60 z  + . . .)
  2		      2	       3	   3
 y  + (4 - 20 z + 60 z  - 140 z  + . . .) y  + . . .) x
		 2	 3			       2       3
 + (1 - 3 z + 6 z  - 10 z  + . . . + (- 3 + 12 z - 30 z  + 60 z  + . . .) y
		   2	    3	        2
 + (6 - 30 z + 90 z  - 210 z  + . . .) y
		       2        3	    3	        2
 + (- 10 + 60 z - 210 z  + 560 z  + . . .) y  + . . .) x
		    2	    3			        2	 3
 + (- 1 + 4 z - 10 z  + 20 z  + . . . + (4 - 20 z + 60 z  - 140 z  + . . .) y
		       2        3	    2
 + (- 10 + 60 z - 210 z  + 560 z  + . . .) y
		      2	        3	    3	        3
 + (20 - 140 z + 560 z  - 1680 z  + . . .) y  + . . .) x  + . . .
done

... Which was correct.

********************** Problem 128 ***************
Input:
(kill(all), example(tellrat))


Result:
(%i1) 10*(%i+1)/(%i+3^(1/3))
				  10 (%i + 1)
(%o1) 				  -----------
					 1/3
				   %i + 3
(%i2) ev(ratdisrep(rat(%)),algebraic)
		    2/3	     1/3	      2/3      1/3
(%o2) 	        (4 3    - 2 3    - 4) %i + 2 3	  + 4 3	   - 2
(%i3) tellrat(1+a+a^2)
				   2
(%o3) 				 [a  + a + 1]
(%i4) 1/(a*sqrt(2)-1)+a/(sqrt(3)+sqrt(2))
			     1		       a
(%o4) 		       ------------- + -----------------
		       sqrt(2) a - 1   sqrt(3) + sqrt(2)
(%i5) ev(ratdisrep(rat(%)),algebraic)
		(7 sqrt(3) - 10 sqrt(2) + 2) a - 2 sqrt(2) - 1
(%o5) 	        ----------------------------------------------
				      7
(%i6) tellrat(y^2 = x^2)
			       2    2   2
(%o6) 			     [y  - x , a  + a + 1]
done

... Which was correct.

********************** Problem 129 ***************
Input:
(kill(all), example(tellsimp))


Result:
(%i1) matchdeclare(x,freeof(%i))
(%i2) %iargs:false
(%i3) tellsimp(sin(%i*x),%i*sinh(x))
(%o3) 			     [sinrule1, simp-%sin]
(%i4) trigexpand(sin(%i*y+x))
(%o4) 		     sin(x) cos(%i y) + %i cos(x) sinh(y)
(%i5) %iargs:true
(%i6) errcatch(0^0)
 0
0  has been generated
(%o6) 				      []
(%i7) ev(tellsimp(0^0,1),simp:false)
(%o7) 			      [^rule6, simpexpt]
(%i8) 0^0
(%o8) 				       1
(%i9) remrule("^",%th(2)[1])
(%o9) 				       ^
(%i10) tellsimp(sin(x)^2,1-cos(x)^2)
(%i11) (1+sin(x))^2
					     2
(%o11) 				 (sin(x) + 1)
(%i12) expand(%)
					  2
(%o12) 			    2 sin(x) - cos (x) + 2
(%i13) sin(x)^2
					 2
(%o13) 				  1 - cos (x)
(%i14) kill(rules)
(%o14) 				     done
(%i15) matchdeclare(a,true)
(%i16) tellsimp(sin(a)^2,1-cos(a)^2)
(%i17) sin(y)^2
					 2
(%o17) 				  1 - cos (y)
(%i18) kill(rules)
(%o18) 				     done
done

... Which was correct.

********************** Problem 130 ***************
Input:
(kill(all), example(triangularize))


Result:
(%i1) matrix([2,1-a,-5*b],[a,b,c])
			      [ 2  1 - a  - 5 b ]
(%o1) 			      [ 	        ]
			      [ a    b	    c   ]
(%i2) triangularize(%)
		       [ 2     1 - a	     - 5 b    ]
(%o2) 		       [ 			      ]
		       [	   2		      ]
		       [ 0  2 b + a  - a  2 c + 5 a b ]
done

... Which was correct.

********************** Problem 131 ***************
Input:
(kill(all), example(trig))


Result:
(%i1) tan(%pi/6)+sin(%pi/12)
				  %pi	    1
(%o1) 			      sin(---) + -------
				  12	 sqrt(3)
(%i2) ev(%,numer)
(%o2) 			       0.83616931429215
(%i3) sin(1)
(%o3) 				    sin(1)
(%i4) ev(sin(1),numer)
(%o4) 			        0.8414709848079
(%i5) beta(1/2,2/5)
				       1  2
(%o5) 				  beta(-, -)
				       2  5
(%i6) ev(%,numer)
(%o6) 			       3.67909398040588
(%i7) diff(atanh(sqrt(x)),x)
				       1
(%o7) 			       -----------------
			       2 (1 - x) sqrt(x)
(%i8) fpprec:25
(%i9) sin(5.0b-1)
(%o9) 			 4.794255386042030002732879b-1
(%i10) cos(x)^2-sin(x)^2
				  2	    2
(%o10) 			       cos (x) - sin (x)
(%i11) ev(%,x:%pi/3)
					1
(%o11) 				      - -
					2
(%i12) diff(%th(2),x)
(%o12) 			       - 4 cos(x) sin(x)
(%i13) integrate(%th(3),x)
			  sin(2 x)	     sin(2 x)
			  -------- + x	 x - --------
			     2		        2
(%o13) 			  ------------ - ------------
			       2	      2
(%i14) expand(%)
				   sin(2 x)
(%o14) 				   --------
				      2
(%i15) trigexpand(%)
(%o15) 				 cos(x) sin(x)
(%i16) trigreduce(%)
				   sin(2 x)
(%o16) 				   --------
				      2
(%i17) sech(x)^2*tanh(x)/coth(x)^2+cosh(x)^2*sech(x)^2*tanh(x)/coth(x)^2
				  +sech(x)^2*sinh(x)*tanh(x)/coth(x)^2
	   2			      2	       2		  2
       sech (x) sinh(x) tanh(x)	  cosh (x) sech (x) tanh(x)   sech (x) tanh(x)
(%o17) ------------------------ + ------------------------- + ----------------
		   2			      2			      2
	       coth (x)			  coth (x)		  coth (x)
(%i18) trigsimp(%)
			   5	      4		   3
		       sinh (x) + sinh (x) + 2 sinh (x)
(%o18) 		       --------------------------------
				       5
				   cosh (x)
(%i19) ev(sin(x),exponentialize)
				   %i x	    - %i x
			     %i (%e     - %e	  )
(%o19) 			   - ----------------------
				       2
(%i20) taylor(sin(x)/x,x,0,4)
				  2    4
				 x    x
(%o20)/T/ 		     1 - -- + --- + . . .
				 6    120
(%i21) ev(cos(x)^2-sin(x)^2,sin(x)^2 = 1-cos(x)^2)
				      2
(%o21) 				 2 cos (x) - 1
done

... Which was correct.

********************** Problem 132 ***************
Input:
(kill(all), example(trigexpand))


Result:
(%i1) ev(sin(3*x)/sin(x)+x,trigexpand,expand)
				2	    2
(%o1) 			   - sin (x) + 3 cos (x) + x
(%i2) trigexpand(sin(y+10*x))
(%o2) 		      cos(10 x) sin(y) + sin(10 x) cos(y)
done

... Which was correct.

********************** Problem 133 ***************
Input:
(kill(all), example(trigreduce))


Result:
(%i1) x+3*cos(x)^2-sin(x)^2
				2	    2
(%o1) 			   - sin (x) + 3 cos (x) + x
(%i2) expand(trigreduce(%))
(%o2) 			      2 cos(2 x) + x + 1
(%i3) declare(j,integer,e,even,o,odd)
(%o3) 				     done
(%i4) sin((1/2+e)*%pi+x)
(%o4) 				    cos(x)
(%i5) sin((1/2+o)*%pi+x)
(%o5) 				   - cos(x)
done

... Which was correct.

********************** Problem 134 ***************
Input:
(kill(all), example(unorder))


Result:
(%i1) b*x+a^2
					  2
(%o1) 				   b x + a
(%i2) ordergreat(a)
(%o2) 				     done
(%i3) b*x+a^2
				    2
(%o3) 				   a  + b x
(%i4) %-%th(3)
				     2	  2
(%o4) 				    a  - a
(%i5) unorder()
(%o5) 				      [a]
done

... Which was correct.

********************** Problem 135 ***************
Input:
(kill(all), example(xthru))


Result:
(%i1) (-x)/(y+x)^20+1/(y+x)^19+((2+x)^20-2*y)/(y+x)^20
				       20
			1       (x + 2)	  - 2 y	      x
(%o1) 		    --------- + --------------- - ---------
			   19		  20		 20
		    (y + x)	   (y + x)	  (y + x)
(%i2) xthru(%)
					20
				 (x + 2)   - y
(%o2) 				 -------------
					  20
				   (y + x)
done

... Which was correct.

********************** Problem 136 ***************
Input:
(kill(all), example(zeroequiv))


Result:
(%i1) zeroequiv(sin(2*x)-2*sin(x)*cos(x),x)
(%o1) 				     true
(%i2) zeroequiv(x+%e^x,x)
(%o2) 				     false
(%i3) zeroequiv(-log(b)-log(a)+log(a*b),a)
(%o3) 				   dontknow
done

... Which was correct.
136/136 tests passed.
Running tests in rtesthyp: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
assume(not equal(z, 0))


Result:
[notequal(z, 0)]

... Which was correct.

********************** Problem 3 ***************
Input:
	1
hgfred([- + v], [1 + 2 v], 2 %i z)
	2


Result:
 v/2				   %i z
4    bessel_j(v, z) gamma(v + 1) %e
---------------------------------------
		   v
		  z

... Which was correct.

********************** Problem 4 ***************
Input:
	1
hgfred([- + v], [1 + 2 v], 2 z)
	2


Result:
 v/2				   z
4    bessel_i(v, z) gamma(v + 1) %e
------------------------------------
		  v
		 z

... Which was correct.

********************** Problem 5 ***************
Input:
expand(hgfred([1 + n], [2 + 2 n], 2 %i z))


Result:
 n/2 + 1/4	        1	        3   - n - 1/2   %i z
4	   bessel_j(n + -, z) gamma(n + -) z	      %e
			2	        2

... Which was correct.

********************** Problem 6 ***************
Input:
expand(hgfred([- n], [- 2 n], 2 %i z))


Result:
	       1	   1	   - n/2 - 1/4  n + 1/2	  %i z
bessel_j(- n - -, z) gamma(- - n) 4	       z        %e
	       2	   2

... Which was correct.

********************** Problem 7 ***************
Input:
hgfred([1 + n], [2 + 2 n], 2 z)


Result:
	     1		     3	 - n - 1/2   z
bessel_i(n + -, z) gamma(n + -) z	   %e
	     2		     2
----------------------------------------------
		   - n - 1/2
		   ---------
		       2
		  4

... Which was correct.

********************** Problem 8 ***************
Input:
hgfred([a], [1 + a], - z)


Result:
a %gammagreek(a, z)
-------------------
	 a
	z

... Which was correct.

********************** Problem 9 ***************
Input:
hgfred([a], [a], z)


Result:
  z
%e

... Which was correct.

********************** Problem 10 ***************
Input:
besselexpand : true


Result:
true

... Which was correct.

********************** Problem 11 ***************
Input:
expand(hgfred([1], [2], - 2 %i z))


Result:
  - %i z
%e       sin(z)
---------------
       z

... Which was correct.

********************** Problem 12 ***************
Input:
expand(hgfred([1], [2], 2 z))


Result:
  z
%e  sinh(z)
-----------
     z

... Which was correct.

********************** Problem 13 ***************
Input:
		    2
	       1   z
hgfred([- 4], [-], --)
	       2   2


Result:
	      z
hermite(8, -------)
	   sqrt(2)
-------------------
       1680

... Which was correct.

********************** Problem 14 ***************
Input:
		    2
	       3   z
hgfred([- 4], [-], --)
	       2   2


Result:
    - 15/2		 z
24 2	   hermite(9, -------)
		      sqrt(2)
------------------------------
	    2835 z

... Which was correct.

********************** Problem 15 ***************
Input:
		1    3	    2
ratsimp(hgfred([-], [-], - z ))
		2    2


Result:
sqrt(%pi) erf(abs(z))
---------------------
      2 abs(z)

... Which was correct.

********************** Problem 16 ***************
Input:
		     3	  2
ratsimp(hgfred([1], [-], z ))
		     2


Result:
	     2
	    z
sqrt(%pi) %e   erf(abs(z))
--------------------------
	 2 abs(z)

... Which was correct.

********************** Problem 17 ***************
Input:
hgfred([1, 1], [2], z)


Result:
  log(1 - z)
- ----------
      z

... Which was correct.

********************** Problem 18 ***************
Input:
	1       3    2
hgfred([-, 1], [-], z )
	2       2


Result:
    z + 1
log(-----)
    1 - z
----------
   2 z

... Which was correct.

********************** Problem 19 ***************
Input:
	1       3      2
hgfred([-, 1], [-], - z )
	2       2


Result:
atan(z)
-------
   z

... Which was correct.

********************** Problem 20 ***************
Input:
	1  1    3    2
hgfred([-, -], [-], z )
	2  2    2


Result:
asin(z)
-------
   z

... Which was correct.

********************** Problem 21 ***************
Input:
		3    2
hgfred([1, 1], [-], z )
		2


Result:
   asin(z)
--------------
	    2
z sqrt(1 - z )

... Which was correct.

********************** Problem 22 ***************
Input:
	1  1    3      2
hgfred([-, -], [-], - z )
	2  2    2


Result:
	  2
log(sqrt(z  + 1) + z)
---------------------
	  z

... Which was correct.

********************** Problem 23 ***************
Input:
		3      2
hgfred([1, 1], [-], - z )
		2


Result:
	  2
log(sqrt(z  + 1) + z)
---------------------
	   2
   z sqrt(z  + 1)

... Which was correct.

********************** Problem 24 ***************
Input:
hgfred([a, b], [b], z)


Result:
   1
--------
       a
(1 - z)

... Which was correct.

********************** Problem 25 ***************
Input:
	   1	    1	 2
hgfred([a, - + a], [-], z )
	   2	    2


Result:
    1		 1
---------- + ----------
       2 a	    2 a
(z + 1)	     (1 - z)
-----------------------
	   2

... Which was correct.

********************** Problem 26 ***************
Input:
	   1	    3	 2
hgfred([a, - + a], [-], z )
	   2	    2


Result:
       1 - 2 a	        1 - 2 a
(z + 1)	       - (1 - z)
-------------------------------
	 2 (1 - 2 a) z

... Which was correct.

********************** Problem 27 ***************
Input:
		  1	 2
hgfred([- a, a], [-], - z )
		  2


Result:
       2	  2 a	       2	  2 a
(sqrt(z  + 1) + z)    + (sqrt(z  + 1) - z)
---------------------------------------------
		      2

... Which was correct.

********************** Problem 28 ***************
Input:
		    1	   2
hgfred([a, 1 - a], [-], - z )
		    2


Result:
       2	  2 a - 1	   2	      2 a - 1
(sqrt(z  + 1) + z)	  + (sqrt(z  + 1) - z)
-----------------------------------------------------
			   2
		   2 sqrt(z  + 1)

... Which was correct.

********************** Problem 29 ***************
Input:
	   1
hgfred([a, - + a], [2 a + 1], z)
	   2


Result:
	 2 a
	2
--------------------
		 2 a
(sqrt(1 - z) + 1)

... Which was correct.

********************** Problem 30 ***************
Input:
	       1
hgfred([1 + a, - + a], [2 a + 1], z)
	       2


Result:
	       2 a
	      2
--------------------------------
		 2 a
(sqrt(1 - z) + 1)    sqrt(1 - z)

... Which was correct.

********************** Problem 31 ***************
Input:
	   1
hgfred([a, - + a], [2 a], z)
	   2


Result:
 2 a - 1		  1 - 2 a
2        (sqrt(1 - z) + 1)
---------------------------------
	   sqrt(1 - z)

... Which was correct.

********************** Problem 32 ***************
Input:
		    3	   2
hgfred([a, 1 - a], [-], sin (z))
		    2


Result:
sin((1 - 2 a) z)
----------------
(1 - 2 a) sin(z)

... Which was correct.

********************** Problem 33 ***************
Input:
		    3	   2
hgfred([a, 2 - a], [-], sin (z))
		    2


Result:
   sin((2 - 2 a) z)
-----------------------
(2 - 2 a) cos(z) sin(z)

... Which was correct.

********************** Problem 34 ***************
Input:
assume(not equal(sin(z), 0))


Result:
[notequal(sin(z), 0)]

... Which was correct.

********************** Problem 35 ***************
Input:
		  1	 2
hgfred([- a, a], [-], sin (z))
		  2


Result:
cos(2 a z)

... Which was correct.

********************** Problem 36 ***************
Input:
		    1	   2
hgfred([a, 1 - a], [-], sin (z))
		    2


Result:
cos((2 a - 1) z)
----------------
     cos(z)

... Which was correct.

********************** Problem 37 ***************
Input:
assume(not equal(tan(z), 0))


Result:
[notequal(tan(z), 0)]

... Which was correct.

********************** Problem 38 ***************
Input:
	   1	    1	     2
hgfred([a, - + a], [-], - tan (z))
	   2	    2


Result:
      2 a
cos(z)	  cos(2 a z)

... Which was correct.

********************** Problem 39 ***************
Input:
assume(x > 0)


Result:
[x > 0]

... Which was correct.

********************** Problem 40 ***************
Input:
		  1
hgfred([- n, n], [-], x)
		  2


Result:
cos(2 n asin(sqrt(x)))

... Which was correct.

********************** Problem 41 ***************
Input:
		    1
hgfred([- 10, 10], [-], x)
		    2


Result:
chebyshev_t(10, 1 - 2 x)

... Which was correct.

********************** Problem 42 ***************
Input:
assume(x1 > 0, x1 < 1)


Result:
[x1 > 0, x1 < 1]

... Which was correct.

********************** Problem 43 ***************
Input:
hgfred([- n, 1 + n], [1], x1)


Result:
legendre_p(- n - 1, 1 - 2 x1)

... Which was correct.

********************** Problem 44 ***************
Input:
assume(z1 > 1)


Result:
[z1 > 1]

... Which was correct.

********************** Problem 45 ***************
Input:
	1 + z1 u/2				 1 - z1
       (------)	   hgfred([- v, 1 + v], [1 - u], ------)
	z1 - 1					   2
radcan(-------------------------------------------------)
			 gamma(1 - u)


Result:
assoc_legendre_p(v, u, z1)

... Which was correct.

********************** Problem 46 ***************
Input:
					 c/2 - 1/2	   1/2 - c/2
       hgfred([a, 1 - a], [c], z1) (- z1)	   (1 - z1)
radcan(-------------------------------------------------------------)
				 gamma(c)


Result:
assoc_legendre_p(- a, 1 - c, 1 - 2 z1)

... Which was correct.

********************** Problem 47 ***************
Input:
assume(zg1 > 1)


Result:
[zg1 > 1]

... Which was correct.

********************** Problem 48 ***************
Input:
								 - c
								 --- + a + 1/2
		  1		     1 - c    c/2 - 1/2		  2
       hgfred([a, - + a], [c], zg1) 2	   zg1	        (1 - zg1)
		  2
radcan(-----------------------------------------------------------------------)
				      gamma(c)


Result:
					   1
assoc_legendre_p(c - 2 a - 1, 1 - c, -------------)
				     sqrt(1 - zg1)

... Which was correct.

********************** Problem 49 ***************
Input:
		     - u
		     ---
	 u     2      2	    u + v	   - v	 u  - u	  v   1
radcan((2  (zg1  - 1)    zg1	 ) hgfred([--- - -, --- - - + -], [1 - u], 
					    2	 2   2	  2   2
							     1
							1 - ----)/gamma(1 - u))
							       2
							    zg1


Result:
assoc_legendre_p(v, u, zg1)

... Which was correct.

********************** Problem 50 ***************
Input:
assume(x2 > 1)


Result:
[x2 > 1]

... Which was correct.

********************** Problem 51 ***************
Input:
				     - 1
				     --- + b + a
				      2
				     -----------
		 - b - a + 1/2		  2
expand(ratsimp((2	       (- x2)	        )
					     1			   1
			     hgfred([a, b], [- + b + a], x2)/gamma(- + b + a)))
					     2			   2


Result:
			   1	        1
assoc_legendre_p(- b + a - -, - b - a + -, sqrt(1 - x2))
			   2	        2

... Which was correct.

********************** Problem 52 ***************
Input:
	     - m
	     ---
  m    2      2		  - m   n   1  - n   m		        2
(2  (z1  - 1)   ) hgfred([--- + - + -, --- - -], [1 - m], 1 - z1 )
			   2    2   2   2    2
------------------------------------------------------------------
			   gamma(1 - m)


Result:
assoc_legendre_p(n, m, z1)

... Which was correct.

********************** Problem 53 ***************
Input:
	       hgfred([a, b], [2 b], z) sqrt(%pi)		   b
expand(radcan((----------------------------------) gamma(2 b - a) z
			       2 b
			      2
				       a - b
				       -----
					 2			       1
			        (1 - z)	     exp(%i %pi (b - a))/gamma(- + b)))
								       2


Result:
					   2
2 sqrt(%pi) assoc_legendre_q(b - 1, b - a, - - 1) gamma(2 b)
					   z
------------------------------------------------------------
		  2 b			 1
		 2    gamma(b) gamma(b + -)
					 2

... Which was correct.

********************** Problem 54 ***************
Input:
hgfred([a, b], [2 b], z) - hgfred([b, a], [2 b], z)


Result:
0

... Which was correct.

********************** Problem 55 ***************
Input:
		v				       - 1 - v + u/2
(exp(%i %pi u) 2  gamma(v + 1) gamma(u + v + 1) (1 + z)
	     - u
	     ---
	      2						    2
      (z - 1)   ) hgfred([- u + v + 1, v + 1], [2 v + 2], -----)/gamma(2 v + 2)
							  z + 1


Result:
assoc_legendre_q(v, u, z)

... Which was correct.

********************** Problem 56 ***************
Input:
assume(zp1 > 1)


Result:
[zp1 > 1]

... Which was correct.

********************** Problem 57 ***************
Input:
hgfred([a, b], [1 - b + a], zp1)


Result:
							    b - a
							    -----
						zp1 + 1	      2
gamma(- b + a + 1) assoc_legendre_p(- b, b - a, -------) zp1
						1 - zp1
-----------------------------------------------------------------
				    b
			   (1 - zp1)

... Which was correct.

********************** Problem 58 ***************
Input:
			   - u
			   ---
	  v + u/2	    2
 (1 + zp1)	  (zp1 - 1)
(-----------------------------) ratsimp(hgfred([- v, - u - v], [1 - u], 
	       v
	      2
							 zp1 - 1
							 -------))/gamma(1 - u)
							 1 + zp1


Result:
assoc_legendre_p(- v - 1, u, zp1)

... Which was correct.

********************** Problem 59 ***************
Input:
hgfred([a, 0], [c], z)


Result:
1

... Which was correct.

********************** Problem 60 ***************
Input:
hgfred([a, b], [0], z)


Result:
%f    ([a, b], [0], z)
  2, 1

... Which was correct.

********************** Problem 61 ***************
Input:
hgfred([a, b], [c, 4, - 3], z)


Result:
%f    ([a, b], [c, 4, - 3], z)
  2, 3

... Which was correct.

********************** Problem 62 ***************
Input:
hgfred([- 7], [c], z)


Result:
5040 gen_laguerre(7, c - 1, z) gamma(c)
---------------------------------------
	     gamma(c + 7)

... Which was correct.

********************** Problem 63 ***************
Input:
hgfred([- 2], [1], z)


Result:
laguerre(2, z)

... Which was correct.

********************** Problem 64 ***************
Input:
hgfred([- 7], [1], z)


Result:
laguerre(7, z)

... Which was correct.

********************** Problem 65 ***************
Input:
	       1
hgfred([- 2], [-], z)
	       2


Result:
hermite(4, sqrt(z))
-------------------
	12

... Which was correct.

********************** Problem 66 ***************
Input:
	       3
hgfred([- 2], [-], z)
	       2


Result:
   - 7/2
2 2      hermite(5, sqrt(z))
----------------------------
     15 sqrt(2) sqrt(z)

... Which was correct.

********************** Problem 67 ***************
Input:
hgfred([a], [1 + a], - z)


Result:
a %gammagreek(a, z)
-------------------
	 a
	z

... Which was correct.

********************** Problem 68 ***************
Input:
hgfred([a], [2 + a], - z)


Result:
a (a + 1) %gammagreek(a, z)				       - a - 1
--------------------------- - a (a + 1) %gammagreek(a + 1, z) z
	     a
	    z

... Which was correct.

********************** Problem 69 ***************
Input:
			1
ev(ratsimp(hgfred([- 3, - - 3], [], z)), radexpand : all)
			2


Result:
	       %i      3
  hermite(6, -------) z
	     sqrt(z)
- ----------------------
	    64

... Which was correct.

********************** Problem 70 ***************
Input:
		     1
ev(ratsimp(hgfred([- - - 3, - 3], [], z)), radexpand : all)
		     2


Result:
		%i      7/2
%i hermite(7, -------) z
	      sqrt(z)
---------------------------
	    128

... Which was correct.

********************** Problem 71 ***************
Input:
hgfred([- 2, - 4], [], z)


Result:
		       1   2
2 gen_laguerre(2, 2, - -) z
		       z

... Which was correct.

********************** Problem 72 ***************
Input:
hgfred([- 4, - 2], [], z)


Result:
		       1   2
2 gen_laguerre(2, 2, - -) z
		       z

... Which was correct.

********************** Problem 73 ***************
Input:
		  1
hgfred([- 2, 1], [-], z)
		  2


Result:
		1    3
8 jacobi_p(2, - -, - -, 1 - 2 z)
		2    2
--------------------------------
	       3

... Which was correct.

********************** Problem 74 ***************
Input:
hgfred([1, 2], [3], z)


Result:
     log(1 - z)	  1   log(1 - z) (1 - z)
- 2 (---------- + - + ------------------)
	 z	  z	       2
			      z

... Which was correct.

********************** Problem 75 ***************
Input:
hgfred([1, 2], [3], z) - hgfred([2, 1], [3], z)


Result:
0

... Which was correct.

********************** Problem 76 ***************
Input:
hgfred([1, 1], [3], z)


Result:
       1       log(1 - z)
2 (--------- + ----------) (1 - z)
   (1 - z) z	    2
		   z

... Which was correct.

********************** Problem 77 ***************
Input:
hgfred([1, 1], [4], z)


Result:
       1	    2	     2 log(1 - z)	  2
3 (---------- - ---------- - ------------) (1 - z)
	  2		 2	   3
   (1 - z)  z   (1 - z) z	  z
---------------------------------------------------
			 2

... Which was correct.

********************** Problem 78 ***************
Input:
hgfred([2, 1], [3], z)


Result:
     log(1 - z)	  1   log(1 - z) (1 - z)
- 2 (---------- + - + ------------------)
	 z	  z	       2
			      z

... Which was correct.

********************** Problem 79 ***************
Input:
hgfred([3, 1], [4], z)


Result:
     2 log(1 - z)   3   4 log(1 - z) (1 - z)   2 (1 - z)
3 (- ------------ - - - -------------------- - ---------
	  z	    z		  2		   2
				 z		  z
									   2
						       2 log(1 - z) (1 - z)
						     - ---------------------)/2
								 3
								z

... Which was correct.

********************** Problem 80 ***************
Input:
hgfred([2, 2], [3], z)


Result:
       1       log(1 - z)
2 (--------- + ----------)
   (1 - z) z	    2
		   z

... Which was correct.

********************** Problem 81 ***************
Input:
hgfred([3, 3], [4], z)


Result:
       1	    2	     2 log(1 - z)
3 (---------- - ---------- - ------------)
	  2		 2	   3
   (1 - z)  z   (1 - z) z	  z
------------------------------------------
		    2

... Which was correct.

********************** Problem 82 ***************
Input:
declare(ia, integer, ib, integer, ic, integer)


Result:
done

... Which was correct.

********************** Problem 83 ***************
Input:
hgfred([2, ib], [3], z)


Result:
					 1			  1 - ib
2 jacobi_p(1, 1 - ib, ib - 2, 1 - 2 (1 - -)) gamma(ib - 1) (1 - z)
					 z
------------------------------------------------------------------------
			  (2 - ib) gamma(ib) z
							       2 gamma(1 - ib)
							     + ----------------
									      2
							       gamma(3 - ib) z

... Which was correct.

********************** Problem 84 ***************
Input:
assume(zn < 0)


Result:
[zn < 0]

... Which was correct.

********************** Problem 85 ***************
Input:
		  3
hgfred([- a, a], [-], zn)
		  2
			 3/2
		 (1 - zn)		  - 1
		 -----------		  ---
		      2			   2		        1
		 ----------- diff((1 - zn)    hgfred([- a, a], [-], zn), zn, 1)
		    1					        2
		    - - a
		    2
	       - --------------------------------------------------------------
						 1
					     a + -
						 2


Result:
0

... Which was correct.

********************** Problem 86 ***************
Input:
		      1
hgfred([2 + a, - a], [-], zn)
		      2
			   1 - a        1 + a		        1
			 zn      diff(zn      hgfred([a, - a], [-], zn), zn, 2)
								2
		       - ------------------------------------------------------
					       a (1 + a)


Result:
0

... Which was correct.

********************** Problem 87 ***************
Input:
		      1			 3/2   1/2 + a
hgfred([a - 1, - a], [-], zn) - ((1 - zn)    zn	      )
		      2
				  - 1
				  ---
		  1/2 - a	   2		        1		 1
	   diff(zn	  (1 - zn)    hgfred([a, - a], [-], zn), zn, 1)/(- - a)
							2		 2


Result:
	3/2   a + 1/2
(1 - zn)    zn
   1				       2 a				 2 a
  (- - a) ((%i sqrt(zn) + sqrt(1 - zn))	   + (sqrt(1 - zn) - %i sqrt(zn))   )
   2
 (---------------------------------------------------------------------------
					    2 a + 1
					    -------
					       2
			   2 sqrt(1 - zn) zn
	     %i		    1					  2 a - 1
 + (2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	 2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
   1/2 - a						   2 a
 zn	  /(2 sqrt(1 - zn)) + ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a    1/2 - a		 3/2    1
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) zn	     /(4 (1 - zn)   ))/(- - a)
								2
	   3/2	 a + 1/2	    %i		   1
 - (1 - zn)    zn        ((2 a (---------- - --------------)
				2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1		  %i		 1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (- ---------- - --------------)
					      2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1    1/2 - a
 (sqrt(1 - zn) - %i sqrt(zn))	    ) zn       /(2 sqrt(1 - zn))
				2 a				  2 a
 + ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
   1/2 - a	      3/2     1					  2 a
 zn	  /(4 (1 - zn)	 ) + (- - a) ((%i sqrt(zn) + sqrt(1 - zn))
			      2
			       2 a    - a - 1/2			   1
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) zn	       /(2 sqrt(1 - zn)))/(- - a)
								   2

... Which was correct.

********************** Problem 88 ***************
Input:
		  - 1
hgfred([a, - a], [---], zn)
		   2
					  - 1
					  ---
			       3/2	   2		        1
			     zn	   diff(zn    hgfred([a, - a], [-], zn), zn, 1)
								2
			   - --------------------------------------------------
						    - 1
						    ---
						     2


Result:
0

... Which was correct.

********************** Problem 89 ***************
Input:
		      - 1	     3/2	 1/2 + a
hgfred([a - 1, - a], [---], zn) - (zn    (1 - zn)       )
		       2
		    - 1
		    ---
		     2	        1/2 - a			  1		   - 1
	     diff(zn    (1 - zn)        hgfred([a, - a], [-], zn), zn, 1)/(---)
							  2		    2


Result:
	     %i		    1					  2 a - 1
2 ((2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	 2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
	 1/2 - a		 1
 (1 - zn)       /(2 sqrt(zn)) - (- - a)
				 2
			      2 a			        2 a
 ((%i sqrt(zn) + sqrt(1 - zn))	  + (sqrt(1 - zn) - %i sqrt(zn))   )
	 - a - 1/2					       2 a
 (1 - zn)	  /(2 sqrt(zn)) - ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a	    1/2 - a	 3/2	       a + 1/2
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) (1 - zn)	   /(4 zn   )) (1 - zn)
   3/2	       1				   2 a
 zn    - 2 (- (- - a) ((%i sqrt(zn) + sqrt(1 - zn))
	       2
					       2 a + 1
					       -------
			       2 a		  2
 + (sqrt(1 - zn) - %i sqrt(zn))	  )/(2 (1 - zn)	       sqrt(zn))
	     %i		    1					  2 a - 1
 + (2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	 2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
	 1/2 - a					     2 a
 (1 - zn)       /(2 sqrt(zn)) - ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a	    1/2 - a	 3/2	       a + 1/2
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) (1 - zn)	   /(4 zn   )) (1 - zn)
   3/2
 zn

... Which was correct.

********************** Problem 90 ***************
Input:
		      - 1	     3/2	 1/2 + a
hgfred([a - 2, - a], [---], zn) - (zn    (1 - zn)       )
		       2
					       - 1
					       ---
	a	  2 - a	       1/2 - a	        2		     1
 diff(zn  (1 - zn)      diff(zn	       (1 - zn)	   hgfred([a, - a], [-], zn), 
								     2
		- 1  1
zn, 1), zn, 1)/(--- (- - a))
		 2   2


Result:
	  a + 1/2   3/2			   1 - a   a
2 (1 - zn)	  zn    (- (2 - a) (1 - zn)      zn
	    %i		   1					 2 a - 1
 ((2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
   1/2 - a						   2 a
 zn	  /(2 sqrt(1 - zn)) + ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a    1/2 - a		 3/2
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) zn	     /(4 (1 - zn)   )
    1				        2 a				  2 a
 + (- - a) ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
    2
   - a - 1/2				   2 - a   a - 1
 zn	    /(2 sqrt(1 - zn))) + a (1 - zn)      zn
	    %i		   1					 2 a - 1
 ((2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
   1/2 - a						   2 a
 zn	  /(2 sqrt(1 - zn)) + ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a    1/2 - a		 3/2
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) zn	     /(4 (1 - zn)   )
    1				        2 a				  2 a
 + (- - a) ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
    2
   - a - 1/2				 2 - a	 a
 zn	    /(2 sqrt(1 - zn))) + (1 - zn)      zn
	    %i		  1				       2 a - 1
 ((2 a (- ------- - -------------) (%i sqrt(zn) + sqrt(1 - zn))
	      3/2	      3/2
	  4 zn	    4 (1 - zn)
		      %i	     1	      2
 + 2 a (2 a - 1) (---------- - --------------)
		  2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 2	      %i	    1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (------- - -------------)
						3/2	        3/2
					    4 zn      4 (1 - zn)
			     2 a - 1
 (sqrt(1 - zn) - %i sqrt(zn))	     + 2 a (2 a - 1)
	%i	       1        2			      2 a - 2
 (- ---------- - --------------)  (sqrt(1 - zn) - %i sqrt(zn))	     )
    2 sqrt(zn)	 2 sqrt(1 - zn)
   1/2 - a			        %i	       1
 zn	  /(2 sqrt(1 - zn)) + (2 a (---------- - --------------)
				    2 sqrt(zn)	 2 sqrt(1 - zn)
			     2 a - 1		  %i		 1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (- ---------- - --------------)
					      2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1    1/2 - a		   3/2
 (sqrt(1 - zn) - %i sqrt(zn))	    ) zn       /(2 (1 - zn)   )
				  2 a				    2 a
 + 3 ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
   1/2 - a	      5/2     1		       %i	      1
 zn	  /(8 (1 - zn)	 ) + (- - a) (2 a (---------- - --------------)
			      2		   2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1		  %i		 1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (- ---------- - --------------)
					      2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1    - a - 1/2
 (sqrt(1 - zn) - %i sqrt(zn))	    ) zn	 /sqrt(1 - zn)
    1				        2 a				  2 a
 + (- - a) ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
    2
   - a - 1/2	        3/2	      1	  1
 zn	    /(2 (1 - zn)   ) + (- a - -) (- - a)
				      2	  2
			      2 a			        2 a
 ((%i sqrt(zn) + sqrt(1 - zn))	  + (sqrt(1 - zn) - %i sqrt(zn))   )
   - a - 3/2			 1
 zn	    /(2 sqrt(1 - zn))))/(- - a)
				 2
	     a + 1/2   3/2	    2 - a   a
 - 2 (1 - zn)	     zn	   ((1 - zn)	  zn
     1						   2 a
 (- (- - a) (2 a + 1) ((%i sqrt(zn) + sqrt(1 - zn))
     2
						      2 a + 3
						      -------
			       2 a			 2
 + (sqrt(1 - zn) - %i sqrt(zn))	  )/(4 sqrt(1 - zn) zn	     )
    1		     %i		    1
 + (- - a) (2 a (---------- - --------------)
    2		 2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1		  %i		 1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (- ---------- - --------------)
					      2 sqrt(zn)   2 sqrt(1 - zn)
						      2 a + 1
						      -------
			     2 a - 1			 2
 (sqrt(1 - zn) - %i sqrt(zn))	    )/(sqrt(1 - zn) zn	     )
    1				        2 a				  2 a
   (- - a) ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
    2
 + ---------------------------------------------------------------------------
					     2 a + 1
					     -------
				       3/2      2
			     2 (1 - zn)	   zn
	     %i		   1				        2 a - 1
 + (2 a (- ------- - -------------) (%i sqrt(zn) + sqrt(1 - zn))
	       3/2	       3/2
	   4 zn	     4 (1 - zn)
		      %i	     1	      2
 + 2 a (2 a - 1) (---------- - --------------)
		  2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 2	      %i	    1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (------- - -------------)
						3/2	        3/2
					    4 zn      4 (1 - zn)
			     2 a - 1
 (sqrt(1 - zn) - %i sqrt(zn))	     + 2 a (2 a - 1)
	%i	       1        2			      2 a - 2
 (- ---------- - --------------)  (sqrt(1 - zn) - %i sqrt(zn))	     )
    2 sqrt(zn)	 2 sqrt(1 - zn)
   1/2 - a			        %i	       1
 zn	  /(2 sqrt(1 - zn)) + (2 a (---------- - --------------)
				    2 sqrt(zn)	 2 sqrt(1 - zn)
			     2 a - 1		  %i		 1
 (%i sqrt(zn) + sqrt(1 - zn))	     + 2 a (- ---------- - --------------)
					      2 sqrt(zn)   2 sqrt(1 - zn)
			     2 a - 1    1/2 - a		   3/2
 (sqrt(1 - zn) - %i sqrt(zn))	    ) zn       /(2 (1 - zn)   )
				  2 a				    2 a
 + 3 ((%i sqrt(zn) + sqrt(1 - zn))    + (sqrt(1 - zn) - %i sqrt(zn))   )
   1/2 - a	      5/2		      1 - a   a
 zn	  /(8 (1 - zn)	 )) - (2 - a) (1 - zn)	    zn
   1				       2 a				 2 a
  (- - a) ((%i sqrt(zn) + sqrt(1 - zn))	   + (sqrt(1 - zn) - %i sqrt(zn))   )
   2
 (---------------------------------------------------------------------------
					    2 a + 1
					    -------
					       2
			   2 sqrt(1 - zn) zn
	     %i		    1					  2 a - 1
 + (2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	 2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
   1/2 - a						   2 a
 zn	  /(2 sqrt(1 - zn)) + ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a    1/2 - a		 3/2
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) zn	     /(4 (1 - zn)   ))
	     2 - a   a - 1
 + a (1 - zn)	   zn
   1				       2 a				 2 a
  (- - a) ((%i sqrt(zn) + sqrt(1 - zn))	   + (sqrt(1 - zn) - %i sqrt(zn))   )
   2
 (---------------------------------------------------------------------------
					    2 a + 1
					    -------
					       2
			   2 sqrt(1 - zn) zn
	     %i		    1					  2 a - 1
 + (2 a (---------- - --------------) (%i sqrt(zn) + sqrt(1 - zn))
	 2 sqrt(zn)   2 sqrt(1 - zn)
	      %i	     1					   2 a - 1
 + 2 a (- ---------- - --------------) (sqrt(1 - zn) - %i sqrt(zn))	  )
	  2 sqrt(zn)   2 sqrt(1 - zn)
   1/2 - a						   2 a
 zn	  /(2 sqrt(1 - zn)) + ((%i sqrt(zn) + sqrt(1 - zn))
			       2 a    1/2 - a		 3/2	 1
 + (sqrt(1 - zn) - %i sqrt(zn))	  ) zn	     /(4 (1 - zn)   )))/(- - a)
								 2

... Which was correct.

********************** Problem 91 ***************
Input:
		3				  3
hgfred([1, 2], [-], zn) - diff(zn hgfred([1, 1], [-], zn), zn, 1)
		2				  2


Result:
0

... Which was correct.

********************** Problem 92 ***************
Input:
multthru(hgfred([3 + a, b], [2 + a], z))


Result:
	 - b - 1
b (1 - z)        z      1
------------------ + --------
      a + 2		    b
		     (1 - z)

... Which was correct.

********************** Problem 93 ***************
Input:
								- 1 - b
					     1	     2 b (1 - z)        z
ratsimp(hgfred([b, 4 + a], [2 + a], z) - (-------- + --------------------
						 b	    2 + a
					  (1 - z)
								   - 2 - b  2
						  b (1 + b) (1 - z)	   z
					        + ---------------------------))
							(2 + a) (3 + a)


Result:
0

... Which was correct.

********************** Problem 94 ***************
Input:
(assume(zp > 0), true)


Result:
true

... Which was correct.

********************** Problem 95 ***************
Input:
		1  - 1	  3
ratsimp(hgfred([-, ---], [-], zp))
		2   2	  2


Result:
sqrt(1 - zp) sqrt(zp) + asin(sqrt(zp))
--------------------------------------
	      2 sqrt(zp)

... Which was correct.

********************** Problem 96 ***************
Input:
	   1
hgfred([s, - + s], [2 + 2 s], z)
	   2
				    - 1
				    ---
     1 + 2 s	    3/2		     2		   1
     ------- (1 - z)    diff((1 - z)    hgfred([s, - + s], [1 + 2 s], z), z, 1)
      1 + s					   2
   - --------------------------------------------------------------------------
				       1
				       - + s
				       2


Result:
0

... Which was correct.

********************** Problem 97 ***************
Input:
	   1				   1
hgfred([s, - + s], [2 + 2 s], z) - hgfred([- + s, s], [2 + 2 s], z)
	   2				   2


Result:
0

... Which was correct.

********************** Problem 98 ***************
Input:
	       1
hgfred([2 + s, - + s], [1 + 2 s], z)
	       2
		      1 - s
		     z		  1 + s		   1
		     ------ diff(z      hgfred([s, - + s], [1 + 2 s], z), z, 2)
		       s			   2
		   - ----------------------------------------------------------
					       1 + s


Result:
0

... Which was correct.

********************** Problem 99 ***************
Input:
	       1			       1
hgfred([2 + s, - + s], [1 + 2 s], z) - hgfred([- + s, 2 + s], [1 + 2 s], z)
	       2			       2


Result:
0

... Which was correct.

********************** Problem 100 ***************
Input:
	       1
hgfred([s - 1, - + s], [1 + 2 s], z)
	       2
				    - 1
				    ---
	     3/2       1 + s	     2		   1
      (1 - z)    diff(z	     (1 - z)    hgfred([s, - + s], [1 + 2 s], z), z, 1)
						   2
    - -------------------------------------------------------------------------
					      s
				     (1 + s) z


Result:
0

... Which was correct.

********************** Problem 101 ***************
Input:
	       1			       1
hgfred([s - 1, - + s], [1 + 2 s], z) - hgfred([- + s, s - 1], [1 + 2 s], z)
	       2			       2


Result:
0

... Which was correct.

********************** Problem 102 ***************
Input:
	       1		        - 1 - s	       5/2
hgfred([s - 1, - + s], [2 + 2 s], z) - z        (1 - z)
	       2
		    - 3
		    ---
       2 + s	     2
      z	     (1 - z)    (1 + 2 s)	 3/2
 diff(--------------------------- (1 - z)
		 1 + s
	     - 1
	     ---
	      2		    1				  1
 diff((1 - z)    hgfred([s, - + s], [1 + 2 s], z), z, 1)/(- + s), z, 1)/(2 + s)
			    2				  2


Result:
0

... Which was correct.

********************** Problem 103 ***************
Input:
	       1			       1
hgfred([s - 1, - + s], [2 + 2 s], z) - hgfred([- + s, s - 1], [2 + 2 s], z)
	       2			       2


Result:
0

... Which was correct.

********************** Problem 104 ***************
Input:
(assume(p > 0), true)


Result:
true

... Which was correct.

********************** Problem 105 ***************
Input:
specint(exp(- a exp(- t)) exp(- p t), t)


Result:
gammagreek(p, a)
----------------
	p
       a

... Which was correct.

********************** Problem 106 ***************
Input:
specint(exp(- a exp(t)) exp(- p t), t)


Result:
 p
a  gammaincomplete(- p, a)

... Which was correct.

********************** Problem 107 ***************
Input:
(assume(1 + 2 u + 2 v > 0), true)


Result:
true

... Which was correct.

********************** Problem 108 ***************
Input:
(assume(1 - 2 u + 2 v > 0), true)


Result:
true

... Which was correct.

********************** Problem 109 ***************
Input:
	 v - 1
specint(t      %w    (a t) exp(- p t), t)
		 k, u


Result:

SIMP2F1-WILL-CONTINUE-IN 
 u + 1/2      a - v - u - 1/2		    1		     1
a        (p + -)	      gamma(v - u + -) gamma(v + u + -)
	      2				    2		     2
							    a
							p - -
			    1	       1		    2
	    %f	  ([v + u + -, u - k + -], [v - k + 1], -----)/gamma(v - k + 1)
	      2, 1	    2	       2		    a
							p + -
							    2

... Which was correct.

********************** Problem 110 ***************
Input:
ratsimp(specint(%ei(- t) exp(- p t), t))


Result:
  log(p + 1)
- ----------
      p

... Which was correct.

********************** Problem 111 ***************
Input:
ratsimp(rectform(specint(sin(a t) %ei(- t) exp(- p t), t)))


Result:
	   a		 2	    2
2 p atan(-----) - a log(p  + 2 p + a  + 1)
	 p + 1
------------------------------------------
		  2	 2
	       2 p  + 2 a

... Which was correct.

********************** Problem 112 ***************
Input:
ratsimp(rectform(specint(cos(a t) %ei(- t) exp(- p t), t)))


Result:
	     a		   2	      2
  2 a atan(-----) + p log(p  + 2 p + a  + 1)
	   p + 1
- ------------------------------------------
		    2	   2
		 2 p  + 2 a

... Which was correct.

********************** Problem 113 ***************
Input:
(assume(p > b, v > - 1), 0)


Result:
0

... Which was correct.

********************** Problem 114 ***************
Input:
radcan(specint(exp(b t) gammagreek(v, a t) exp(- p t), t))


Result:
    v
   a  gamma(v + 1)
----------------------
		   v
(p - b) (p - b + a)  v

... Which was correct.

********************** Problem 115 ***************
Input:
radcan(specint(kbateman (t) exp(- p t), t))
		       0


Result:
  1
-----
p + 1

... Which was correct.

********************** Problem 116 ***************
Input:
					  asin(sqrt(x))
					  -------------
		- 1  1	        3	        4	  3 sqrt(1 - x)
ratsimp(hgfred([---, -, 2], [1, -], x) - (------------- + -------------))
		 2   2	        2	     sqrt(x)	        4


Result:
0

... Which was correct.

********************** Problem 117 ***************
Input:
		- 1  1	        5
ratsimp(hgfred([---, -, 2], [1, -], x)
		 2   2	        2
		   3 ((1 + 4 x) asin(sqrt(x)) + sqrt(x) sqrt(1 - x) (6 x - 1))
		 - -----------------------------------------------------------)
						 3/2
					     32 x


Result:
0

... Which was correct.

********************** Problem 118 ***************
Input:
							  asin(sqrt(x))
							  -------------
		- 1  1  5    3  3	  2 sqrt(1 - x)	        3
ratsimp(hgfred([---, -, -], [-, -], x) - (------------- + -------------))
		 2   2  2    2  2	        3	     sqrt(x)


Result:
0

... Which was correct.

********************** Problem 119 ***************
Input:
		- 1     3    1		 2 ((2 x + 1) sqrt(1 - x) - 1)
ratsimp(hgfred([---, 1, -], [-, 2], x) - -----------------------------)
		 2      2    2			      3 x


Result:
0

... Which was correct.

********************** Problem 120 ***************
Input:
		       - 1     3    1
ratsimp(factor(hgfred([---, 1, -], [-, 3], x))
			2      2    2
									  3/2
					  4 (6 - 5 x - 2 (3 + 2 x) (1 - x)   )
				        - ------------------------------------)
							     2
							 15 x


Result:
0

... Which was correct.

********************** Problem 121 ***************
Input:
		       - 1     5    1  1
ratsimp(factor(hgfred([---, 1, -], [-, -], x))
			2      2    2  2
						  2
				    3 - 13 x + 8 x
				    --------------- - 8 sqrt(x) atanh(sqrt(x))
					      2
				       (1 - x)
				  - ------------------------------------------)
							3


Result:
0

... Which was correct.

********************** Problem 122 ***************
Input:
		       - 1     5    1  3
ratsimp(factor(hgfred([---, 1, -], [-, -], x))
			2      2    2  2
					    3 - 4 x
					    ------- - 4 sqrt(x) atanh(sqrt(x))
					     1 - x
					  - ----------------------------------)
							    3


Result:
0

... Which was correct.

********************** Problem 123 ***************
Input:
						     (1 - 2 x) atanh(sqrt(x))
						 2 + ------------------------
		       - 1     5    3  3		     sqrt(x)
ratsimp(factor(hgfred([---, 1, -], [-, -], x)) - ----------------------------)
			2      2    2  2		      3


Result:
0

... Which was correct.

********************** Problem 124 ***************
Input:
		       - 1			 2 - (2 - 5 x) sqrt(1 - x)
ratsimp(factor(hgfred([---, 1, 3], [2, 2], x)) - -------------------------)
			2				    6 x


Result:
0

... Which was correct.

********************** Problem 125 ***************
Input:
						  2
		- 1  3  3    1  5	  3 (- 2 x  + x + 1)
ratsimp(hgfred([---, -, -], [-, -], x) - (------------------
		 2   2  2    2  2	   4 sqrt(1 - x) x
							  (- 3) asin(sqrt(x))
							  -------------------
								   4
						        + -------------------))
								  3/2
								 x


Result:
0

... Which was correct.

********************** Problem 126 ***************
Input:
		- 1  3	     5
ratsimp(hgfred([---, -, 3], [-, 2], x)
		 2   2	     2
			    3 asin(sqrt(x)) + 3 sqrt(x) sqrt(1 - x) (10 x - 1)
			  - --------------------------------------------------)
						     3/2
						 32 x


Result:
0

... Which was correct.

********************** Problem 127 ***************
Input:
hgfred([a, b], [a], z)


Result:
   1
--------
       b
(1 - z)

... Which was correct.

********************** Problem 128 ***************
Input:
hgfred([a, b], [b], z)


Result:
   1
--------
       a
(1 - z)

... Which was correct.

********************** Problem 129 ***************
Input:
					    - 1 - a
				     (1 - z)	    (- 1 + (1 - b + a) z + b)
ratsimp(hgfred([a, b], [b - 1], z) - ----------------------------------------)
						      b - 1


Result:
0

... Which was correct.

********************** Problem 130 ***************
Input:
		       a    a		    - 1 - a
ratsimp(hgfred([a, 1 + -], [-], z) - (1 - z)	    (1 + z))
		       2    2


Result:
0

... Which was correct.

********************** Problem 131 ***************
Input:
	   1
hgfred([a, - + a], [2 a], z)
	   2


Result:
 2 a - 1		  1 - 2 a
2        (sqrt(1 - z) + 1)
---------------------------------
	   sqrt(1 - z)

... Which was correct.

********************** Problem 132 ***************
Input:
	   1
hgfred([a, - + a], [1 + 2 a], z)
	   2


Result:
	 2 a
	2
--------------------
		 2 a
(sqrt(1 - z) + 1)

... Which was correct.

********************** Problem 133 ***************
Input:
	   1	    1
hgfred([a, - + a], [-], zp)
	   2	    2


Result:
	1		    1
----------------- + -----------------
	      2 a		  2 a
(sqrt(zp) + 1)	    (1 - sqrt(zp))
-------------------------------------
		  2

... Which was correct.

********************** Problem 134 ***************
Input:
		   1	    3
ratsimp(hgfred([a, - + a], [-], z)
		   2	    2
						1 - 2 a		       1 - 2 a
				   (1 - sqrt(z))        - (1 + sqrt(z))
				 - -------------------------------------------)
					       2 (2 a - 1) sqrt(z)


Result:
0

... Which was correct.

********************** Problem 135 ***************
Input:
		  1
hgfred([a, - a], [-], zp)
		  2


Result:
cos(2 a asin(sqrt(zp)))

... Which was correct.

********************** Problem 136 ***************
Input:
		    1
hgfred([a, 1 - a], [-], zp)
		    2


Result:
cos((2 a - 1) asin(sqrt(zp)))
-----------------------------
	sqrt(1 - zp)

... Which was correct.

********************** Problem 137 ***************
Input:
hgfred([a, 1 - a], [1], x1)


Result:
legendre_p(a - 1, 1 - 2 x1)

... Which was correct.

********************** Problem 138 ***************
Input:
		    3
hgfred([a, 1 - a], [-], z)
		    2


Result:
sin((1 - 2 a) asin(sqrt(z)))
----------------------------
     (1 - 2 a) sqrt(z)

... Which was correct.

********************** Problem 139 ***************
Input:
		    3
hgfred([a, 2 - a], [-], z)
		    2


Result:
sin((2 - 2 a) asin(sqrt(z)))
-----------------------------
(2 - 2 a) sqrt(1 - z) sqrt(z)

... Which was correct.

********************** Problem 140 ***************
Input:
	       - 1  - 1	   1
factor(hgfred([---, ---], [-], zp))
		2    2	   2


Result:
asin(sqrt(zp)) sqrt(zp) + sqrt(1 - zp)

... Which was correct.

********************** Problem 141 ***************
Input:
		       - 1  - 1	   3
ratsimp(factor(hgfred([---, ---], [-], zp))
			2    2	   2
						     (1 + 2 zp) asin(sqrt(zp))
				    3 sqrt(1 - zp) + -------------------------
							     sqrt(zp)
				  - ------------------------------------------)
							4


Result:
0

... Which was correct.

********************** Problem 142 ***************
Input:
		       - 1  - 1	   5
ratsimp(factor(hgfred([---, ---], [-], zp))
			2    2	   2
   3			 2
 - -- ((- 1 + 8 zp + 8 zp ) asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (14 zp + 1))
   64
   3/2
/zp   )


Result:
0

... Which was correct.

********************** Problem 143 ***************
Input:
		       - 1  - 1	   7
ratsimp(factor(hgfred([---, ---], [-], zp))
			2    2	   2
    5			   2	    3
 - --- (3 (1 - 6 zp + 24 zp  + 16 zp ) asin(sqrt(zp))
   768
			       2		 5/2
 + sqrt(1 - zp) sqrt(zp) (92 zp  + 16 zp - 3))/zp   )


Result:
0

... Which was correct.

********************** Problem 144 ***************
Input:
		       - 1  1	 3
ratsimp(factor(hgfred([---, -], [-], zp))
			2   2	 2
					sqrt(zp) sqrt(1 - zp) + asin(sqrt(zp))
					--------------------------------------
							  2
				      - --------------------------------------)
						       sqrt(zp)


Result:
0

... Which was correct.

********************** Problem 145 ***************
Input:
		       - 1  1	 5
ratsimp(factor(hgfred([---, -], [-], zp))
			2   2	 2
	     3
	     -- ((4 zp - 1) asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (2 zp + 1))
	     16
	   - -----------------------------------------------------------------)
					     3/2
					   zp


Result:
0

... Which was correct.

********************** Problem 146 ***************
Input:
		       - 1  1	 7
ratsimp(factor(hgfred([---, -], [-], zp))
			2   2	 2
    5			  2
 - --- (3 (1 - 4 zp + 8 zp ) asin(sqrt(zp))
   128
						  5/2
 + sqrt(1 - zp) sqrt(zp) (2 zp + 3) (4 zp - 1))/zp   )


Result:
0

... Which was correct.

********************** Problem 147 ***************
Input:
	- 1	  1
hgfred([---, 1], [-], zp)
	 2	  2


Result:
1 - atanh(sqrt(zp)) sqrt(zp)

... Which was correct.

********************** Problem 148 ***************
Input:
						(zp - 1) atanh(sqrt(zp))
					    1 - ------------------------
		       - 1	 3		        sqrt(zp)
ratsimp(factor(hgfred([---, 1], [-], zp)) - ----------------------------)
			2	 2			 2


Result:
0

... Which was correct.

********************** Problem 149 ***************
Input:
					    2		   3/2
					    - (1 - (1 - zp)   )
		       - 1		    3
ratsimp(factor(hgfred([---, 1], [2], zp)) - -------------------)
			2			    zp


Result:
0

... Which was correct.

********************** Problem 150 ***************
Input:
		       - 1	 5
ratsimp(factor(hgfred([---, 1], [-], zp))
			2	 2
			     3				    2
			     - (sqrt(zp) (1 + zp) - (zp - 1)  atanh(sqrt(zp)))
			     8
			   - -------------------------------------------------)
						     3/2
						   zp


Result:
0

... Which was correct.

********************** Problem 151 ***************
Input:
					    4		  5/2
					    -- (2 (1 - zp)    + 5 zp - 2)
		       - 1		    15
ratsimp(factor(hgfred([---, 1], [3], zp)) - -----------------------------)
			2				   2
							 zp


Result:
0

... Which was correct.

********************** Problem 152 ***************
Input:
		       - 1	 7
ratsimp(factor(hgfred([---, 1], [-], zp))
			2	 2
	       - 5			     2				    3
	       --- (sqrt(zp) (3 - 8 zp - 3 zp ) + 3 atanh(sqrt(zp)) (zp - 1) )
	       48
	     - ---------------------------------------------------------------)
					      5/2
					    zp


Result:
0

... Which was correct.

********************** Problem 153 ***************
Input:
		       - 1
ratsimp(factor(hgfred([---, 1], [4], zp))
			2
							    2		  7/2
				    - 2 (- 8 + 28 zp - 35 zp  + 8 (1 - zp)   )
				  - ------------------------------------------)
							   3
						      35 zp


Result:
0

... Which was correct.

********************** Problem 154 ***************
Input:
		       - 1  3	 1	      1 - 2 zp
ratsimp(factor(hgfred([---, -], [-], zp)) - ------------)
			2   2	 2	    sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 155 ***************
Input:
		       - 1  3	 5
ratsimp(factor(hgfred([---, -], [-], zp))
			2   2	 2
			 3
			 - (asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (2 zp - 1))
			 8
		       - -----------------------------------------------------)
						   3/2
						 zp


Result:
0

... Which was correct.

********************** Problem 156 ***************
Input:
		       - 1  3	 7
ratsimp(factor(hgfred([---, -], [-], zp))
			2   2	 2
     5							        2
     -- ((6 zp - 3) asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (4 zp  - 4 zp + 3))
     32
   - -------------------------------------------------------------------------)
					 5/2
				       zp


Result:
0

... Which was correct.

********************** Problem 157 ***************
Input:
		       - 1	 1
ratsimp(factor(hgfred([---, 2], [-], zp))
			2	 2
			      - 2 - 3 (zp - 1) atanh(sqrt(zp)) sqrt(zp) + 3 zp
			      ------------------------------------------------
						     2
			    - ------------------------------------------------)
						   zp - 1


Result:
0

... Which was correct.

********************** Problem 158 ***************
Input:
					      2 - 3 zp
					      --------
		       - 1			 2
ratsimp(factor(hgfred([---, 2], [1], zp)) - ------------)
			2		    sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 159 ***************
Input:
						(1 - 3 zp) atanh(sqrt(zp))
					    3 + --------------------------
		       - 1	 3			 sqrt(zp)
ratsimp(factor(hgfred([---, 2], [-], zp)) - ------------------------------)
			2	 2			  4


Result:
0

... Which was correct.

********************** Problem 160 ***************
Input:
		       - 1
ratsimp(factor(hgfred([---, 2], [3], zp))
			2
				     4
				     -- (2 + sqrt(1 - zp) (zp - 1) (3 zp + 2))
				     15
				   - -----------------------------------------)
							  2
							zp


Result:
0

... Which was correct.

********************** Problem 161 ***************
Input:
		       - 1	 5
ratsimp(factor(hgfred([---, 2], [-], zp))
			2	 2
	       1		   2
	       -- ((3 + 6 zp - 9 zp ) atanh(sqrt(zp)) + 3 sqrt(zp) (3 zp - 1))
	       16
	     - ---------------------------------------------------------------)
					      3/2
					    zp


Result:
0

... Which was correct.

********************** Problem 162 ***************
Input:
		       - 1
ratsimp(factor(hgfred([---, 2], [4], zp))
			2
			     8			      2
			     -- (sqrt(1 - zp) (zp - 1)  (3 zp + 4) + 7 zp - 4)
			     35
			   - -------------------------------------------------)
						      3
						    zp


Result:
0

... Which was correct.

********************** Problem 163 ***************
Input:
		       - 1	 7
ratsimp(factor(hgfred([---, 2], [-], zp))
			2	 2
    - 5				    2					    2
    --- (sqrt(zp) (- 3 + 2 zp - 3 zp ) + 3 (1 + zp) atanh(sqrt(zp)) (zp - 1) )
    32
  - --------------------------------------------------------------------------)
					5/2
				      zp


Result:
0

... Which was correct.

********************** Problem 164 ***************
Input:
							    2
					    3 - 12 zp + 8 zp
					    -----------------
		       - 1  5	 1		    3
ratsimp(factor(hgfred([---, -], [-], zp)) - -----------------)
			2   2	 2		       3/2
					       (1 - zp)


Result:
0

... Which was correct.

********************** Problem 165 ***************
Input:
					      3 - 4 zp
					      --------
		       - 1  5	 3		 3
ratsimp(factor(hgfred([---, -], [-], zp)) - ------------)
			2   2	 2	    sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 166 ***************
Input:
		       - 1  5	 7
ratsimp(factor(hgfred([---, -], [-], zp))
			2   2	 2
	   5
	   -- (3 asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (2 zp + 1) (4 zp - 3))
	   48
	 - -------------------------------------------------------------------)
					    5/2
					  zp


Result:
0

... Which was correct.

********************** Problem 167 ***************
Input:
		       - 1	 1
ratsimp(factor(hgfred([---, 3], [-], zp))
			2	 2
				     2					     2
		    8 - 25 zp + 15 zp  - 15 sqrt(zp) atanh(sqrt(zp)) (zp - 1)
		    ----------------------------------------------------------
						8
		  - ----------------------------------------------------------)
						    2
					    (zp - 1)


Result:
0

... Which was correct.

********************** Problem 168 ***************
Input:
							     2
					    8 - 24 zp + 15 zp
					    ------------------
		       - 1			    8
ratsimp(factor(hgfred([---, 3], [1], zp)) - ------------------)
			2			       3/2
					       (1 - zp)


Result:
0

... Which was correct.

********************** Problem 169 ***************
Input:
		       - 1	 3
ratsimp(factor(hgfred([---, 3], [-], zp))
			2	 2
							    2
		  sqrt(zp) (15 zp - 13) - 3 (1 - 6 zp + 5 zp ) atanh(sqrt(zp))
		  ------------------------------------------------------------
					       16
		  ------------------------------------------------------------
					     zp - 1
	        - ------------------------------------------------------------)
					    sqrt(zp)


Result:
0

... Which was correct.

********************** Problem 170 ***************
Input:
					      4 - 5 zp
					      --------
		       - 1			 4
ratsimp(factor(hgfred([---, 3], [2], zp)) - ------------)
			2		    sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 171 ***************
Input:
		       - 1	 5
ratsimp(factor(hgfred([---, 3], [-], zp))
			2	 2
	       3		    2
	       -- ((1 + 6 zp - 15 zp ) atanh(sqrt(zp)) + sqrt(zp) (15 zp - 1))
	       64
	     - ---------------------------------------------------------------)
					      3/2
					    zp


Result:
0

... Which was correct.

********************** Problem 172 ***************
Input:
		       - 1	 7
ratsimp(factor(hgfred([---, 3], [-], zp))
			2	 2
   - 5			  2	  3
 - --- (3 (- 1 - zp - 3 zp  + 5 zp ) atanh(sqrt(zp))
   128
			     2	   5/2
 + sqrt(zp) (3 + 4 zp - 15 zp ))/zp   )


Result:
0

... Which was correct.

********************** Problem 173 ***************
Input:
		       - 1
ratsimp(factor(hgfred([---, 3], [4], zp))
			2
				     2		     3/2       2
				     -- (8 - (1 - zp)    (15 zp  + 12 zp + 8))
				     35
				   - -----------------------------------------)
							  3
							zp


Result:
0

... Which was correct.

********************** Problem 174 ***************
Input:
						   3	    2
					    - 16 zp  + 40 zp  - 30 zp + 5
					    -----------------------------
		       - 1  7	 1			  5
ratsimp(factor(hgfred([---, -], [-], zp)) - -----------------------------)
			2   2	 2			     5/2
						     (1 - zp)


Result:
0

... Which was correct.

********************** Problem 175 ***************
Input:
							      2
					    15 - 40 zp + 24 zp
					    -------------------
		       - 1  7	 3		    15
ratsimp(factor(hgfred([---, -], [-], zp)) - -------------------)
			2   2	 2		        3/2
						(1 - zp)


Result:
0

... Which was correct.

********************** Problem 176 ***************
Input:
					      5 - 6 zp
					      --------
		       - 1  7	 5		 5
ratsimp(factor(hgfred([---, -], [-], zp)) - ------------)
			2   2	 2	    sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 177 ***************
Input:
		       - 1	 1
ratsimp(factor(hgfred([---, 4], [-], zp))
			2	 2
   1			     2	       3
 - -- (- 48 + 231 zp - 280 zp  + 105 zp
   48
					3	   3
 - 105 sqrt(zp) atanh(sqrt(zp)) (zp - 1) )/(zp - 1) )


Result:
0

... Which was correct.

********************** Problem 178 ***************
Input:
						   3	    2
					    - 35 zp  + 90 zp  - 72 zp + 16
					    ------------------------------
		       - 1				  16
ratsimp(factor(hgfred([---, 4], [1], zp)) - ------------------------------)
			2				     5/2
						     (1 - zp)


Result:
0

... Which was correct.

********************** Problem 179 ***************
Input:
		       - 1	 3
ratsimp(factor(hgfred([---, 4], [-], zp))
			2	 2
				  2		  2
    sqrt(zp) (81 - 190 zp + 105 zp ) - 15 (zp - 1)  (7 zp - 1) atanh(sqrt(zp))
    --------------------------------------------------------------------------
					96
    --------------------------------------------------------------------------
					    2
				    (zp - 1)
  - --------------------------------------------------------------------------)
				     sqrt(zp)


Result:
0

... Which was correct.

********************** Problem 180 ***************
Input:
							      2
					    24 - 60 zp + 35 zp
					    -------------------
		       - 1			    24
ratsimp(factor(hgfred([---, 4], [2], zp)) - -------------------)
			2			        3/2
						(1 - zp)


Result:
0

... Which was correct.

********************** Problem 181 ***************
Input:
		       - 1	 5
ratsimp(factor(hgfred([---, 4], [-], zp))
			2	 2
				   2			   2	    3
 - (((sqrt(zp) (3 - 100 zp + 105 zp ) - 3 (1 + 9 zp - 45 zp  + 35 zp )
				   3/2
 atanh(sqrt(zp)))/128)/(zp - 1))/zp   )


Result:
0

... Which was correct.

********************** Problem 182 ***************
Input:
					      6 - 7 zp
					      --------
		       - 1			 6
ratsimp(factor(hgfred([---, 4], [3], zp)) - ------------)
			2		    sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 183 ***************
Input:
		       - 1	 7
ratsimp(factor(hgfred([---, 4], [-], zp))
			2	 2
    5				      2
 - --- (sqrt(zp) (- 3 - 10 zp + 105 zp )
   768
			2	 3		       5/2
 - 3 (- 1 - 3 zp - 15 zp  + 35 zp ) atanh(sqrt(zp)))/zp	  )


Result:
0

... Which was correct.

********************** Problem 184 ***************
Input:
		       1       - 1	    1 - 3 zp
ratsimp(factor(hgfred([-, 1], [---], zp)) - ---------)
		       2        2		    2
					    (zp - 1)


Result:
0

... Which was correct.

********************** Problem 185 ***************
Input:
	1       3
hgfred([-, 1], [-], zp)
	2       2


Result:
    sqrt(zp) + 1
log(------------)
    1 - sqrt(zp)
-----------------
   2 sqrt(zp)

... Which was correct.

********************** Problem 186 ***************
Input:
		       1		  2 (1 - sqrt(1 - zp))
ratsimp(factor(hgfred([-, 1], [2], zp)) - --------------------)
		       2			   zp


Result:
0

... Which was correct.

********************** Problem 187 ***************
Input:
		       1       5
ratsimp(factor(hgfred([-, 1], [-], zp))
		       2       2
				       3
				       - (sqrt(zp) + (zp - 1) atanh(sqrt(zp)))
				       2
				     - ---------------------------------------)
							  3/2
							zp


Result:
0

... Which was correct.

********************** Problem 188 ***************
Input:
		       1
ratsimp(factor(hgfred([-, 1], [3], zp))
		       2
			    - 4
			    --- (2 - 2 sqrt(1 - zp) + (2 sqrt(1 - zp) - 3) zp)
			     3
			  - --------------------------------------------------)
						     2
						   zp


Result:
0

... Which was correct.

********************** Problem 189 ***************
Input:
		       1       7
ratsimp(factor(hgfred([-, 1], [-], zp))
		       2       2
			 5						    2
			 - (sqrt(zp) (5 zp - 3) + 3 atanh(sqrt(zp)) (zp - 1) )
			 8
		       - -----------------------------------------------------)
						   5/2
						 zp


Result:
0

... Which was correct.

********************** Problem 190 ***************
Input:
		       1
ratsimp(factor(hgfred([-, 1], [4], zp))
		       2
							    2		  5/2
					2 (8 - 20 zp + 15 zp  - 8 (1 - zp)   )
					--------------------------------------
							  5
				      - --------------------------------------)
							   3
							 zp


Result:
0

... Which was correct.

********************** Problem 191 ***************
Input:
	       1       - 1
factor(hgfred([-, 2], [---], z))
	       2        2


Result:
5 z - 1
--------
       3
(z - 1)

... Which was correct.

********************** Problem 192 ***************
Input:
					    2 - zp
					    ------
		       1		      2
ratsimp(factor(hgfred([-, 2], [1], zp)) - -----------)
		       2			  3/2
					  (1 - zp)


Result:
0

... Which was correct.

********************** Problem 193 ***************
Input:
					    1	   atanh(sqrt(zp))
					  ------ + ---------------
		       1       3	  1 - zp      sqrt(zp)
ratsimp(factor(hgfred([-, 2], [-], zp)) - ------------------------)
		       2       2		     2


Result:
0

... Which was correct.

********************** Problem 194 ***************
Input:
					   3 (1 + zp)		        3
					   ---------- atanh(sqrt(zp))   -
		       1       5	       4		        4
ratsimp(factor(hgfred([-, 2], [-], zp)) - (-------------------------- - --))
		       2       2		       3/2	        zp
						     zp


Result:
0

... Which was correct.

********************** Problem 195 ***************
Input:
					  4
					  - (2 - (2 + zp) sqrt(1 - zp))
		       1		  3
ratsimp(factor(hgfred([-, 2], [3], zp)) - -----------------------------)
		       2				 2
						       zp


Result:
0

... Which was correct.

********************** Problem 196 ***************
Input:
		       1       7
ratsimp(factor(hgfred([-, 2], [-], zp))
		       2       2
		   15		       2
		   -- ((- 3 + 2 zp + zp ) atanh(sqrt(zp)) - (zp - 3) sqrt(zp))
		   16
		 - -----------------------------------------------------------)
						5/2
					      zp


Result:
0

... Which was correct.

********************** Problem 197 ***************
Input:
		       1
ratsimp(factor(hgfred([-, 2], [4], zp))
		       2
	 8								    2
	 - (- 4 + 4 sqrt(1 - zp) + (5 - 3 sqrt(1 - zp)) zp - sqrt(1 - zp) zp )
	 5
       - ---------------------------------------------------------------------)
					    3
					  zp


Result:
0

... Which was correct.

********************** Problem 198 ***************
Input:
	1       - 1
hgfred([-, 3], [---], z)
	2	 2


Result:
   1	     6 z
-------- - --------
       3	  4
(1 - z)	   (1 - z)

... Which was correct.

********************** Problem 199 ***************
Input:
						      2
					 8 - 8 z + 3 z
					 --------------
		       1		       8
ratsimp(factor(hgfred([-, 3], [1], z)) - --------------)
		       2			  5/2
					   (1 - z)


Result:
0

... Which was correct.

********************** Problem 200 ***************
Input:
		       1       3
ratsimp(factor(hgfred([-, 3], [-], zp))
		       2       2
									     2
			     sqrt(zp) (5 - 3 zp) + 3 atanh(sqrt(zp)) (zp - 1)
			     -------------------------------------------------
						     8
			     -------------------------------------------------
							 2
						 (zp - 1)
			   - -------------------------------------------------)
						 sqrt(zp)


Result:
0

... Which was correct.

********************** Problem 201 ***************
Input:
					   4 - 3 zp
					   --------
		       1		      4
ratsimp(factor(hgfred([-, 3], [2], zp)) - -----------)
		       2			  3/2
					  (1 - zp)


Result:
0

... Which was correct.

********************** Problem 202 ***************
Input:
		       1       5
ratsimp(factor(hgfred([-, 3], [-], zp))
		       2       2
	     3
	     --
	     16			     2
	   ------ ((- 1 - 2 zp + 3 zp ) atanh(sqrt(zp)) + sqrt(zp) (1 - 3 zp))
	   zp - 1
	 - -------------------------------------------------------------------)
					    3/2
					  zp


Result:
0

... Which was correct.

********************** Problem 203 ***************
Input:
		       1       7
ratsimp(factor(hgfred([-, 3], [-], zp))
		       2       2
		 15		     2
		 -- ((3 + 2 zp + 3 zp ) atanh(sqrt(zp)) - 3 sqrt(zp) (1 + zp))
		 64
	       - -------------------------------------------------------------)
					       5/2
					     zp


Result:
0

... Which was correct.

********************** Problem 204 ***************
Input:
hgfred([a, b], [a, c], z)


Result:
%f    ([b], [c], z)
  1, 1

... Which was correct.

********************** Problem 205 ***************
Input:
		       3  3    1  1				 2
ratsimp(factor(hgfred([-, -], [-, -], x)) - exp(x) (1 + 8 x + 4 x ))
		       2  2    2  2


Result:
0

... Which was correct.

********************** Problem 206 ***************
Input:
		       3       1				 2
ratsimp(factor(hgfred([-, 2], [-, 1], x)) - exp(x) (1 + 5 x + 2 x ))
		       2       2


Result:
0

... Which was correct.

********************** Problem 207 ***************
Input:
								 2
		       3       1	    exp(x) (2 + 7 x + 2 x )
ratsimp(factor(hgfred([-, 3], [-, 2], x)) - -----------------------)
		       2       2		       2


Result:
0

... Which was correct.

********************** Problem 208 ***************
Input:
							       2
ratsimp(factor(hgfred([2, 2], [1, 1], x)) - exp(x) (1 + 3 x + x ))


Result:
0

... Which was correct.

********************** Problem 209 ***************
Input:
							       2
					    exp(x) (4 + 5 x + x )
ratsimp(factor(hgfred([3, 3], [2, 2], x)) - ---------------------)
						      4


Result:
0

... Which was correct.

********************** Problem 210 ***************
Input:
								  2    3
					    exp(x) (4 + 14 x + 8 x  + x )
ratsimp(factor(hgfred([3, 3], [1, 2], x)) - -----------------------------)
							  4


Result:
0

... Which was correct.

********************** Problem 211 ***************
Input:
						3    1
ratsimp(factor(exponentialize(expand(hgfred([1, -], [-, 2], x))))
						2    2
							  1 + exp(x) (2 x - 1)
						        - --------------------)
								   x


Result:
0

... Which was correct.

********************** Problem 212 ***************
Input:
						5    3
ratsimp(factor(exponentialize(expand(hgfred([1, -], [-, 2], x))))
						2    2
							  exp(x) (1 + 2 x) - 1
						        - --------------------)
								  3 x


Result:
0

... Which was correct.

********************** Problem 213 ***************
Input:
ratsimp(factor(exponentialize(expand(hgfred([1, 3], [2, 2], x))))
							    exp(x) (1 + x) - 1
							  - ------------------)
								   2 x


Result:
0

... Which was correct.

********************** Problem 214 ***************
Input:
(erfi(x) := - %i erf(%i x), 0)


Result:
0

... Which was correct.

********************** Problem 215 ***************
Input:
		       - 1  3	 1  1
ratsimp(factor(hgfred([---, -], [-, -], x))
			2   2	 2  2
			        - (exp(x) - 2 sqrt(%pi) sqrt(x) erfi(sqrt(x))))


Result:
0

... Which was correct.

********************** Problem 216 ***************
Input:
		       - 1	 1
ratsimp(factor(hgfred([---, 2], [-, 1], x))
			2	 2
					    3 sqrt(%pi) sqrt(x) erfi(sqrt(x))
			        - (exp(x) - ---------------------------------))
							    2


Result:
0

... Which was correct.

********************** Problem 217 ***************
Input:
		       - 1  5	 1  3
ratsimp(factor(hgfred([---, -], [-, -], x))
			2   2	 2  2
					    4 sqrt(%pi) sqrt(x) erfi(sqrt(x))
			        - (exp(x) - ---------------------------------))
							    3


Result:
0

... Which was correct.

********************** Problem 218 ***************
Input:
		       - 1	 1
ratsimp(factor(hgfred([---, 3], [-, 2], x))
			2	 2
					    5 sqrt(%pi) sqrt(x) erfi(sqrt(x))
			        - (exp(x) - ---------------------------------))
							    4


Result:
0

... Which was correct.

********************** Problem 219 ***************
Input:
			       1
ratsimp(factor(hgfred([1, 3], [-, 2], x))
			       2
		     sqrt(%pi) sqrt(x) (5 + 2 x) exp(x) erf(sqrt(x)) + 4 + 2 x
		   - ---------------------------------------------------------)
						 4


Result:
0

... Which was correct.

********************** Problem 220 ***************
Input:
	       - 1  1	       3
factor(hgfred([---, -, 2], [1, -], zp))
		2   2	       2


Result:
3 sqrt(1 - zp) sqrt(zp) + asin(sqrt(zp))
----------------------------------------
	       4 sqrt(zp)

... Which was correct.

********************** Problem 221 ***************
Input:
		       - 1  1	       5
ratsimp(factor(hgfred([---, -, 2], [1, -], zp))
			2   2	       2
	      3 ((1 + 4 zp) asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (6 zp - 1))
	    - ----------------------------------------------------------------)
					       3/2
					  32 zp


Result:
0

... Which was correct.

********************** Problem 222 ***************
Input:
	       - 1  1  5    3  3
factor(hgfred([---, -, -], [-, -], zp))
		2   2  2    2  2


Result:
2 sqrt(1 - zp) sqrt(zp) + asin(sqrt(zp))
----------------------------------------
	       3 sqrt(zp)

... Which was correct.

********************** Problem 223 ***************
Input:
		       - 1  1	       3
ratsimp(factor(hgfred([---, -, 3], [1, -], zp))
			2   2	       2
			 3 sqrt(1 - zp) asin(sqrt(zp)) + sqrt(zp) (13 - 15 zp)
		       - -----------------------------------------------------)
				       16 sqrt(zp) sqrt(1 - zp)


Result:
0

... Which was correct.

********************** Problem 224 ***************
Input:
		       - 1  1	       5
ratsimp(factor(hgfred([---, -, 3], [1, -], zp))
			2   2	       2
	    3 (1 + 12 zp) asin(sqrt(zp)) + 3 sqrt(1 - zp) sqrt(zp) (30 zp - 1)
	  - ------------------------------------------------------------------)
					      3/2
					128 zp


Result:
0

... Which was correct.

********************** Problem 225 ***************
Input:
	       - 1  1	    3
factor(hgfred([---, -, 3], [-, 2], zp))
		2   2	    2


Result:
5 sqrt(1 - zp) sqrt(zp) + 3 asin(sqrt(zp))
------------------------------------------
		8 sqrt(zp)

... Which was correct.

********************** Problem 226 ***************
Input:
		       - 1  1	    5
ratsimp(factor(hgfred([---, -, 3], [-, 2], zp))
			2   2	    2
	    3 ((12 zp - 1) asin(sqrt(zp)) + sqrt(1 - zp) sqrt(zp) (1 + 10 zp))
	  - ------------------------------------------------------------------)
					      3/2
					 64 zp


Result:
0

... Which was correct.

********************** Problem 227 ***************
Input:
		       - 1     3    1		 2 ((2 z + 1) sqrt(1 - z) - 1)
ratsimp(factor(hgfred([---, 1, -], [-, 2], z)) - -----------------------------)
			2      2    2			      3 z


Result:
0

... Which was correct.

********************** Problem 228 ***************
Input:
		       - 1     3    1
ratsimp(factor(hgfred([---, 1, -], [-, 3], z))
			2      2    2
									  3/2
					  4 (6 - 5 z - 2 (3 + 2 z) (1 - z)   )
				        - ------------------------------------)
							     2
							 15 z


Result:
0

... Which was correct.

********************** Problem 229 ***************
Input:
		       - 1     5    1
ratsimp(factor(hgfred([---, 1, -], [-, 2], z))
			2      2    2
					   2 (1 - sqrt(1 - z) + 4 z (1 - 2 z))
					 - -----------------------------------)
						     9 sqrt(1 - z) z


Result:
0

... Which was correct.

********************** Problem 230 ***************
Input:
		       - 1     5    1
ratsimp(factor(hgfred([---, 1, -], [-, 3], z))
			2      2    2
								     2
				4 (- 6 + 2 sqrt(1 - z) (3 + 4 z + 8 z ) - 5 z)
			      - ----------------------------------------------)
							2
						    45 z


Result:
0

... Which was correct.

********************** Problem 231 ***************
Input:
		       - 1     5    3		 2 (1 - (1 - 4 z) sqrt(1 - z))
ratsimp(factor(hgfred([---, 1, -], [-, 2], z)) - -----------------------------)
			2      2    2			      9 z


Result:
0

... Which was correct.

********************** Problem 232 ***************
Input:
		       - 1     5    3
ratsimp(factor(hgfred([---, 1, -], [-, 3], z))
			2      2    2
								3/2
					4 (- 2 (1 + 4 z) (1 - z)    + 2 + 5 z)
				      - --------------------------------------)
							    2
							45 z


Result:
0

... Which was correct.

********************** Problem 233 ***************
Input:
							      2
		       - 1  3  3    1  1	 1 - 6 z + 4 z
ratsimp(factor(hgfred([---, -, -], [-, -], z)) - --------------)
			2   2  2    2  2		  3/2
						   (1 - z)


Result:
0

... Which was correct.

********************** Problem 234 ***************
Input:
		       - 1  3  3    1  5
ratsimp(factor(hgfred([---, -, -], [-, -], zp))
			2   2  2    2  2
					     2
		   3 (sqrt(zp) (1 + zp - 2 zp ) - sqrt(1 - zp) asin(sqrt(zp)))
		 - -----------------------------------------------------------)
						       3/2
				      4 sqrt(1 - zp) zp


Result:
0

... Which was correct.

********************** Problem 235 ***************
Input:
							      2
		       - 1  3	    1		 2 - 9 z + 6 z
ratsimp(factor(hgfred([---, -, 2], [-, 1], z)) - --------------)
			2   2	    2			   3/2
						  2 (1 - z)


Result:
0

... Which was correct.

********************** Problem 236 ***************
Input:
		       - 1  3	    1
ratsimp(factor(hgfred([---, -, 2], [-, 3], z))
			2   2	    2
							   2
					    4 ((2 + z + 2 z ) sqrt(1 - z) - 2)
					  - ----------------------------------)
							      2
							   5 z


Result:
0

... Which was correct.

********************** Problem 237 ***************
Input:
		       - 1  3	       5
ratsimp(factor(hgfred([---, -, 2], [1, -], zp))
			2   2	       2
			 3 (sqrt(zp) sqrt(1 - zp) (1 + 6 zp) - asin(sqrt(zp)))
		       - -----------------------------------------------------)
						    3/2
					       16 zp


Result:
0

... Which was correct.

********************** Problem 238 ***************
Input:
								2       3
		       - 1  3  5    1  1	 3 - 30 z + 40 z  - 16 z
ratsimp(factor(hgfred([---, -, -], [-, -], z)) - ------------------------)
			2   2  2    2  2		        5/2
						       3 (1 - z)


Result:
0

... Which was correct.

********************** Problem 239 ***************
Input:
								2       3
		       - 1  3	    1		 8 - 56 z + 75 z  - 30 z
ratsimp(factor(hgfred([---, -, 3], [-, 1], z)) - ------------------------)
			2   2	    2			        5/2
						       8 (1 - z)


Result:
0

... Which was correct.

********************** Problem 240 ***************
Input:
								2
		       - 1  3	    1		 4 - 15 z + 10 z
ratsimp(factor(hgfred([---, -, 3], [-, 2], z)) - ----------------)
			2   2	    2			    3/2
						   4 (1 - z)


Result:
0

... Which was correct.

********************** Problem 241 ***************
Input:
							       2
		       - 1			 4 - 14 z + 9 z
ratsimp(factor(hgfred([---, 2, 2], [1, 1], z)) - ---------------)
			2				   3/2
						  4 (1 - z)


Result:
0

... Which was correct.

********************** Problem 242 ***************
Input:
		       - 1
ratsimp(factor(hgfred([---, 2, 2], [1, 3], z))
			2
							   2
					  2 ((4 + 2 z + 9 z ) sqrt(1 - z) - 4)
				        - ------------------------------------)
							     2
							 15 z


Result:
0

... Which was correct.

********************** Problem 243 ***************
Input:
						      3	      2
		       - 1     5    1		 - 8 z  + 20 z  - 15 z + 2
ratsimp(factor(hgfred([---, 2, -], [-, 1], z)) - -------------------------)
			2      2    2			        5/2
						       2 (1 - z)


Result:
0

... Which was correct.

********************** Problem 244 ***************
Input:
		       - 1     5    1
ratsimp(factor(hgfred([---, 2, -], [-, 3], z))
			2      2    2
								     2	    3
				     4 (- 2 + 2 sqrt(1 - z) + z + 4 z  - 8 z )
				   - -----------------------------------------)
						     2
						 15 z  sqrt(1 - z)


Result:
0

... Which was correct.

********************** Problem 245 ***************
Input:
								2
		       - 1     5       3	 6 - 19 z + 12 z
ratsimp(factor(hgfred([---, 2, -], [1, -], z)) - ----------------)
			2      2       2		    3/2
						   6 (1 - z)


Result:
0

... Which was correct.

********************** Problem 246 ***************
Input:
		       - 1     5       3
ratsimp(factor(hgfred([---, 2, -], [3, -], z))
			2      2       2
							   2
					   4 ((2 + z + 12 z ) sqrt(1 - z) - 2)
					 - -----------------------------------)
							      2
							  45 z


Result:
0

... Which was correct.

********************** Problem 247 ***************
Input:
								  2	  3
						 16 - 88 z + 114 z  - 45 z
						 --------------------------
		       - 1				     16
ratsimp(factor(hgfred([---, 2, 3], [1, 1], z)) - --------------------------)
			2				        5/2
							 (1 - z)


Result:
0

... Which was correct.

********************** Problem 248 ***************
Input:
		       - 1  5  5    1  1
ratsimp(factor(hgfred([---, -, -], [-, -], z))
			2   2  2    2  2
							    2	     3	     4
					   9 - 144 z + 280 z  - 224 z  + 64 z
					   -----------------------------------
							    9
					 - -----------------------------------)
							      7/2
						       (1 - z)


Result:
0

... Which was correct.

********************** Problem 249 ***************
Input:
								2       3
						 9 - 60 z + 80 z  - 32 z
						 ------------------------
		       - 1  5  5    1  3		    9
ratsimp(factor(hgfred([---, -, -], [-, -], z)) - ------------------------)
			2   2  2    2  2		       5/2
							(1 - z)


Result:
0

... Which was correct.

********************** Problem 250 ***************
Input:
								2
						 9 - 26 z + 16 z
						 ----------------
		       - 1  5  5    3  3	        9
ratsimp(factor(hgfred([---, -, -], [-, -], z)) - ----------------)
			2   2  2    2  2		   3/2
						    (1 - z)


Result:
0

... Which was correct.

********************** Problem 251 ***************
Input:
		       - 1  5	    1
ratsimp(factor(hgfred([---, -, 3], [-, 1], z))
			2   2	    2
							    2	     3	     4
					    8 - 88 z + 175 z  - 140 z  + 40 z
					    ----------------------------------
							    8
					  - ----------------------------------)
							       7/2
							(1 - z)


Result:
0

... Which was correct.

********************** Problem 252 ***************
Input:
								  2	  3
						 12 - 75 z + 100 z  - 40 z
						 --------------------------
		       - 1  5	    1			     12
ratsimp(factor(hgfred([---, -, 3], [-, 2], z)) - --------------------------)
			2   2	    2			        5/2
							 (1 - z)


Result:
0

... Which was correct.

********************** Problem 253 ***************
Input:
								2       3
						 8 - 40 z + 51 z  - 20 z
						 ------------------------
		       - 1  5	    3			    8
ratsimp(factor(hgfred([---, -, 3], [-, 1], z)) - ------------------------)
			2   2	    2			       5/2
							(1 - z)


Result:
0

... Which was correct.

********************** Problem 254 ***************
Input:
								 2
						 12 - 33 z + 20 z
						 -----------------
		       - 1  5	    3		        12
ratsimp(factor(hgfred([---, -, 3], [-, 2], z)) - -----------------)
			2   2	    2			   3/2
						    (1 - z)


Result:
0

... Which was correct.

********************** Problem 255 ***************
Input:
		       - 1
ratsimp(factor(hgfred([---, 3, 3], [1, 1], z))
			2
							   2	    3	     4
					64 - 512 z + 1000 z  - 792 z  + 225 z
					--------------------------------------
							  64
				      - --------------------------------------)
							     7/2
						      (1 - z)


Result:
0

... Which was correct.

********************** Problem 256 ***************
Input:
								   2	   3
						 32 - 152 z + 192 z  - 75 z
						 ---------------------------
		       - 1				     32
ratsimp(factor(hgfred([---, 3, 3], [1, 2], z)) - ---------------------------)
			2				        5/2
							 (1 - z)


Result:
0

... Which was correct.

********************** Problem 257 ***************
Input:
								 2
						 16 - 42 z + 25 z
						 -----------------
		       - 1			        16
ratsimp(factor(hgfred([---, 3, 3], [2, 2], z)) - -----------------)
			2				   3/2
						    (1 - z)


Result:
0

... Which was correct.
257/257 tests passed.
Running tests in rtestmt19937: 
********************** Problem 1 ***************
Input:
(random_state : make_random_state(987654321), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
set_random_state(random_state)


Result:
done

... Which was correct.

********************** Problem 3 ***************
Input:
	      16   32   64   128
map(random, [2  , 2  , 2  , 2   ])


Result:
[23815, 1226283474, 14110244264496474887, 
				       256880639077478706419109239557077996976]

... Which was correct.

********************** Problem 4 ***************
Input:
				16	 32	  64
map(fix, map(random, [1.0, 1.0 2  , 1.0 2  , 1.0 2  ])
						    52	 52 - 16   52 - 32
						  [2  , 2       , 2	  , 1])


Result:
[1832214229593881, 3554405100599231, 36172692743681, 705526283404820480]

... Which was correct.

********************** Problem 5 ***************
Input:
		      32
(L : makelist(random(2  ), i, 1, 1000), 0)


Result:
0

... Which was correct.

********************** Problem 6 ***************
Input:
apply(+, L makelist(i, i, 1, 1000))


Result:
1047661644052859

... Which was correct.

********************** Problem 7 ***************
Input:
	      16   32   64   128
map(random, [2  , 2  , 2  , 2   ])


Result:
[61259, 1512147836, 5201588561757929978, 
					55876996326958407997738817869273087742]

... Which was correct.

********************** Problem 8 ***************
Input:
				16	 32	  64    52
map(fix, map(random, [1.0, 1.0 2  , 1.0 2  , 1.0 2  ]) 2  )


Result:
[3378087623307407, 950036134838534144, 12401473179864865699790848, 
					   31898738619930029950889265274552320]

... Which was correct.

********************** Problem 9 ***************
Input:
set_random_state(random_state)


Result:
done

... Which was correct.

********************** Problem 10 ***************
Input:
	      16   32   64   128
map(random, [2  , 2  , 2  , 2   ])


Result:
[23815, 1226283474, 14110244264496474887, 
				       256880639077478706419109239557077996976]

... Which was correct.

********************** Problem 11 ***************
Input:
				16	 32	  64
map(fix, map(random, [1.0, 1.0 2  , 1.0 2  , 1.0 2  ])
						    52	 52 - 16   52 - 32
						  [2  , 2       , 2	  , 1])


Result:
[1832214229593881, 3554405100599231, 36172692743681, 705526283404820480]

... Which was correct.

********************** Problem 12 ***************
Input:
		      32
(L : makelist(random(2  ), i, 1, 1000), 0)


Result:
0

... Which was correct.

********************** Problem 13 ***************
Input:
apply(+, L makelist(i, i, 1, 1000))


Result:
1047661644052859

... Which was correct.

********************** Problem 14 ***************
Input:
	      16   32   64   128
map(random, [2  , 2  , 2  , 2   ])


Result:
[61259, 1512147836, 5201588561757929978, 
					55876996326958407997738817869273087742]

... Which was correct.

********************** Problem 15 ***************
Input:
				16	 32	  64    52
map(fix, map(random, [1.0, 1.0 2  , 1.0 2  , 1.0 2  ]) 2  )


Result:
[3378087623307407, 950036134838534144, 12401473179864865699790848, 
					   31898738619930029950889265274552320]

... Which was correct.
15/15 tests passed.
Running tests in rtest_allnummod: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
ceiling(42)


Result:
42

... Which was correct.

********************** Problem 3 ***************
Input:
ceiling(- 128)


Result:
- 128

... Which was correct.

********************** Problem 4 ***************
Input:
	- 5
ceiling(---)
	 2


Result:
- 2

... Which was correct.

********************** Problem 5 ***************
Input:
ceiling(0)


Result:
0

... Which was correct.

********************** Problem 6 ***************
Input:
	5
ceiling(-)
	2


Result:
3

... Which was correct.

********************** Problem 7 ***************
Input:
ceiling(- 5.6)


Result:
- 5

... Which was correct.

********************** Problem 8 ***************
Input:
ceiling(7.8)


Result:
8

... Which was correct.

********************** Problem 9 ***************
Input:
ceiling(- 5.6b0)


Result:
- 5

... Which was correct.

********************** Problem 10 ***************
Input:
ceiling(7.8b0)


Result:
8

... Which was correct.

********************** Problem 11 ***************
Input:
ceiling(%pi)


Result:
4

... Which was correct.

********************** Problem 12 ***************
Input:
ceiling(%e)


Result:
3

... Which was correct.

********************** Problem 13 ***************
Input:
ceiling(%phi)


Result:
2

... Which was correct.

********************** Problem 14 ***************
Input:
ceiling(minf)


Result:
und

... Which was correct.

********************** Problem 15 ***************
Input:
ceiling(inf)


Result:
und

... Which was correct.

********************** Problem 16 ***************
Input:
ceiling(infinity)


Result:
und

... Which was correct.

********************** Problem 17 ***************
Input:
ceiling(zeroa)


Result:
1

... Which was correct.

********************** Problem 18 ***************
Input:
ceiling(zerob)


Result:
0

... Which was correct.

********************** Problem 19 ***************
Input:
ceiling(und)


Result:
und

... Which was correct.

********************** Problem 20 ***************
Input:
ceiling(ind)


Result:
und

... Which was correct.

********************** Problem 21 ***************
Input:
args(ceiling(rat(x)))


Result:
[x]

... Which was correct.

********************** Problem 22 ***************
Input:
args(ceiling(rat(b + a)))


Result:
[b + a]

... Which was correct.

********************** Problem 23 ***************
Input:
ceiling(ceiling(x))


Result:
ceiling(x)

... Which was correct.

********************** Problem 24 ***************
Input:
ceiling(ceiling(x) + 5)


Result:
ceiling(x) + 5

... Which was correct.

********************** Problem 25 ***************
Input:
ceiling(ceiling(y) + ceiling(x))


Result:
ceiling(y) + ceiling(x)

... Which was correct.

********************** Problem 26 ***************
Input:
ceiling(ceiling(x) - ceiling(y))


Result:
ceiling(x) - ceiling(y)

... Which was correct.

********************** Problem 27 ***************
Input:
ceiling(ceiling(x) ceiling(y))


Result:
ceiling(x) ceiling(y)

... Which was correct.

********************** Problem 28 ***************
Input:
ceiling(6 ceiling(x) - 28 ceiling(y))


Result:
6 ceiling(x) - 28 ceiling(y)

... Which was correct.

********************** Problem 29 ***************
Input:
ceiling(ceiling(x))


Result:
ceiling(x)

... Which was correct.

********************** Problem 30 ***************
Input:
(declare(n, integer), 0)


Result:
0

... Which was correct.

********************** Problem 31 ***************
Input:
ceiling(n)


Result:
n

... Which was correct.

********************** Problem 32 ***************
Input:
ceiling(abs(n))


Result:
abs(n)

... Which was correct.

********************** Problem 33 ***************
Input:
ceiling(abs(n)!)


Result:
abs(n)!

... Which was correct.

********************** Problem 34 ***************
Input:
ceiling(1932 + n)


Result:
n + 1932

... Which was correct.

********************** Problem 35 ***************
Input:
ceiling(n - 128)


Result:
n - 128

... Which was correct.

********************** Problem 36 ***************
Input:
	 5
ceiling(n )


Result:
 5
n

... Which was correct.

********************** Problem 37 ***************
Input:
(assume(n > 0), 0)


Result:
0

... Which was correct.

********************** Problem 38 ***************
Input:
	 n
ceiling(5 )


Result:
 n
5

... Which was correct.

********************** Problem 39 ***************
Input:
ceiling(- n)


Result:
- n

... Which was correct.

********************** Problem 40 ***************
Input:
(declare(m, integer), 0)


Result:
0

... Which was correct.

********************** Problem 41 ***************
Input:
(assume(m < 0), 0)


Result:
0

... Which was correct.

********************** Problem 42 ***************
Input:
	 m
ceiling(7 )


Result:
	 m
ceiling(7 )

... Which was correct.

********************** Problem 43 ***************
Input:
ceiling(n m)


Result:
m n

... Which was correct.

********************** Problem 44 ***************
Input:
ceiling(m + n)


Result:
n + m

... Which was correct.

********************** Problem 45 ***************
Input:
ceiling(n - m)


Result:
n - m

... Which was correct.

********************** Problem 46 ***************
Input:
ceiling(6 n - 28 m)


Result:
6 n - 28 m

... Which was correct.

********************** Problem 47 ***************
Input:
ceiling(abs(m + n)!)


Result:
abs(n + m)!

... Which was correct.

********************** Problem 48 ***************
Input:
ceiling(abs(n) - n)


Result:
0

... Which was correct.

********************** Problem 49 ***************
Input:
(forget(m < 0, n > 0), 0)


Result:
0

... Which was correct.

********************** Problem 50 ***************
Input:
ceiling(max(n, m))


Result:
max(n, m)

... Which was correct.

********************** Problem 51 ***************
Input:
ceiling(min(n, m))


Result:
min(n, m)

... Which was correct.

********************** Problem 52 ***************
Input:
ceiling(17 + x)


Result:
ceiling(x) + 17

... Which was correct.

********************** Problem 53 ***************
Input:
ceiling(a b - 32)


Result:
ceiling(a b) - 32

... Which was correct.

********************** Problem 54 ***************
Input:
ceiling(- x)


Result:
- floor(x)

... Which was correct.

********************** Problem 55 ***************
Input:
ceiling(- exp(x))


Result:
	  x
- floor(%e )

... Which was correct.

********************** Problem 56 ***************
Input:
ceiling(rat(x))


Result:
ceiling(x)

... Which was correct.

********************** Problem 57 ***************
Input:
floor(- 10! - x) + ceiling(10! + x)


Result:
0

... Which was correct.

********************** Problem 58 ***************
Input:
      - a			   a
floor(--- - 1909) + ceiling(1909 + -)
       b			   b


Result:
0

... Which was correct.

********************** Problem 59 ***************
Input:
(numerval(x, 5.6), 0)


Result:
0

... Which was correct.

********************** Problem 60 ***************
Input:
floor(x)


Result:
5

... Which was correct.

********************** Problem 61 ***************
Input:
ceiling(x)


Result:
6

... Which was correct.

********************** Problem 62 ***************
Input:
floor(8 + x)


Result:
13

... Which was correct.

********************** Problem 63 ***************
Input:
ceiling(8 + x)


Result:
14

... Which was correct.

********************** Problem 64 ***************
Input:
(kill(x, numerval), 0)


Result:
0

... Which was correct.

********************** Problem 65 ***************
Input:
(kill(xx), assume(0 < xx, xx < 1), 0)


Result:
0

... Which was correct.

********************** Problem 66 ***************
Input:
floor(xx)


Result:
0

... Which was correct.

********************** Problem 67 ***************
Input:
ceiling(xx)


Result:
1

... Which was correct.

********************** Problem 68 ***************
Input:
floor(- xx)


Result:
- 1

... Which was correct.

********************** Problem 69 ***************
Input:
ceiling(- xx)


Result:
0

... Which was correct.

********************** Problem 70 ***************
Input:
(assume(- 1 < yy, yy < 0), 0)


Result:
0

... Which was correct.

********************** Problem 71 ***************
Input:
floor(yy)


Result:
- 1

... Which was correct.

********************** Problem 72 ***************
Input:
ceiling(yy)


Result:
0

... Which was correct.

********************** Problem 73 ***************
Input:
	  %i
ceiling(%i  )


Result:
1

... Which was correct.

********************** Problem 74 ***************
Input:
ceiling(asin(- 107) - 42)


Result:
- floor(asin(107)) - 42

... Which was correct.

********************** Problem 75 ***************
Input:
		    - 1	     2		     2
trigsimp(floor(asin(--- + sin (sqrt(2)) + cos (sqrt(2)))))
		     7


Result:
1

... Which was correct.

********************** Problem 76 ***************
Input:
		      - 1      2	       2
trigsimp(ceiling(asin(--- + sin (sqrt(2)) + cos (sqrt(2)))))
		       7


Result:
2

... Which was correct.

********************** Problem 77 ***************
Input:
(x : bigfloatone, 0)


Result:
0

... Which was correct.

********************** Problem 78 ***************
Input:
(ceiling(log(2)), is(x = bigfloatone))


Result:
true

... Which was correct.

********************** Problem 79 ***************
Input:
(remvalue(x), 0)


Result:
0

... Which was correct.

********************** Problem 80 ***************
Input:
ceiling(signum(x))


Result:
signum(x)

... Which was correct.

********************** Problem 81 ***************
Input:
ceiling(5 signum(x))


Result:
5 signum(x)

... Which was correct.

********************** Problem 82 ***************
Input:
ceiling(7 + charfun(x < 5))


Result:
charfun(x < 5) + 7

... Which was correct.

********************** Problem 83 ***************
Input:
				      8
ceiling(max(34, abs(n)!, n m, m + n, n ))


Result:
	      8
max(abs(n)!, n , n + m, m n, 34)

... Which was correct.

********************** Problem 84 ***************
Input:
(declare(ne, even, no, odd), 0)


Result:
0

... Which was correct.

********************** Problem 85 ***************
Input:
ceiling(ne)


Result:
ne

... Which was correct.

********************** Problem 86 ***************
Input:
	ne no
ceiling(-----)
	  2


Result:
ne no
-----
  2

... Which was correct.

********************** Problem 87 ***************
Input:
	      2
ceiling(1 + ne )


Result:
  2
ne  + 1

... Which was correct.

********************** Problem 88 ***************
Input:
ceiling(abs(ne)!)


Result:
abs(ne)!

... Which was correct.

********************** Problem 89 ***************
Input:
ceiling(no)


Result:
no

... Which was correct.

********************** Problem 90 ***************
Input:
	ne
ceiling(--)
	2


Result:
ne
--
2

... Which was correct.

********************** Problem 91 ***************
Input:
	1 + no
ceiling(------)
	  2


Result:
no + 1
------
  2

... Which was correct.

********************** Problem 92 ***************
Input:
(remove(ne, even, no, odd), 0)


Result:
0

... Which was correct.

********************** Problem 93 ***************
Input:
(remove(n, integer), remove(m, integer), 0)


Result:
0

... Which was correct.

********************** Problem 94 ***************
Input:
charfun(true)


Result:
1

... Which was correct.

********************** Problem 95 ***************
Input:
charfun(false)


Result:
0

... Which was correct.

********************** Problem 96 ***************
Input:
charfun(1 < 3)


Result:
1

... Which was correct.

********************** Problem 97 ***************
Input:
charfun(1 <= 3)


Result:
1

... Which was correct.

********************** Problem 98 ***************
Input:
charfun(1 > 3)


Result:
0

... Which was correct.

********************** Problem 99 ***************
Input:
charfun(1 >= 3)


Result:
0

... Which was correct.

********************** Problem 100 ***************
Input:
charfun(1 = 3)


Result:
0

... Which was correct.

********************** Problem 101 ***************
Input:
charfun(1 # 3)


Result:
1

... Which was correct.

********************** Problem 102 ***************
Input:
charfun(integerp(3))


Result:
1

... Which was correct.

********************** Problem 103 ***************
Input:
charfun(integerp(sqrt(5)))


Result:
0

... Which was correct.

********************** Problem 104 ***************
Input:
(p : charfun(x < 1), subst(x = 5, p))


Result:
0

... Which was correct.

********************** Problem 105 ***************
Input:
(p : charfun(x < 1), subst(x = - 10, p))


Result:
1

... Which was correct.

********************** Problem 106 ***************
Input:
charfun(rat(x))


Result:
charfun(x)

... Which was correct.

********************** Problem 107 ***************
Input:
(p : charfun(mnot(equal(x, 1))), 0)


Result:
0

... Which was correct.

********************** Problem 108 ***************
Input:
subst(x = 1, p)


Result:
0

... Which was correct.

********************** Problem 109 ***************
Input:
subst(x = 5, p)


Result:
1

... Which was correct.

********************** Problem 110 ***************
Input:
subst(x = z, p)


Result:
charfun(mnot(equal(z, 1)))

... Which was correct.

********************** Problem 111 ***************
Input:
(p : charfun(mand(- 1 < x, x < 1)), 0)


Result:
0

... Which was correct.

********************** Problem 112 ***************
Input:
	   1
subst(x = ---, p)
	  %pi


Result:
1

... Which was correct.

********************** Problem 113 ***************
Input:
subst(x = - 1, p)


Result:
0

... Which was correct.

********************** Problem 114 ***************
Input:
subst(x = 1, p)


Result:
0

... Which was correct.

********************** Problem 115 ***************
Input:
subst(x = 0, p)


Result:
1

... Which was correct.

********************** Problem 116 ***************
Input:
(remvalue(p), 0)


Result:
0

... Which was correct.

********************** Problem 117 ***************
Input:
is(compare(1, 2) = <)


Result:
true

... Which was correct.

********************** Problem 118 ***************
Input:
is(compare(2, 1) = >)


Result:
true

... Which was correct.

********************** Problem 119 ***************
Input:
is(compare(2, 2) = =)


Result:
true

... Which was correct.

********************** Problem 120 ***************
Input:
is(compare(x, abs(x)) = <=)


Result:
true

... Which was correct.

********************** Problem 121 ***************
Input:
is(compare(abs(x), x) = >=)


Result:
true

... Which was correct.

********************** Problem 122 ***************
Input:
	   1
is(compare(-, 0) = #)
	   x


Result:
true

... Which was correct.

********************** Problem 123 ***************
Input:
compare(a, b)


Result:
unknown

... Which was correct.

********************** Problem 124 ***************
Input:
compare(a, 1)


Result:
unknown

... Which was correct.

********************** Problem 125 ***************
Input:
compare(%i, 1)


Result:
notcomparable

... Which was correct.

********************** Problem 126 ***************
Input:
compare(%i + 1, 0)


Result:
notcomparable

... Which was correct.

********************** Problem 127 ***************
Input:
is(compare(%i, %i) = =)


Result:
true

... Which was correct.

********************** Problem 128 ***************
Input:
is(compare(a < b, a < b) = =)


Result:
true

... Which was correct.

********************** Problem 129 ***************
Input:
is(compare(rat(x), x) = =)


Result:
true

... Which was correct.

********************** Problem 130 ***************
Input:
compare([1, 2], [5, 6])


Result:
notcomparable

... Which was correct.

********************** Problem 131 ***************
Input:
compare(%i, 1 + %i)


Result:
notcomparable

... Which was correct.

********************** Problem 132 ***************
Input:
is(compare(infinity, infinity) = =)


Result:
true

... Which was correct.

********************** Problem 133 ***************
Input:
is(compare(inf, inf) = =)


Result:
true

... Which was correct.

********************** Problem 134 ***************
Input:
compare(infinity, inf)


Result:
notcomparable

... Which was correct.

********************** Problem 135 ***************
Input:
is(compare(inf, - minf) = =)


Result:
true

... Which was correct.

********************** Problem 136 ***************
Input:
is(compare(inf, 7 + inf) = =)


Result:
true

... Which was correct.

********************** Problem 137 ***************
Input:
is(compare(inf, minf) = >)


Result:
true

... Which was correct.

********************** Problem 138 ***************
Input:
is(compare(inf, - inf) = >)


Result:
true

... Which was correct.

********************** Problem 139 ***************
Input:
is(compare(minf, - minf) = <)


Result:
true

... Which was correct.

********************** Problem 140 ***************
Input:
is(compare(log(x), 1 + log(x)) = <)


Result:
true

... Which was correct.

********************** Problem 141 ***************
Input:
is(compare(log(x), log(x)) = =)


Result:
true

... Which was correct.

********************** Problem 142 ***************
Input:
		      2			 2
is(compare(acosh(1 + x ), 1 + acosh(1 + x )) = <)


Result:
true

... Which was correct.

********************** Problem 143 ***************
Input:
featurep(5, even)


Result:
false

... Which was correct.

********************** Problem 144 ***************
Input:
featurep(5, odd)


Result:
true

... Which was correct.

********************** Problem 145 ***************
Input:
featurep(- 5, even)


Result:
false

... Which was correct.

********************** Problem 146 ***************
Input:
featurep(- 5, odd)


Result:
true

... Which was correct.

********************** Problem 147 ***************
Input:
featurep(0, even)


Result:
true

... Which was correct.

********************** Problem 148 ***************
Input:
featurep(0, odd)


Result:
false

... Which was correct.

********************** Problem 149 ***************
Input:
	 2
featurep(-, even)
	 3


Result:
false

... Which was correct.

********************** Problem 150 ***************
Input:
	 - 5
featurep(---, odd)
	  7


Result:
false

... Which was correct.

********************** Problem 151 ***************
Input:
featurep(5.6, even)


Result:
false

... Which was correct.

********************** Problem 152 ***************
Input:
featurep(0.0, even)


Result:
false

... Which was correct.

********************** Problem 153 ***************
Input:
featurep(5.6b0, even)


Result:
false

... Which was correct.

********************** Problem 154 ***************
Input:
featurep(5.7b0, odd)


Result:
false

... Which was correct.

********************** Problem 155 ***************
Input:
featurep(x, even)


Result:
false

... Which was correct.

********************** Problem 156 ***************
Input:
featurep(x, odd)


Result:
false

... Which was correct.

********************** Problem 157 ***************
Input:
featurep(%i, even)


Result:
false

... Which was correct.

********************** Problem 158 ***************
Input:
featurep(2 x, even)


Result:
false

... Which was correct.

********************** Problem 159 ***************
Input:
featurep(false, even)


Result:
false

... Which was correct.

********************** Problem 160 ***************
Input:
featurep(true, even)


Result:
false

... Which was correct.

********************** Problem 161 ***************
Input:
featurep(false, odd)


Result:
false

... Which was correct.

********************** Problem 162 ***************
Input:
featurep([false], odd)


Result:
false

... Which was correct.

********************** Problem 163 ***************
Input:
featurep(a < b, even)


Result:
false

... Which was correct.

********************** Problem 164 ***************
Input:
featurep(rat(a < b), even)


Result:
false

... Which was correct.

********************** Problem 165 ***************
Input:
featurep(5 = 7, odd)


Result:
false

... Which was correct.

********************** Problem 166 ***************
Input:
featurep([2, 4, 6], even)


Result:
false

... Which was correct.

********************** Problem 167 ***************
Input:
(declare(ni, integer, me, even, no, odd, ne, even, mo, odd), 0)


Result:
0

... Which was correct.

********************** Problem 168 ***************
Input:
featurep(me, even)


Result:
true

... Which was correct.

********************** Problem 169 ***************
Input:
featurep(no, odd)


Result:
true

... Which was correct.

********************** Problem 170 ***************
Input:
featurep(2 ni, even)


Result:
true

... Which was correct.

********************** Problem 171 ***************
Input:
featurep(1 + 2 ni, odd)


Result:
true

... Which was correct.

********************** Problem 172 ***************
Input:
featurep(- me, even)


Result:
true

... Which was correct.

********************** Problem 173 ***************
Input:
featurep(- me, odd)


Result:
false

... Which was correct.

********************** Problem 174 ***************
Input:
featurep(abs(me), even)


Result:
true

... Which was correct.

********************** Problem 175 ***************
Input:
featurep(abs(mo), odd)


Result:
true

... Which was correct.

********************** Problem 176 ***************
Input:
featurep(ni me, even)


Result:
true

... Which was correct.

********************** Problem 177 ***************
Input:
featurep(ni no, odd)


Result:
false

... Which was correct.

********************** Problem 178 ***************
Input:
featurep(ne + me, even)


Result:
true

... Which was correct.

********************** Problem 179 ***************
Input:
featurep(me - ne, even)


Result:
true

... Which was correct.

********************** Problem 180 ***************
Input:
featurep(7 me - 9 ne, even)


Result:
true

... Which was correct.

********************** Problem 181 ***************
Input:
featurep(no mo, odd)


Result:
true

... Which was correct.

********************** Problem 182 ***************
Input:
featurep(mo + no, odd)


Result:
false

... Which was correct.

********************** Problem 183 ***************
Input:
	   7
featurep(me , even)


Result:
true

... Which was correct.

********************** Problem 184 ***************
Input:
	   7
featurep(me , odd)


Result:
false

... Which was correct.

********************** Problem 185 ***************
Input:
	  1
featurep(---, even)
	   9
	 me


Result:
false

... Which was correct.

********************** Problem 186 ***************
Input:
	   7
featurep(no , odd)


Result:
true

... Which was correct.

********************** Problem 187 ***************
Input:
	  1
featurep(---, odd)
	   7
	 no


Result:
false

... Which was correct.

********************** Problem 188 ***************
Input:
	   ni
featurep(no  , even)


Result:
false

... Which was correct.

********************** Problem 189 ***************
Input:
	   %i
featurep(ne  , even)


Result:
false

... Which was correct.

********************** Problem 190 ***************
Input:
featurep(rat(x y + x, x), even)


Result:
false

... Which was correct.

********************** Problem 191 ***************
Input:
featurep(rat(ne), even)


Result:
true

... Which was correct.

********************** Problem 192 ***************
Input:
		      2
featurep(rat(5 ne + ne ), even)


Result:
true

... Which was correct.

********************** Problem 193 ***************
Input:
featurep(rat(no), odd)


Result:
true

... Which was correct.

********************** Problem 194 ***************
Input:
(remove(ni, integer, me, even, no, odd, ne, even, mo, odd), 0)


Result:
0

... Which was correct.

********************** Problem 195 ***************
Input:
floor(42)


Result:
42

... Which was correct.

********************** Problem 196 ***************
Input:
floor(- 128)


Result:
- 128

... Which was correct.

********************** Problem 197 ***************
Input:
      - 5
floor(---)
       2


Result:
- 3

... Which was correct.

********************** Problem 198 ***************
Input:
floor(0)


Result:
0

... Which was correct.

********************** Problem 199 ***************
Input:
floor(0.0)


Result:
0

... Which was correct.

********************** Problem 200 ***************
Input:
floor(0.0b0)


Result:
0

... Which was correct.

********************** Problem 201 ***************
Input:
      5
floor(-)
      2


Result:
2

... Which was correct.

********************** Problem 202 ***************
Input:
floor(- 5.6)


Result:
- 6

... Which was correct.

********************** Problem 203 ***************
Input:
floor(7.8)


Result:
7

... Which was correct.

********************** Problem 204 ***************
Input:
floor(- 5.6b0)


Result:
- 6

... Which was correct.

********************** Problem 205 ***************
Input:
floor(7.8b0)


Result:
7

... Which was correct.

********************** Problem 206 ***************
Input:
floor(%pi)


Result:
3

... Which was correct.

********************** Problem 207 ***************
Input:
floor(%e)


Result:
2

... Which was correct.

********************** Problem 208 ***************
Input:
floor(%phi)


Result:
1

... Which was correct.

********************** Problem 209 ***************
Input:
floor(minf)


Result:
und

... Which was correct.

********************** Problem 210 ***************
Input:
floor(inf)


Result:
und

... Which was correct.

********************** Problem 211 ***************
Input:
floor(infinity)


Result:
und

... Which was correct.

********************** Problem 212 ***************
Input:
floor(zeroa)


Result:
0

... Which was correct.

********************** Problem 213 ***************
Input:
floor(zerob)


Result:
- 1

... Which was correct.

********************** Problem 214 ***************
Input:
floor(und)


Result:
und

... Which was correct.

********************** Problem 215 ***************
Input:
floor(ind)


Result:
und

... Which was correct.

********************** Problem 216 ***************
Input:
floor(floor(x))


Result:
floor(x)

... Which was correct.

********************** Problem 217 ***************
Input:
floor(floor(x) + 5)


Result:
floor(x) + 5

... Which was correct.

********************** Problem 218 ***************
Input:
floor(floor(y) + floor(x))


Result:
floor(y) + floor(x)

... Which was correct.

********************** Problem 219 ***************
Input:
floor(floor(x) - floor(y))


Result:
floor(x) - floor(y)

... Which was correct.

********************** Problem 220 ***************
Input:
floor(floor(x) floor(y))


Result:
floor(x) floor(y)

... Which was correct.

********************** Problem 221 ***************
Input:
floor(28 floor(y) + 6 floor(x))


Result:
28 floor(y) + 6 floor(x)

... Which was correct.

********************** Problem 222 ***************
Input:
floor(ceiling(x))


Result:
ceiling(x)

... Which was correct.

********************** Problem 223 ***************
Input:
(declare(n, integer), 0)


Result:
0

... Which was correct.

********************** Problem 224 ***************
Input:
floor(n)


Result:
n

... Which was correct.

********************** Problem 225 ***************
Input:
floor(abs(n))


Result:
abs(n)

... Which was correct.

********************** Problem 226 ***************
Input:
(declare(np, integer), 0)


Result:
0

... Which was correct.

********************** Problem 227 ***************
Input:
(assume(np >= 0), 0)


Result:
0

... Which was correct.

********************** Problem 228 ***************
Input:
floor(np!)


Result:
np!

... Which was correct.

********************** Problem 229 ***************
Input:
floor(1932 + n)


Result:
n + 1932

... Which was correct.

********************** Problem 230 ***************
Input:
floor(n - 128)


Result:
n - 128

... Which was correct.

********************** Problem 231 ***************
Input:
       5
floor(n )


Result:
 5
n

... Which was correct.

********************** Problem 232 ***************
Input:
(assume(n > 0), 0)


Result:
0

... Which was correct.

********************** Problem 233 ***************
Input:
       n
floor(5 )


Result:
 n
5

... Which was correct.

********************** Problem 234 ***************
Input:
floor(- n)


Result:
- n

... Which was correct.

********************** Problem 235 ***************
Input:
(declare(m, integer), 0)


Result:
0

... Which was correct.

********************** Problem 236 ***************
Input:
(assume(m < 0), 0)


Result:
0

... Which was correct.

********************** Problem 237 ***************
Input:
       m
floor(7 )


Result:
       m
floor(7 )

... Which was correct.

********************** Problem 238 ***************
Input:
floor(n m)


Result:
m n

... Which was correct.

********************** Problem 239 ***************
Input:
floor(m + n)


Result:
n + m

... Which was correct.

********************** Problem 240 ***************
Input:
floor(n - m)


Result:
n - m

... Which was correct.

********************** Problem 241 ***************
Input:
floor(6 n - 28 m)


Result:
6 n - 28 m

... Which was correct.

********************** Problem 242 ***************
Input:
floor(abs(m + n)!)


Result:
abs(n + m)!

... Which was correct.

********************** Problem 243 ***************
Input:
floor(abs(n) - n)


Result:
0

... Which was correct.

********************** Problem 244 ***************
Input:
floor(max(n, m))


Result:
n

... Which was correct.

********************** Problem 245 ***************
Input:
floor(min(n, m))


Result:
m

... Which was correct.

********************** Problem 246 ***************
Input:
floor(17 + x)


Result:
floor(x) + 17

... Which was correct.

********************** Problem 247 ***************
Input:
floor(a b - 32)


Result:
floor(a b) - 32

... Which was correct.

********************** Problem 248 ***************
Input:
floor(- x)


Result:
- ceiling(x)

... Which was correct.

********************** Problem 249 ***************
Input:
floor(- exp(x))


Result:
	    x
- ceiling(%e )

... Which was correct.

********************** Problem 250 ***************
Input:
floor(rat(x))


Result:
floor(x)

... Which was correct.

********************** Problem 251 ***************
Input:
      1	     5
floor(- + 107 )
      8


Result:
14025517307

... Which was correct.

********************** Problem 252 ***************
Input:
       1
floor(--- + 10!)
      %pi


Result:
3628800

... Which was correct.

********************** Problem 253 ***************
Input:
      1
floor(-- + 104!)
      %e


Result:
102990167451456276238485838647650442830537724549990721823254917768878717324752\
871745427098716838880032359657041416383776951797419791755887247360000000000000\
00000000000

... Which was correct.

********************** Problem 254 ***************
Input:
      1	     5
floor(- - 107 )
      8


Result:
- 14025517307

... Which was correct.

********************** Problem 255 ***************
Input:
       1
floor(--- - 10!)
      %pi


Result:
- 3628800

... Which was correct.

********************** Problem 256 ***************
Input:
      1
floor(-- - 104!)
      %e


Result:
- 1029901674514562762384858386476504428305377245499907218232549177688787173247\
528717454270987168388800323596570414163837769517974197917558872473600000000000\
0000000000000

... Which was correct.

********************** Problem 257 ***************
Input:
      9	       3
floor(-- + 1007 )
      17


Result:
1021147343

... Which was correct.

********************** Problem 258 ***************
Input:
       1
floor(--- + n)
      %pi


Result:
n

... Which was correct.

********************** Problem 259 ***************
Input:
	   1
floor(n - ---)
	  %pi


Result:
n - 1

... Which was correct.

********************** Problem 260 ***************
Input:
      2
floor(- + 2 n)
      3


Result:
2 n

... Which was correct.

********************** Problem 261 ***************
Input:
      1
floor(- + abs(n))
      5


Result:
n

... Which was correct.

********************** Problem 262 ***************
Input:
      1
floor(- + max(n, 6))
      3


Result:
max(n, 6)

... Which was correct.

********************** Problem 263 ***************
Input:
      1
floor(-- + n m)
      %e


Result:
m n

... Which was correct.

********************** Problem 264 ***************
Input:
      - 2
floor(--- + m + n)
       3


Result:
n + m - 1

... Which was correct.

********************** Problem 265 ***************
Input:
floor(5 n - 7 m)


Result:
5 n - 7 m

... Which was correct.

********************** Problem 266 ***************
Input:
      1
floor(- - 7 m + 5 n)
      8


Result:
5 n - 7 m

... Which was correct.

********************** Problem 267 ***************
Input:
      %i
floor(-- + 7)
      5


Result:
      %i
floor(--) + 7
      5

... Which was correct.

********************** Problem 268 ***************
Input:
       3
floor(--- + 5 + 2 n)
      %pi


Result:
2 n + 5

... Which was correct.

********************** Problem 269 ***************
Input:
is(floor(sqrt(117)) <= sqrt(117))


Result:
true

... Which was correct.

********************** Problem 270 ***************
Input:
		 107!	       107!
- 107! + ceiling(----) + floor(----)
		  2	        2


Result:
0

... Which was correct.

********************** Problem 271 ***************
Input:
	       - 107!	       - 107!
107! + ceiling(------) + floor(------)
		 2		 2


Result:
0

... Which was correct.

********************** Problem 272 ***************
Input:
	  k 17
sum(floor(----), k, 1, 4)
	   5


Result:
32

... Which was correct.

********************** Problem 273 ***************
Input:
	  k 17
sum(floor(----), k, 1, 506)
	  507


Result:
4048

... Which was correct.

********************** Problem 274 ***************
Input:
floor(- x) + ceiling(x)


Result:
0

... Which was correct.

********************** Problem 275 ***************
Input:
	  k + 41
sum(floor(------), k, 0, 26)
	    27


Result:
41

... Which was correct.

********************** Problem 276 ***************
Input:
	  k - 41
sum(floor(------), k, 0, 26)
	    27


Result:
- 41

... Which was correct.

********************** Problem 277 ***************
Input:
	  k
sum(floor(-- + %pi), k, 0, 55) - floor(56 %pi)
	  56


Result:
0

... Which was correct.

********************** Problem 278 ***************
Input:
	  k
sum(floor(-- - sqrt(1932)), k, 0, 55) - floor(- 56 sqrt(1932))
	  56


Result:
0

... Which was correct.

********************** Problem 279 ***************
Input:
floor(sqrt(979) + sqrt(978)) - floor(sqrt(2 + 4 978))


Result:
0

... Which was correct.

********************** Problem 280 ***************
Input:
	%i
floor(%i  )


Result:
0

... Which was correct.

********************** Problem 281 ***************
Input:
floor(42 + acos(67))


Result:
floor(acos(67)) + 42

... Which was correct.

********************** Problem 282 ***************
Input:
			    2
sum(floor(sqrt(k)), k, 1, 25  - 1)


Result:
10100

... Which was correct.

********************** Problem 283 ***************
Input:
			    1
floor(sqrt(5) (sqrt(5) - -------))
			 sqrt(5)


Result:
			    1
floor(sqrt(5) (sqrt(5) - -------))
			 sqrt(5)

... Which was correct.

********************** Problem 284 ***************
Input:
	 1				  1
floor(------- + 10! sqrt(5) (sqrt(5) - -------))
	6			       sqrt(5)
      10  %pi


Result:
14515200

... Which was correct.

********************** Problem 285 ***************
Input:
	 1				  1
floor(------- + 10! sqrt(5) (sqrt(5) - -------))
	9			       sqrt(5)
      10  %pi


Result:
14515200

... Which was correct.

********************** Problem 286 ***************
Input:
	 1			       1
floor(-------- + sqrt(5) (sqrt(5) - -------))
	15			    sqrt(5)
      10   %pi


Result:
4

... Which was correct.

********************** Problem 287 ***************
Input:
      1	      1				    1
floor(- + --------- + sqrt(5) (sqrt(5) - -------))
      2	    159				 sqrt(5)
	  10    %pi


Result:
4

... Which was correct.

********************** Problem 288 ***************
Input:
(declare(ne, even, no, odd), 0)


Result:
0

... Which was correct.

********************** Problem 289 ***************
Input:
floor(ne)


Result:
ne

... Which was correct.

********************** Problem 290 ***************
Input:
floor(28 ne - 5)


Result:
28 ne - 5

... Which was correct.

********************** Problem 291 ***************
Input:
      ne
floor(-- - 14)
      2


Result:
ne
-- - 14
2

... Which was correct.

********************** Problem 292 ***************
Input:
floor(no)


Result:
no

... Which was correct.

********************** Problem 293 ***************
Input:
      ne
floor(--)
      2


Result:
ne
--
2

... Which was correct.

********************** Problem 294 ***************
Input:
      1 + no
floor(------)
	2


Result:
no + 1
------
  2

... Which was correct.

********************** Problem 295 ***************
Input:
(remove(ne, even, no, odd), forget(np >= 0), 0)


Result:
0

... Which was correct.

********************** Problem 296 ***************
Input:
(forget(m < 0, n > 0), remove(n, integer), remove(m, integer), 
							remove(np, integer), 0)


Result:
0

... Which was correct.

********************** Problem 297 ***************
Input:
featurep(- 1, integer)


Result:
true

... Which was correct.

********************** Problem 298 ***************
Input:
featurep(0, integer)


Result:
true

... Which was correct.

********************** Problem 299 ***************
Input:
featurep(1, integer)


Result:
true

... Which was correct.

********************** Problem 300 ***************
Input:
featurep(%pi, integer)


Result:
false

... Which was correct.

********************** Problem 301 ***************
Input:
featurep(x, integer)


Result:
false

... Which was correct.

********************** Problem 302 ***************
Input:
featurep(- x, integer)


Result:
false

... Which was correct.

********************** Problem 303 ***************
Input:
featurep(signum(x), integer)


Result:
true

... Which was correct.

********************** Problem 304 ***************
Input:
featurep(charfun(a < b), integer)


Result:
true

... Which was correct.

********************** Problem 305 ***************
Input:
	       x
featurep(floor(- + 2001), integer)
	       z


Result:
true

... Which was correct.

********************** Problem 306 ***************
Input:
featurep(ceiling(c + a b), integer)


Result:
true

... Which was correct.

********************** Problem 307 ***************
Input:
(declare(ne, even, no, odd, ni, integer), 0)


Result:
0

... Which was correct.

********************** Problem 308 ***************
Input:
featurep(ni, integer)


Result:
true

... Which was correct.

********************** Problem 309 ***************
Input:
featurep(8 + ni, integer)


Result:
true

... Which was correct.

********************** Problem 310 ***************
Input:
featurep(ne + ni, integer)


Result:
true

... Which was correct.

********************** Problem 311 ***************
Input:
featurep(abs(371 + ni)!, integer)


Result:
true

... Which was correct.

********************** Problem 312 ***************
Input:
featurep(23 ne, integer)


Result:
true

... Which was correct.

********************** Problem 313 ***************
Input:
featurep(15 - 23 ne, integer)


Result:
true

... Which was correct.

********************** Problem 314 ***************
Input:
	   89
featurep(ni  , integer)


Result:
true

... Which was correct.

********************** Problem 315 ***************
Input:
	  1
featurep(----, integer)
	   89
	 ni


Result:
false

... Which was correct.

********************** Problem 316 ***************
Input:
	 ni
featurep(--, integer)
	 ne


Result:
false

... Which was correct.

********************** Problem 317 ***************
Input:
featurep(abs(ni), integer)


Result:
true

... Which was correct.

********************** Problem 318 ***************
Input:
	     2
	   no
featurep(ni   , integer)


Result:
true

... Which was correct.

********************** Problem 319 ***************
Input:
featurep(abs(ni), integer)


Result:
true

... Which was correct.

********************** Problem 320 ***************
Input:
	 !ne!
featurep(!--!, integer)
	 !2 !


Result:
true

... Which was correct.

********************** Problem 321 ***************
Input:
(remove(ne, even, no, odd, ni, integer), 0)


Result:
0

... Which was correct.

********************** Problem 322 ***************
Input:
lmax([])


Result:
minf

... Which was correct.

********************** Problem 323 ***************
Input:
lmax({})


Result:
minf

... Which was correct.

********************** Problem 324 ***************
Input:
lmin([])


Result:
inf

... Which was correct.

********************** Problem 325 ***************
Input:
lmin({})


Result:
inf

... Which was correct.

********************** Problem 326 ***************
Input:
lmax([2, 3, 5])


Result:
5

... Which was correct.

********************** Problem 327 ***************
Input:
lmax({2, 3, 4})


Result:
4

... Which was correct.

********************** Problem 328 ***************
Input:
lmin([2, 3, 4])


Result:
2

... Which was correct.

********************** Problem 329 ***************
Input:
lmin({2, 3, 4})


Result:
2

... Which was correct.

********************** Problem 330 ***************
Input:
lmax([x])


Result:
x

... Which was correct.

********************** Problem 331 ***************
Input:
lmin([x])


Result:
x

... Which was correct.

********************** Problem 332 ***************
Input:
lmax([x, x, x])


Result:
x

... Which was correct.

********************** Problem 333 ***************
Input:
lmin([x, x, x])


Result:
x

... Which was correct.

********************** Problem 334 ***************
Input:
	      1
lmax(makelist(-, i, 1, 1000))
	      i


Result:
1

... Which was correct.

********************** Problem 335 ***************
Input:
	      1
lmin(makelist(-, i, 1, 1000))
	      i


Result:
 1
----
1000

... Which was correct.

********************** Problem 336 ***************
Input:
(put(trylevel, 1, maxmin), 0)


Result:
0

... Which was correct.

********************** Problem 337 ***************
Input:
max()


Result:
minf

... Which was correct.

********************** Problem 338 ***************
Input:
min()


Result:
inf

... Which was correct.

********************** Problem 339 ***************
Input:
max(a)


Result:
a

... Which was correct.

********************** Problem 340 ***************
Input:
min(a)


Result:
a

... Which was correct.

********************** Problem 341 ***************
Input:
max(inf)


Result:
inf

... Which was correct.

********************** Problem 342 ***************
Input:
max(minf)


Result:
minf

... Which was correct.

********************** Problem 343 ***************
Input:
(assume(- 1 < x, x < 1), 0)


Result:
0

... Which was correct.

********************** Problem 344 ***************
Input:
max(acos(x))


Result:
acos(x)

... Which was correct.

********************** Problem 345 ***************
Input:
min(acos(x))


Result:
acos(x)

... Which was correct.

********************** Problem 346 ***************
Input:
max(log(2 + x))


Result:
log(x + 2)

... Which was correct.

********************** Problem 347 ***************
Input:
min(log(2 + x))


Result:
log(x + 2)

... Which was correct.

********************** Problem 348 ***************
Input:
(forget(- 1 < x, x < 1), 0)


Result:
0

... Which was correct.

********************** Problem 349 ***************
Input:
max(a - b)


Result:
a - b

... Which was correct.

********************** Problem 350 ***************
Input:
min(a - b)


Result:
a - b

... Which was correct.

********************** Problem 351 ***************
Input:
    1
max(-)
    x


Result:
1
-
x

... Which was correct.

********************** Problem 352 ***************
Input:
    1
min(-)
    x


Result:
1
-
x

... Which was correct.

********************** Problem 353 ***************
Input:
max(- x)


Result:
- x

... Which was correct.

********************** Problem 354 ***************
Input:
min(- x)


Result:
- x

... Which was correct.

********************** Problem 355 ***************
Input:
min(1, 2, 3)


Result:
1

... Which was correct.

********************** Problem 356 ***************
Input:
max(1, 2, 3)


Result:
3

... Which was correct.

********************** Problem 357 ***************
Input:
       1
min(1, -, - 8)
       5


Result:
- 8

... Which was correct.

********************** Problem 358 ***************
Input:
       1
max(1, -, - 8)
       5


Result:
1

... Which was correct.

********************** Problem 359 ***************
Input:
max(0.34, 9.1)


Result:
9.1

... Which was correct.

********************** Problem 360 ***************
Input:
min(0.34, 9.1)


Result:
0.34

... Which was correct.

********************** Problem 361 ***************
Input:
max(3.4b-1, 9.1)


Result:
Warning:  Float to bigfloat conversion of 9.0999999999999996
9.1

... Which was correct.

********************** Problem 362 ***************
Input:
min(3.4b-1, 9.1)


Result:
Warning:  Float to bigfloat conversion of -9.0999999999999996
3.4b-1

... Which was correct.

********************** Problem 363 ***************
Input:
max(3, inf)


Result:
inf

... Which was correct.

********************** Problem 364 ***************
Input:
max(3, minf)


Result:
3

... Which was correct.

********************** Problem 365 ***************
Input:
    2
min(-, inf)
    3


Result:
2
-
3

... Which was correct.

********************** Problem 366 ***************
Input:
    2
min(-, minf)
    3


Result:
minf

... Which was correct.

********************** Problem 367 ***************
Input:
max(inf, minf)


Result:
inf

... Which was correct.

********************** Problem 368 ***************
Input:
min(inf, minf)


Result:
minf

... Which was correct.

********************** Problem 369 ***************
Input:
max(inf, minf, 2, 3)


Result:
inf

... Which was correct.

********************** Problem 370 ***************
Input:
min(inf, 2, 3)


Result:
2

... Which was correct.

********************** Problem 371 ***************
Input:
max(x, inf, minf)


Result:
inf

... Which was correct.

********************** Problem 372 ***************
Input:
min(x, minf, inf)


Result:
minf

... Which was correct.

********************** Problem 373 ***************
Input:
max(minf, a, b, inf)


Result:
inf

... Which was correct.

********************** Problem 374 ***************
Input:
min(a, b, minf, inf)


Result:
minf

... Which was correct.

********************** Problem 375 ***************
Input:
max(7.78b0, inf)


Result:
inf

... Which was correct.

********************** Problem 376 ***************
Input:
max(a, max(b, c))


Result:
max(c, b, a)

... Which was correct.

********************** Problem 377 ***************
Input:
min(a, min(b, c))


Result:
min(c, b, a)

... Which was correct.

********************** Problem 378 ***************
Input:
min(a, min(b, min(c, d)))


Result:
min(d, c, b, a)

... Which was correct.

********************** Problem 379 ***************
Input:
max(a, max(b, max(c, d)))


Result:
max(d, c, b, a)

... Which was correct.

********************** Problem 380 ***************
Input:
max(max(a, b), max(c, d))


Result:
max(d, c, b, a)

... Which was correct.

********************** Problem 381 ***************
Input:
min(min(a, b), min(c, d))


Result:
min(d, c, b, a)

... Which was correct.
Nonorderable argument(s) in 'max' or 'min.' Returning a noun form.

********************** Problem 382 ***************
Input:
max(und, false, true, %i, ind, 3, 4, 5)


Result:
Nonorderable argument(s) in 'max' or 'min.' Returning a noun form.
max(true, false, und, ind, %i, 5)

... Which was correct.
Nonorderable argument(s) in 'max' or 'min.' Returning a noun form.

********************** Problem 383 ***************
Input:
min(und, false, true, %i, ind, 3, 4, 5)


Result:
Nonorderable argument(s) in 'max' or 'min.' Returning a noun form.
min(true, false, und, ind, %i, 3)

... Which was correct.
Nonorderable argument(s) in 'max' or 'min.' Returning a noun form.

********************** Problem 384 ***************
Input:
max(a < b, a, a, b)


Result:
Nonorderable argument(s) in 'max' or 'min.' Returning a noun form.
max(b, a < b, a)

... Which was correct.

********************** Problem 385 ***************
Input:
min(a # b, a, a, b, a)


Result:
min(b, a # b, a)

... Which was correct.

********************** Problem 386 ***************
Input:
max(a, b, a)


Result:
max(b, a)

... Which was correct.

********************** Problem 387 ***************
Input:
min(a, b, b)


Result:
min(b, a)

... Which was correct.

********************** Problem 388 ***************
Input:
max(a, b) - max(b, b, a)


Result:
0

... Which was correct.

********************** Problem 389 ***************
Input:
min(a, b) - min(a, a, a, b)


Result:
0

... Which was correct.

********************** Problem 390 ***************
Input:
	2
min(0, a )


Result:
0

... Which was correct.

********************** Problem 391 ***************
Input:
	  2
max(0, - a )


Result:
0

... Which was correct.

********************** Problem 392 ***************
Input:
max(x, abs(x))


Result:
abs(x)

... Which was correct.

********************** Problem 393 ***************
Input:
max(u, n, k, 1 + u, 2 + n, 3 + k)


Result:
max(u + 1, n + 2, k + 3)

... Which was correct.

********************** Problem 394 ***************
Input:
min(u, n, k, 1 + u, 2 + n, 3 + k)


Result:
min(u, n, k)

... Which was correct.

********************** Problem 395 ***************
Input:
     2	     2
max(x , 1 + x , - 6)


Result:
 2
x  + 1

... Which was correct.

********************** Problem 396 ***************
Input:
max(x, rat(x))


Result:
x

... Which was correct.

********************** Problem 397 ***************
Input:
min(x, rat(x))


Result:
x

... Which was correct.

********************** Problem 398 ***************
Input:
max(rat(x y))


Result:
x y

... Which was correct.

********************** Problem 399 ***************
Input:
	     2		     2
max(rat(y + x , x), rat(y + x , y))


Result:
     2
y + x

... Which was correct.

********************** Problem 400 ***************
Input:
max(x, abs(x))


Result:
abs(x)

... Which was correct.

********************** Problem 401 ***************
Input:
min(x, abs(x))


Result:
x

... Which was correct.

********************** Problem 402 ***************
Input:
max(abs(x), 5 abs(x), 7 abs(x))


Result:
7 abs(x)

... Which was correct.

********************** Problem 403 ***************
Input:
min(abs(x), 5 abs(x), 7 abs(x))


Result:
abs(x)

... Which was correct.

********************** Problem 404 ***************
Input:
max(acos(x), 1 + acos(x))


Result:
acos(x) + 1

... Which was correct.

********************** Problem 405 ***************
Input:
min(log(x), %pi + log(x))


Result:
log(x)

... Which was correct.

********************** Problem 406 ***************
Input:
(mode(a, b, c) := min(max(a, b), max(b, c), max(a, c)), 0)


Result:
0

... Which was correct.

********************** Problem 407 ***************
Input:
mode(1, 2, 3)


Result:
2

... Which was correct.

********************** Problem 408 ***************
Input:
mode(- 56, 1, %pi)


Result:
1

... Which was correct.

********************** Problem 409 ***************
Input:
mode(x, x, x)


Result:
x

... Which was correct.

********************** Problem 410 ***************
Input:
mode(abs(x), 0, - abs(x))


Result:
0

... Which was correct.

********************** Problem 411 ***************
Input:
mode(a, 1 + a, 28 + a)


Result:
a + 1

... Which was correct.

********************** Problem 412 ***************
Input:
mode(exp(1 + x), exp(2 + x), exp(x))


Result:
  x + 1
%e

... Which was correct.

********************** Problem 413 ***************
Input:
(put(trylevel, 2, maxmin), 0)


Result:
0

... Which was correct.

********************** Problem 414 ***************
Input:
max(x, - x)


Result:
abs(x)

... Which was correct.

********************** Problem 415 ***************
Input:
min(x, - x)


Result:
- abs(x)

... Which was correct.

********************** Problem 416 ***************
Input:
max(x, 7, - x)


Result:
max(abs(x), 7)

... Which was correct.

********************** Problem 417 ***************
Input:
max(x, - 7, - x)


Result:
abs(x)

... Which was correct.

********************** Problem 418 ***************
Input:
min(x, 7, - x)


Result:
- abs(x)

... Which was correct.

********************** Problem 419 ***************
Input:
	   2		    2
max(- cos(x ), cos(x), cos(x ))


Result:
    !	  2 !
max(!cos(x )!, cos(x))

... Which was correct.

********************** Problem 420 ***************
Input:
	   2		    2
min(- cos(x ), cos(x), cos(x ))


Result:
      !	    2 !
min(- !cos(x )!, cos(x))

... Which was correct.

********************** Problem 421 ***************
Input:
(put(trylevel, 3, maxmin), 0)


Result:
0

... Which was correct.

********************** Problem 422 ***************
Input:
max(x, 2 x, 3 x)


Result:
max(3 x, x)

... Which was correct.

********************** Problem 423 ***************
Input:
min(x, 2 x, 3 x)


Result:
min(x, 3 x)

... Which was correct.

********************** Problem 424 ***************
Input:
max(x, 0, 2 x, 3 x)


Result:
max(3 x, 0)

... Which was correct.

********************** Problem 425 ***************
Input:
min(x, 0, 2 x, 3 x)


Result:
min(3 x, 0)

... Which was correct.

********************** Problem 426 ***************
Input:
     2	 4   6
max(x , x , x )


Result:
     6	 2
max(x , x )

... Which was correct.

********************** Problem 427 ***************
Input:
     2	 4   6
min(x , x , x )


Result:
     6	 2
min(x , x )

... Which was correct.

********************** Problem 428 ***************
Input:
(kill(mode), 0)


Result:
0

... Which was correct.

********************** Problem 429 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 430 ***************
Input:
mod(12, 0)


Result:
12

... Which was correct.

********************** Problem 431 ***************
Input:
mod(x, 0)


Result:
x

... Which was correct.

********************** Problem 432 ***************
Input:
mod(5, 3)


Result:
2

... Which was correct.

********************** Problem 433 ***************
Input:
mod(5, - 3)


Result:
- 1

... Which was correct.

********************** Problem 434 ***************
Input:
mod(- 5, 3)


Result:
1

... Which was correct.

********************** Problem 435 ***************
Input:
mod(- 5, - 3)


Result:
- 2

... Which was correct.

********************** Problem 436 ***************
Input:
mod(0, 0)


Result:
0

... Which was correct.

********************** Problem 437 ***************
Input:
mod(0, x)


Result:
0

... Which was correct.

********************** Problem 438 ***************
Input:
mod(x, 1)


Result:
x - floor(x)

... Which was correct.

********************** Problem 439 ***************
Input:
mod(x, 0)


Result:
x

... Which was correct.

********************** Problem 440 ***************
Input:
mod(a x, a y)


Result:
a mod(x, y)

... Which was correct.

********************** Problem 441 ***************
Input:
mod(sqrt(5), 1) + floor(sqrt(5))


Result:
sqrt(5)

... Which was correct.

********************** Problem 442 ***************
Input:
mod(- sqrt(5), 1) + floor(- sqrt(5))


Result:
- sqrt(5)

... Which was correct.

********************** Problem 443 ***************
Input:
mod(%pi, 1)


Result:
%pi - 3

... Which was correct.

********************** Problem 444 ***************
Input:
(fpprec : 18, 0)


Result:
0

... Which was correct.

********************** Problem 445 ***************
Input:
rationalize(- 46)


Result:
- 46

... Which was correct.

********************** Problem 446 ***************
Input:
	    - 2
rationalize(---)
	     3


Result:
  2
- -
  3

... Which was correct.

********************** Problem 447 ***************
Input:
rationalize(0)


Result:
0

... Which was correct.

********************** Problem 448 ***************
Input:
rationalize(0.25)


Result:
1
-
4

... Which was correct.

********************** Problem 449 ***************
Input:
rationalize(2.5b-1)


Result:
1
-
4

... Which was correct.

********************** Problem 450 ***************
Input:
rationalize(2.5b-1)


Result:
1
-
4

... Which was correct.

********************** Problem 451 ***************
Input:
rationalize(3.5b-1 - 3.5b-1)


Result:
0

... Which was correct.

********************** Problem 452 ***************
Input:
rationalize(- 0.75)


Result:
  3
- -
  4

... Which was correct.

********************** Problem 453 ***************
Input:
rationalize(1.125)


Result:
9
-
8

... Which was correct.

********************** Problem 454 ***************
Input:
rationalize(1.00125b2)


Result:
801
---
 8

... Which was correct.

********************** Problem 455 ***************
Input:
rationalize(- 1.00125b2)


Result:
  801
- ---
   8

... Which was correct.

********************** Problem 456 ***************
Input:
rationalize(%i)


Result:
%i

... Which was correct.

********************** Problem 457 ***************
Input:
rationalize(%pi)


Result:
%pi

... Which was correct.

********************** Problem 458 ***************
Input:
rationalize(minf)


Result:
minf

... Which was correct.

********************** Problem 459 ***************
Input:
rationalize(inf)


Result:
inf

... Which was correct.

********************** Problem 460 ***************
Input:
rationalize(infinity)


Result:
infinity

... Which was correct.

********************** Problem 461 ***************
Input:
rationalize(x)


Result:
x

... Which was correct.

********************** Problem 462 ***************
Input:
rationalize(- x)


Result:
- x

... Which was correct.

********************** Problem 463 ***************
Input:
	    b
rationalize(- + a)
	    c


Result:
b
- + a
c

... Which was correct.

********************** Problem 464 ***************
Input:
	     b
rationalize(a )


Result:
 b
a

... Which was correct.

********************** Problem 465 ***************
Input:
rationalize(log(0.25 x - 0.5))


Result:
    x   1
log(- - -)
    4   2

... Which was correct.

********************** Problem 466 ***************
Input:
rationalize([u, n, k])


Result:
[u, n, k]

... Which was correct.

********************** Problem 467 ***************
Input:
rationalize(v . t)


Result:
v . t

... Which was correct.

********************** Problem 468 ***************
Input:
	     <0.125>
rationalize(a	    )


Result:
 <1/8>
a

... Which was correct.

********************** Problem 469 ***************
Input:
rationalize(rat(0.125 + b + a))


Result:
8 b + 8 a + 1
-------------
      8

... Which was correct.

********************** Problem 470 ***************
Input:
		 2.0
rationalize(rat(x    + x + 1))


Result:
 2
x  + x + 1

... Which was correct.

********************** Problem 471 ***************
Input:
				       z
rationalize(matrix([a, 0.25], [- a, 2.0 ]))


Result:
[      1  ]
[  a   -  ]
[      4  ]
[	  ]
[       z ]
[ - a  2  ]

... Which was correct.

********************** Problem 472 ***************
Input:
rationalize([[0.75], [m, j, w], [- 2.0], [a . (m . h)]])


Result:
  3
[[-], [m, j, w], [- 2], [a . m . h]]
  4

... Which was correct.

********************** Problem 473 ***************
Input:
rationalize(%pi 3.0 + f(- 0.1875))


Result:
    3
f(- --) + 3 %pi
    16

... Which was correct.

********************** Problem 474 ***************
Input:
rationalize(%pi 3.0 + f(- 1.875b-1))


Result:
    3
f(- --) + 3 %pi
    16

... Which was correct.

********************** Problem 475 ***************
Input:
rationalize(a = 2.5)


Result:
    5
a = -
    2

... Which was correct.

********************** Problem 476 ***************
Input:
rationalize(abs(x - 0.1875))


Result:
!    3 !
!x - --!
!    16!

... Which was correct.

********************** Problem 477 ***************
Input:
rationalize(x!)


Result:
x!

... Which was correct.

********************** Problem 478 ***************
Input:
rationalize(0.09375 < 0.3984375)


Result:
3    51
-- < ---
32   128

... Which was correct.

********************** Problem 479 ***************
Input:
rationalize(9.375b-2 < 3.984375b-1)


Result:
3    51
-- < ---
32   128

... Which was correct.
479/479 tests passed.
Running tests in rtestconjugate: 
********************** Problem 1 ***************
Input:
declare(x, real)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
conjugate(- 1)


Result:
- 1

... Which was correct.

********************** Problem 3 ***************
Input:
conjugate(6)


Result:
6

... Which was correct.

********************** Problem 4 ***************
Input:
	  - 2
conjugate(---)
	   3


Result:
  2
- -
  3

... Which was correct.

********************** Problem 5 ***************
Input:
conjugate(sqrt(5))


Result:
sqrt(5)

... Which was correct.

********************** Problem 6 ***************
Input:
conjugate(sqrt(7) + sqrt(3))


Result:
sqrt(7) + sqrt(3)

... Which was correct.

********************** Problem 7 ***************
Input:
conjugate(5.6)


Result:
5.6

... Which was correct.

********************** Problem 8 ***************
Input:
conjugate(- 5.6)


Result:
- 5.6

... Which was correct.

********************** Problem 9 ***************
Input:
conjugate(5.6 %i)


Result:
- 5.6 %i

... Which was correct.

********************** Problem 10 ***************
Input:
conjugate(8.23b3)


Result:
8.23b3

... Which was correct.

********************** Problem 11 ***************
Input:
conjugate(%i 5.7b0 + 1.4b0)


Result:
1.4b0 - 5.7b0 %i

... Which was correct.

********************** Problem 12 ***************
Input:
conjugate(sqrt(%i 8 + 7))


Result:
sqrt(7 - 8 %i)

... Which was correct.

********************** Problem 13 ***************
Input:
conjugate(log(1 - %i))


Result:
log(%i + 1)

... Which was correct.

********************** Problem 14 ***************
Input:
conjugate(%e)


Result:
%e

... Which was correct.

********************** Problem 15 ***************
Input:
conjugate(- %e)


Result:
- %e

... Which was correct.

********************** Problem 16 ***************
Input:
conjugate(%pi)


Result:
%pi

... Which was correct.

********************** Problem 17 ***************
Input:
conjugate(%phi)


Result:
%phi

... Which was correct.

********************** Problem 18 ***************
Input:
conjugate(x)


Result:
x

... Which was correct.

********************** Problem 19 ***************
Input:
conjugate(- x)


Result:
- x

... Which was correct.

********************** Problem 20 ***************
Input:
conjugate(x (x + 1) + 1)


Result:
x (x + 1) + 1

... Which was correct.

********************** Problem 21 ***************
Input:
		2
conjugate(sqrt(x  + 1))


Result:
      2
sqrt(x  + 1)

... Which was correct.

********************** Problem 22 ***************
Input:
conjugate(abs(x) + x)


Result:
abs(x) + x

... Which was correct.

********************** Problem 23 ***************
Input:
conjugate(cos(x))


Result:
cos(x)

... Which was correct.

********************** Problem 24 ***************
Input:
conjugate(sin(x))


Result:
sin(x)

... Which was correct.

********************** Problem 25 ***************
Input:
conjugate(tan(x))


Result:
tan(x)

... Which was correct.

********************** Problem 26 ***************
Input:
conjugate(sec(x))


Result:
sec(x)

... Which was correct.

********************** Problem 27 ***************
Input:
conjugate(cot(x))


Result:
cot(x)

... Which was correct.

********************** Problem 28 ***************
Input:
conjugate(csc(x))


Result:
csc(x)

... Which was correct.

********************** Problem 29 ***************
Input:
conjugate(cosh(x))


Result:
cosh(x)

... Which was correct.

********************** Problem 30 ***************
Input:
conjugate(sinh(x))


Result:
sinh(x)

... Which was correct.

********************** Problem 31 ***************
Input:
conjugate(tanh(x))


Result:
tanh(x)

... Which was correct.

********************** Problem 32 ***************
Input:
conjugate(sech(x))


Result:
sech(x)

... Which was correct.

********************** Problem 33 ***************
Input:
conjugate(coth(x))


Result:
coth(x)

... Which was correct.

********************** Problem 34 ***************
Input:
conjugate(csch(x))


Result:
csch(x)

... Which was correct.

********************** Problem 35 ***************
Input:
conjugate(exp(x))


Result:
  x
%e

... Which was correct.

********************** Problem 36 ***************
Input:
conjugate(sqrt(x))


Result:
conjugate(sqrt(x))

... Which was correct.

********************** Problem 37 ***************
Input:
conjugate(abs(x))


Result:
abs(x)

... Which was correct.

********************** Problem 38 ***************
Input:
(declare(z, complex), 0)


Result:
0

... Which was correct.

********************** Problem 39 ***************
Input:
conjugate(conjugate(z))


Result:
z

... Which was correct.

********************** Problem 40 ***************
Input:
conjugate(conjugate(conjugate(z)))


Result:
conjugate(z)

... Which was correct.

********************** Problem 41 ***************
Input:
conjugate(5 z)


Result:
5 conjugate(z)

... Which was correct.

********************** Problem 42 ***************
Input:
conjugate(z + 5)


Result:
conjugate(z) + 5

... Which was correct.

********************** Problem 43 ***************
Input:
conjugate(7 z + 5)


Result:
7 conjugate(z) + 5

... Which was correct.

********************** Problem 44 ***************
Input:
conjugate(%i z)


Result:
- %i conjugate(z)

... Which was correct.

********************** Problem 45 ***************
Input:
conjugate(z + x)


Result:
conjugate(z) + x

... Which was correct.

********************** Problem 46 ***************
Input:
conjugate(x z)


Result:
x conjugate(z)

... Which was correct.

********************** Problem 47 ***************
Input:
conjugate(cos(z))


Result:
cos(conjugate(z))

... Which was correct.

********************** Problem 48 ***************
Input:
conjugate(sin(z))


Result:
sin(conjugate(z))

... Which was correct.

********************** Problem 49 ***************
Input:
conjugate(tan(z))


Result:
tan(conjugate(z))

... Which was correct.

********************** Problem 50 ***************
Input:
conjugate(sec(z))


Result:
sec(conjugate(z))

... Which was correct.

********************** Problem 51 ***************
Input:
conjugate(cot(z))


Result:
cot(conjugate(z))

... Which was correct.

********************** Problem 52 ***************
Input:
conjugate(csc(z))


Result:
csc(conjugate(z))

... Which was correct.

********************** Problem 53 ***************
Input:
conjugate(cosh(z))


Result:
cosh(conjugate(z))

... Which was correct.

********************** Problem 54 ***************
Input:
conjugate(sinh(z))


Result:
sinh(conjugate(z))

... Which was correct.

********************** Problem 55 ***************
Input:
conjugate(tanh(z))


Result:
tanh(conjugate(z))

... Which was correct.

********************** Problem 56 ***************
Input:
conjugate(sech(z))


Result:
sech(conjugate(z))

... Which was correct.

********************** Problem 57 ***************
Input:
conjugate(coth(z))


Result:
coth(conjugate(z))

... Which was correct.

********************** Problem 58 ***************
Input:
conjugate(csch(z))


Result:
csch(conjugate(z))

... Which was correct.

********************** Problem 59 ***************
Input:
conjugate(exp(z))


Result:
  conjugate(z)
%e

... Which was correct.

********************** Problem 60 ***************
Input:
conjugate(realpart(z))


Result:
realpart(z)

... Which was correct.

********************** Problem 61 ***************
Input:
conjugate(imagpart(z))


Result:
imagpart(z)

... Which was correct.

********************** Problem 62 ***************
Input:
conjugate(z + x)


Result:
conjugate(z) + x

... Which was correct.

********************** Problem 63 ***************
Input:
conjugate(x z)


Result:
x conjugate(z)

... Which was correct.

********************** Problem 64 ***************
Input:
conjugate(%i z)


Result:
- %i conjugate(z)

... Which was correct.

********************** Problem 65 ***************
Input:
conjugate(cos(x z))


Result:
cos(x conjugate(z))

... Which was correct.

********************** Problem 66 ***************
Input:
(assume(imagpart(z) > 0), 0)


Result:
0

... Which was correct.

********************** Problem 67 ***************
Input:
conjugate(log(z))


Result:
log(conjugate(z))

... Which was correct.

********************** Problem 68 ***************
Input:
conjugate(sqrt(z))


Result:
sqrt(conjugate(z))

... Which was correct.

********************** Problem 69 ***************
Input:
conjugate(log(z + 5))


Result:
log(conjugate(z) + 5)

... Which was correct.

********************** Problem 70 ***************
Input:
(declare(w, complex), 0)


Result:
0

... Which was correct.

********************** Problem 71 ***************
Input:
(assume(realpart(w) > 0), 0)


Result:
0

... Which was correct.

********************** Problem 72 ***************
Input:
conjugate(log(w))


Result:
log(conjugate(w))

... Which was correct.

********************** Problem 73 ***************
Input:
conjugate(sqrt(w))


Result:
sqrt(conjugate(w))

... Which was correct.

********************** Problem 74 ***************
Input:
conjugate(log(w + 7))


Result:
log(conjugate(w) + 7)

... Which was correct.

********************** Problem 75 ***************
Input:
(declare(q, complex), 0)


Result:
0

... Which was correct.

********************** Problem 76 ***************
Input:
	   2
conjugate(q )


Result:
	 2
conjugate (q)

... Which was correct.

********************** Problem 77 ***************
Input:
	  1
conjugate(-)
	  q


Result:
     1
------------
conjugate(q)

... Which was correct.

********************** Problem 78 ***************
Input:
	   2
conjugate(q  + q + 1)


Result:
	 2
conjugate (q) + conjugate(q) + 1

... Which was correct.

********************** Problem 79 ***************
Input:
conjugate(q (q + 1))


Result:
conjugate(q) (conjugate(q) + 1)

... Which was correct.

********************** Problem 80 ***************
Input:
	  q + 1
conjugate(-----)
	  1 - q


Result:
conjugate(q) + 1
----------------
1 - conjugate(q)

... Which was correct.

********************** Problem 81 ***************
Input:
declare(p0, even, q1, odd, pq, rational, qp, irrational, rr, real, ii, 
								     imaginary)


Result:
done

... Which was correct.

********************** Problem 82 ***************
Input:
conjugate(ii + rr + qp + pq + q1 + p0)


Result:
rr + qp + q1 + pq + p0 - ii

... Which was correct.

********************** Problem 83 ***************
Input:
		  %i
conjugate((%i + 1)  )


Result:
    1
----------
	%i
(1 - %i)

... Which was correct.

********************** Problem 84 ***************
Input:
(declare(z, complex), 0)


Result:
0

... Which was correct.

********************** Problem 85 ***************
Input:
is(imagpart(conjugate(z)) # z)


Result:
true

... Which was correct.

********************** Problem 86 ***************
Input:
(forget(z, complex), 0)


Result:
0

... Which was correct.

********************** Problem 87 ***************
Input:
matrixp(conjugate(genmatrix(a, 100, 100)))


Result:
true

... Which was correct.

********************** Problem 88 ***************
Input:
is(op(conjugate(f (x))) = 'conjugate)
		 6


Result:
true

... Which was correct.

********************** Problem 89 ***************
Input:
kill(values)


Result:
done

... Which was correct.
89/89 tests passed.
Running tests in rtestsum: 
********************** Problem 1 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 2 ***************
Input:
(assume_pos_save : assume_pos, assume_pos : true)


Result:
true

... Which was correct.

********************** Problem 3 ***************
Input:
sum(concat(q, k), k, a, b)


Result:
(b - a + 1) qg105680

This is a known error in Maxima. The correct result is:
(1 - a + b) qk

********************** Problem 4 ***************
Input:
product(concat(q, k), k, a, b)


Result:
	b - a + 1
qg105732

This is a known error in Maxima. The correct result is:
  1 - a + b
qk

********************** Problem 5 ***************
Input:
block([prederror : false], sum(if k < 1 then a else b, k, 0, n))


Result:
 n
====
\
 >    (if k < 1 then a else b)
/
====
k = 0

... Which was correct.

********************** Problem 6 ***************
Input:
    2
   ====
   \
ev( >	 (binomial(2, 2 - k) - binomial(2, 1 - k)), simpsum)
   /
   ====
   k = 1


Result:
2

... Which was correct.

********************** Problem 7 ***************
Input:
    2
   ====
   \
ev( >	 (binomial(2, 2 - k) - binomial(2, 1 - k)), sum)
   /
   ====
   k = 1


Result:
2

... Which was correct.

********************** Problem 8 ***************
Input:
    2
   ====
   \
ev( >	 (binomial(x, 2 - k) - binomial(x, 1 - k)), simpsum)
   /
   ====
   k = 1


Result:
x

... Which was correct.

********************** Problem 9 ***************
Input:
    2
   ====
   \
ev( >	 (binomial(x, 2 - k) - binomial(x, 1 - k)), sum)
   /
   ====
   k = 1


Result:
x

... Which was correct.

********************** Problem 10 ***************
Input:
ev(sum(1 + f(k), k, 1, n), simpsum)


Result:
     n
    ====
    \
n +  >	  f(k)
    /
    ====
    k = 1

... Which was correct.

********************** Problem 11 ***************
Input:
	   l		      j
ev(sum(- %e  + cos(h(k)) - %pi  + sin(g(j)), j, 1, m), simpsum)


Result:
					  m
     m + 1				 ====
  %pi	   - %pi     l			 \
- -------------- - %e  m + cos(h(k)) m +  >    sin(g(j))
     %pi - 1				 /
					 ====
					 j = 1

... Which was correct.

********************** Problem 12 ***************
Input:
ev(sum(sum(g(k) + f(j), j, 1, m), k, 1, n), simpsum)


Result:
  m		   n
 ====		  ====
 \		  \
( >    f(j)) n + ( >    g(k)) m
 /		  /
 ====		  ====
 j = 1		  k = 1

... Which was correct.

********************** Problem 13 ***************
Input:
		  l
ev(sum(sum(2 - %pi  + g(k) + f(j), j, 1, m), k, 1, n), simpsum)


Result:
		       m	        n
		      ====	       ====
     l		      \		       \
- %pi  m n + 2 m n + ( >    f(j)) n + ( >    g(k)) m
		      /		       /
		      ====	       ====
		      j = 1	       k = 1

... Which was correct.

********************** Problem 14 ***************
Input:
sum(sum(sum(- 1 + %phi + %pi, i, 1, n_i), j, 1, n_j), k, 1, n_k)


Result:
(%pi + %phi - 1) n_i n_j n_k

... Which was correct.

********************** Problem 15 ***************
Input:
sum(sum(sum(- h(k) + g(%phi, j) + f(%pi, i), i, 1, n_i), j, 1, n_j), k, 1, n_k)


Result:
n_k   n_j   n_i
====  ====  ====
\     \	    \
 >     >     >	  (- h(k) + f(%pi, i) + g(%phi, j))
/     /	    /
====  ====  ====
k = 1 j = 1 i = 1

... Which was correct.

********************** Problem 16 ***************
Input:
			      1 + k	       k    k
			 (- 1)	    sum((1 - l)  - l , l, 1, ej)
(factsum3(mt, ej) := sum(---------------------------------------, k, 1, inf), 
					      k
					  k mt
			      t% : taylor(factsum3(mt, ej), [mt, 0, 3, asymp]))


Result:
 ej		     ej			 ej
====		    ====	        ====
\		    \		        \	    3	   2
 >    (- 2 l + 1)    >	  (- 2 l + 1)	 >    (- 2 l  + 3 l  - 3 l + 1)
/		    /		        /
====		    ====	        ====
l = 1		    l = 1	        l = 1
----------------- - ----------------- + ------------------------------- + . . .
       mt		      2				 3
			  2 mt			     3 mt

... Which was correct.

********************** Problem 17 ***************
Input:
    ej		        ej		    ej
   ====		       ====		   ====
   \		       \		   \	       3      2
    >	 (- 2 l + 1)    >    (- 2 l + 1)    >	 (- 2 l  + 3 l  - 3 l + 1)
   /		       /		   /
   ====		       ====		   ====
   l = 1	       l = 1		   l = 1
ev(----------------- - ----------------- + -------------------------------
	  mt			 2			    3
			     2 mt		        3 mt
							      + . . ., simpsum)


Result:
      2	  2	  2	   4	 2
  6 ej  mt  - 3 ej  mt + ej  + ej
- --------------------------------
		   3
	       6 mt

... Which was correct.

********************** Problem 18 ***************
Input:
ev(taylor(factsum3(mt, ej), [mt, 0, 3, asymp]), simpsum)


Result:
   2	 2      4    2
  l     l      l  + l
- -- + ----- - ------- + . . .
  mt	   2	    3
       2 mt     6 mt

This is a known error in Maxima. The correct result is:
     2	   4	   2	      2	  2
- (ej  + ej  - 3 ej  mt + 6 ej  mt )
------------------------------------
		   3
	       6 mt

********************** Problem 19 ***************
Input:
	2
(foo : i , [sum('foo, i, 0, 2), sum(foo, i, 0, 2), sum(foo, i, 0, n)])


Result:
	    n
	   ====
	   \	  2
[3 foo, 5,  >	 i ]
	   /
	   ====
	   i = 0

... Which was correct.

********************** Problem 20 ***************
Input:
block([L : []], f(i) := (L : append(L, [i]), i), S : sum(f(i), i, 1, 3), 
									[S, L])


Result:
[6, [1, 2, 3]]

... Which was correct.

********************** Problem 21 ***************
Input:
	       i
sum(integrate(x , x), i, 0, 2)


Result:
 3    2
x    x
-- + -- + x
3    2

... Which was correct.

********************** Problem 22 ***************
Input:
		1
sum(integrate(------, x), i, 0, 1)
		   i
	      1 + x


Result:
	     x
log(x + 1) + -
	     2

... Which was correct.

********************** Problem 23 ***************
Input:
	   i	        i	     i
(f (x) := x , g (x) := x , h (x) := x , 0)
  i	       i	    i


Result:
0

... Which was correct.

********************** Problem 24 ***************
Input:
(f , g (t), 0)
  i   i


Result:
0

... Which was correct.

********************** Problem 25 ***************
Input:
sum(f (x), i, 0, n)
     i


Result:
 n
====
\      i
 >    x
/
====
i = 0

... Which was correct.

********************** Problem 26 ***************
Input:
sum(g (x), i, 0, n)
     i


Result:
 n
====
\      i
 >    x
/
====
i = 0

... Which was correct.

********************** Problem 27 ***************
Input:
sum(h (x), i, 0, n)
     i


Result:
 n
====
\      i
 >    x
/
====
i = 0

... Which was correct.

********************** Problem 28 ***************
Input:
(kill(foo), foo(n) := block([m], mode_declare(m, fixnum), m : n, 
		  [aaa , aaa , aaa , aaa  + aaa , sum(aaa , i, 1, m)]), foo(2))
		      1	    n	  m     2      1	 i


Result:
[aaa , aaa , aaa , aaa  + aaa , aaa  + aaa ]
    1	  2     2     2	     1	   2	  1

... Which was correct.

********************** Problem 29 ***************
Input:
(translate(foo), 0)


Result:

WARNING-> Assigning variable m, whose mode is fixnum,a value of mode any.
Warning-> aaa is an undefined global variable.0

... Which was correct.

********************** Problem 30 ***************
Input:
foo(2)


Result:
[aaa , aaa , aaa , aaa  + aaa , aaa  + aaa ]
    1	  2     2     2	     1	   2	  1

... Which was correct.

********************** Problem 31 ***************
Input:
(apply(forget, facts()), assume(i >= a), sum(i, i, a, b), facts())


Result:
[i >= a]

... Which was correct.

********************** Problem 32 ***************
Input:
is(i >= a)


Result:
true

... Which was correct.

********************** Problem 33 ***************
Input:
(assume(i < 0), sum(abs(i), i, 1, a))


Result:
0

... Which was correct.

********************** Problem 34 ***************
Input:
(apply(forget, facts()), 0)


Result:
0

... Which was correct.

********************** Problem 35 ***************
Input:
      a	      4	       - 2	  1	   - 1
     ====  ------- + ------- - ------- + -------
     \	   1 + 8 i   4 + 8 i   5 + 8 i	 6 + 8 i
(u :  >	   -------------------------------------, 0)
     /			      i
     ====		    16
     i = 1


Result:
0

... Which was correct.

********************** Problem 36 ***************
Input:
ev(u, a = 2, simpsum)


Result:
 1618091
---------
196035840

... Which was correct.

********************** Problem 37 ***************
Input:
ev(%, numer)


Result:
0.0082540570132482

... Which was correct.

********************** Problem 38 ***************
Input:
ev(u, a = 2, simpsum, numer)


Result:
0.0082540570132482

... Which was correct.

********************** Problem 39 ***************
Input:
ev(u, a = 2, simpsum, bfloat)


Result:
8.25405701324818972b-3

... Which was correct.

********************** Problem 40 ***************
Input:
	  2	 1
(f(x) := x , b : --, Ak : b f(k b), sum(Ak, k, 0, 9))
		 10


Result:
57
---
200

... Which was correct.

********************** Problem 41 ***************
Input:
     1
(b : -, define(A(k), b f(k b)), A(k))
     n


Result:
 2
k
--
 3
n

... Which was correct.

********************** Problem 42 ***************
Input:
sum(A(k), k, 0, n - 1)


Result:
n - 1
====
\      2
 >    k
/
====
k = 0
--------
    3
   n

... Which was correct.

********************** Problem 43 ***************
Input:
ev(sum(A(k), k, 0, n - 1), simpsum)


Result:
	     3		  2
n + 2 (n - 1)  + 3 (n - 1)  - 1
-------------------------------
		3
	     6 n

... Which was correct.

********************** Problem 44 ***************
Input:
		 3	      2
    n + 2 (n - 1)  + 3 (n - 1)  - 1
ev([-------------------------------, sum(A(k), k, 0, n - 1)], n = 10)
		    3
		 6 n


Result:
 57   57
[---, ---]
 200  200

... Which was correct.

********************** Problem 45 ***************
Input:
(B(k) := k f(k b), B(k))


Result:
 3
k
--
 2
n

... Which was correct.

********************** Problem 46 ***************
Input:
ev(sum(B(k), k, 0, n - 1), simpsum)


Result:
       4	    3	       2
(n - 1)  + 2 (n - 1)  + (n - 1)
--------------------------------
		 2
	      4 n

... Which was correct.

********************** Problem 47 ***************
Input:
	      2
	     ====
	     \
ev((kill(f),  >	   (f(k) + 1)), simpsum)
	     /
	     ====
	     k = 1


Result:
f(2) + f(1) + 2

... Which was correct.

********************** Problem 48 ***************
Input:
sum(x, x, p, 2 + p)


Result:
3 p + 3

... Which was correct.

********************** Problem 49 ***************
Input:
product(x, x, p, 2 + p)


Result:
p (p + 1) (p + 2)

... Which was correct.

********************** Problem 50 ***************
Input:
sum(x, x, %i, 2 + %i)


Result:
3 %i + 3

... Which was correct.

********************** Problem 51 ***************
Input:
product(x, x, %i, 2 + %i)


Result:
%i (%i + 1) (%i + 2)

... Which was correct.

********************** Problem 52 ***************
Input:
ev(sum(imagpart(%i k + 1), k, 1, n), simpsum)


Result:
 2
n  + n
------
  2

... Which was correct.

********************** Problem 53 ***************
Input:
ev(product(imagpart(%i k + 1), k, 1, n), simpproduct)


Result:
n!

... Which was correct.

********************** Problem 54 ***************
Input:
	    2
(g(x) := q(x ), sum(g(k), k, 1, n))


Result:
 n
====
\	 2
 >    q(k )
/
====
k = 1

... Which was correct.

********************** Problem 55 ***************
Input:
	    2
(g(x) := q(x ), product(g(k), k, 1, n))


Result:
  n
/===\
 ! !	 2
 ! !  q(k )
 ! !
k = 1

... Which was correct.

********************** Problem 56 ***************
Input:
	       k
sum(integrate(x , x, 0, 1), k, 1, n)


Result:
 n
====
\       1
 >    -----
/     k + 1
====
k = 1

... Which was correct.

********************** Problem 57 ***************
Input:
		   k
product(integrate(x , x, 0, 1), k, 1, n)


Result:
  n
/===\
 ! !    1
 ! !  -----
 ! !  k + 1
k = 1

... Which was correct.

********************** Problem 58 ***************
Input:
sum(concat(q, k), k, a, b)


Result:
 1
 -
 n
====
\
 >    concat(q, k)
/
====
k = a

... Which was correct.

********************** Problem 59 ***************
Input:
ev(sum(concat(q, k), k, a, b), nouns, a = 1, b = 5)


Result:
q5 + q4 + q3 + q2 + q1

... Which was correct.

********************** Problem 60 ***************
Input:
product(concat(q, k), k, a, b)


Result:
  1
  -
  n
/===\
 ! !
 ! !  concat(q, k)
 ! !
k = a

... Which was correct.

********************** Problem 61 ***************
Input:
ev(product(concat(q, k), k, a, b), nouns, a = 1, b = 5)


Result:
q1 q2 q3 q4 q5

... Which was correct.

********************** Problem 62 ***************
Input:
(assume(n >= 1), sum(if k <= n then a else b, k, 1, n))


Result:
a n

... Which was correct.

********************** Problem 63 ***************
Input:
product(if k <= n then a else b, k, 1, n)


Result:
 n
a

... Which was correct.

********************** Problem 64 ***************
Input:
sum(sin(%pi k), k, 0, nn)


Result:
0

... Which was correct.

********************** Problem 65 ***************
Input:
product(cos(2 %pi k), k, 0, nn)


Result:
1

... Which was correct.

********************** Problem 66 ***************
Input:
		 i
sum(lambda([x], x ), i, 1, 3)


Result:
	     3		       2		 1
lambda([x], x ) + lambda([x], x ) + lambda([x], x )

... Which was correct.

********************** Problem 67 ***************
Input:
	 2
sum(k : k , k, 1, 3)


Result:
14

... Which was correct.

********************** Problem 68 ***************
Input:
sum(a, k, inf, minf)


Result:
0

... Which was correct.

********************** Problem 69 ***************
Input:
(assume(i < 0, j < 0, n > 0), sum(sum(abs(j) + abs(i), i, 1, j), j, 1, n))


Result:
0

... Which was correct.

********************** Problem 70 ***************
Input:
ev(sum(sum(sqrt(j + i), i, 1, j), j, 1, n), simpsum)


Result:
0

... Which was correct.

********************** Problem 71 ***************
Input:
    1
sum(-, k, rat(1), rat(n))
    k


Result:
 n
====
\     1
 >    -
/     k
====
k = 1

... Which was correct.

********************** Problem 72 ***************
Input:
	    i
sum(taylor(x , x, 0, 5), i, 0, 5)


Result:
	 2    3	   4    5
1 + x + x  + x  + x  + x  + . . .

... Which was correct.

********************** Problem 73 ***************
Input:
			   2
(i : 888, sum(lambda([i], i ), i, 1, 3))


Result:
	       2
3 lambda([i], i )

... Which was correct.

********************** Problem 74 ***************
Input:
		 2
sum(lambda([i], i ), i, 1, n)


Result:
	       2
n lambda([i], i )

... Which was correct.

********************** Problem 75 ***************
Input:
(f(x) := sum(x, i, 1, 3), f(- x))


Result:
- 3 x

... Which was correct.

********************** Problem 76 ***************
Input:
       2
(ak : k , g(a, n) := sum(a, k, 1, n), g(ak, 5))


Result:
55

... Which was correct.

********************** Problem 77 ***************
Input:
(translate(g), g(ak, 5))


Result:
55

... Which was correct.

********************** Problem 78 ***************
Input:
	       i
sum(integrate(x , x), i, 0, n)


Result:
 n
====   i + 1
\     x
 >    ------
/     i + 1
====
i = 0

... Which was correct.

********************** Problem 79 ***************
Input:
						2
(assume(k < 0), assume(0 < n, m > n), sum(sqrt(k ), k, n, m))


Result:
 m
====
\
 >    k
/
====
k = n

... Which was correct.

********************** Problem 80 ***************
Input:
(assume(i >= n_1, i <= n_2), sum(z(i), i, n_1, n_2))


Result:
n_2
====
\
 >      z(i)
/
====
i = n_1

... Which was correct.

********************** Problem 81 ***************
Input:
block([prederror : false], [is(i >= n_1), is(i <= n_2)])


Result:
[true, true]

... Which was correct.

********************** Problem 82 ***************
Input:
							  1
(old_facts : facts(), foo : 42, bar : exp(7) + 12, baz : ----, 0)
							 quux


Result:
0

... Which was correct.

********************** Problem 83 ***************
Input:
       2
sum(foo , foo, 1, 7)


Result:
140

... Which was correct.

********************** Problem 84 ***************
Input:
sum(aa	 , bar, 1, 7)
      bar


Result:
aa  + aa  + aa  + aa  + aa  + aa  + aa
  7     6     5	    4	  3     2     1

... Which was correct.

********************** Problem 85 ***************
Input:
sum(aa(baz), baz, 1, 7)


Result:
aa(7) + aa(6) + aa(5) + aa(4) + aa(3) + aa(2) + aa(1)

... Which was correct.

********************** Problem 86 ***************
Input:
sum(aa(foo), foo, 1, n)


Result:
 n
====
\
 >      aa(foo)
/
====
foo = 1

... Which was correct.

********************** Problem 87 ***************
Input:
	  2    bar
ev(sum(bar  + 2	  , bar, 0, n), simpsum)


Result:
	    3	   2
 n + 1	 2 n  + 3 n  + n
2      + --------------- - 1
		6

... Which was correct.

********************** Problem 88 ***************
Input:
	1
ev(sum(----, baz, 1, inf), simpsum)
	baz
       3


Result:
1
-
2

... Which was correct.

********************** Problem 89 ***************
Input:
	  2		     1
ev(sum(foo , foo, 1, 4) sum(----, foo, 1, inf), simpsum)
			       2
			    foo


Result:
     2
5 %pi

... Which was correct.

********************** Problem 90 ***************
Input:
	     1	        2
(gg(bar) := ----, sum(gg (bar), bar, 1, inf))
	       2
	    bar


Result:
inf
====
\	 1
 >      ----
/	   4
====    bar
bar = 1

... Which was correct.

********************** Problem 91 ***************
Input:
	 2
ev(sum(gg (baz), baz, 1, inf), simpsum)


Result:
   4
%pi
----
 90

... Which was correct.

********************** Problem 92 ***************
Input:
						1
[is(foo = 42), is(bar = exp(7) + 12), is(baz = ----)]
					       quux


Result:
[true, true, true]

... Which was correct.

********************** Problem 93 ***************
Input:
(new_facts : facts(), is(sort(old_facts) = sort(new_facts)))


Result:
true

... Which was correct.

********************** Problem 94 ***************
Input:
		     i
product(lambda([x], x ), i, 1, 3)


Result:
	     1		     2		     3
lambda([x], x ) lambda([x], x ) lambda([x], x )

... Which was correct.

********************** Problem 95 ***************
Input:
	     2
product(k : k , k, 1, 3)


Result:
36

... Which was correct.

********************** Problem 96 ***************
Input:
product(a, k, inf, minf)


Result:
1

... Which was correct.

********************** Problem 97 ***************
Input:
(assume(i < 0, j < 0, n > 0), product(product(abs(j) + abs(i), i, 1, j), j, 1, 
									    n))


Result:
1

... Which was correct.

********************** Problem 98 ***************
Input:
	1
product(-, k, rat(1), rat(n))
	k


Result:
  n
/===\
 ! !  1
 ! !  -
 ! !  k
k = 1

... Which was correct.

********************** Problem 99 ***************
Input:
		i
product(taylor(x , x, 0, 5), i, 0, 5)


Result:
 15
x   + . . .

... Which was correct.

********************** Problem 100 ***************
Input:
			       2
(i : 888, product(lambda([i], i ), i, 1, 3))


Result:
      3	      2
lambda ([i], i )

... Which was correct.

********************** Problem 101 ***************
Input:
		     2
product(lambda([i], i ), i, 1, n)


Result:
      n	      2
lambda ([i], i )

... Which was correct.

********************** Problem 102 ***************
Input:
(f(x) := product(x, i, 1, 3), f(- x))


Result:
   3
- x

... Which was correct.

********************** Problem 103 ***************
Input:
	  2	 1
(f(x) := x , b : --, Ak : b f(k b), product(Ak, k, 1, 9))
		 10


Result:
	321489
----------------------
2441406250000000000000

... Which was correct.

********************** Problem 104 ***************
Input:
		       1
(A(k) := k f(k b), b : -, A(k))
		       n


Result:
 3
k
--
 2
n

... Which was correct.

********************** Problem 105 ***************
Input:
product(A(k), k, 0, n - 1)


Result:
n - 1
/===\  3
 ! !  k
 ! !  --
 ! !   2
k = 0 n

... Which was correct.

********************** Problem 106 ***************
Input:
(assume(n > 0, m > n), ev(product(k, k, n, m), simpproduct))


Result:
   m!
--------
(n - 1)!

... Which was correct.

********************** Problem 107 ***************
Input:
       2
(ak : k , g(a, n) := product(a, k, 1, n), g(ak, 5))


Result:
14400

... Which was correct.

********************** Problem 108 ***************
Input:
(translate(g), g(ak, 5))


Result:
14400

... Which was correct.

********************** Problem 109 ***************
Input:
block([L : []], f(i) := (L : append(L, [i]), i), S : product(f(i), i, 1, 3), 
									[S, L])


Result:
[6, [1, 2, 3]]

... Which was correct.

********************** Problem 110 ***************
Input:
		   i
product(integrate(x , x), i, 0, 2)


Result:
 6
x
--
6

... Which was correct.

********************** Problem 111 ***************
Input:
		    1
product(integrate(------, x), i, 0, 1)
		       i
		  1 + x


Result:
x log(x + 1)
------------
     2

... Which was correct.

********************** Problem 112 ***************
Input:
	   i	        i	     i
(f (x) := x , g (x) := x , h (x) := x , 0)
  i	       i	    i


Result:
0

... Which was correct.

********************** Problem 113 ***************
Input:
(f , g (t), 0)
  i   i


Result:
0

... Which was correct.

********************** Problem 114 ***************
Input:
product(f (x), i, 0, n)
	 i


Result:
  n
/===\
 ! !   i
 ! !  x
 ! !
i = 0

... Which was correct.

********************** Problem 115 ***************
Input:
product(g (x), i, 0, n)
	 i


Result:
  n
/===\
 ! !   i
 ! !  x
 ! !
i = 0

... Which was correct.

********************** Problem 116 ***************
Input:
product(h (x), i, 0, n)
	 i


Result:
  n
/===\
 ! !   i
 ! !  x
 ! !
i = 0

... Which was correct.

********************** Problem 117 ***************
Input:
		   i
product(integrate(x , x), i, 0, n)


Result:
  n
/===\  i + 1
 ! !  x
 ! !  ------
 ! !  i + 1
i = 0

... Which was correct.

********************** Problem 118 ***************
Input:
						       2
(assume(k < 0), assume(0 < n, m > n), ev(product(sqrt(k ), k, n, m), 
								  simpproduct))


Result:
   m!
--------
(n - 1)!

... Which was correct.

********************** Problem 119 ***************
Input:
(assume(i >= n_1, i <= n_2), product(z(i), i, n_1, n_2))


Result:
 n_2
/===\
 ! !
 ! !    z(i)
 ! !
i = n_1

... Which was correct.

********************** Problem 120 ***************
Input:
block([prederror : false], [is(i >= n_1), is(i <= n_2)])


Result:
[true, true]

... Which was correct.

********************** Problem 121 ***************
Input:
							  1
(old_facts : facts(), foo : 42, bar : exp(7) + 12, baz : ----, 0)
							 quux


Result:
0

... Which was correct.

********************** Problem 122 ***************
Input:
	   2
product(foo , foo, 1, 7)


Result:
25401600

... Which was correct.

********************** Problem 123 ***************
Input:
product(aa   , bar, 1, 7)
	  bar


Result:
aa  aa  aa  aa  aa  aa  aa
  1   2	  3   4	  5   6	  7

... Which was correct.

********************** Problem 124 ***************
Input:
product(aa(baz), baz, 1, 7)


Result:
aa(1) aa(2) aa(3) aa(4) aa(5) aa(6) aa(7)

... Which was correct.

********************** Problem 125 ***************
Input:
product(aa(foo), foo, 1, n)


Result:
  n
/===\
 ! !
 ! !    aa(foo)
 ! !
foo = 1

... Which was correct.

********************** Problem 126 ***************
Input:
	      2	   bar
ev(product(bar  + 2   , bar, 0, n), simpsum)


Result:
  n
/===\
 ! !	  bar	   2
 ! !    (2    + bar )
 ! !
bar = 0

... Which was correct.

********************** Problem 127 ***************
Input:
	    1
ev(product(----, baz, 1, inf), simpsum)
	    baz
	   3


Result:
 inf
/===\
 ! !	 1
 ! !    ----
 ! !	 baz
baz = 1 3

... Which was correct.

********************** Problem 128 ***************
Input:
	      2			     1
ev(product(foo , foo, 1, 4) product(----, foo, 1, inf), simpsum)
				       2
				    foo


Result:
     inf
    /===\
     ! !     1
576  ! !    ----
     ! !       2
    foo = 1 foo

... Which was correct.

********************** Problem 129 ***************
Input:
	     1		    2
(gg(bar) := ----, product(gg (bar), bar, 1, inf))
	       2
	    bar


Result:
 inf
/===\
 ! !	 1
 ! !    ----
 ! !	   4
bar = 1 bar

... Which was correct.

********************** Problem 130 ***************
Input:
	     2
ev(product(gg (baz), baz, 1, inf), simpsum)


Result:
 inf
/===\
 ! !	 1
 ! !    ----
 ! !	   4
baz = 1 baz

... Which was correct.

********************** Problem 131 ***************
Input:
						1
[is(foo = 42), is(bar = exp(7) + 12), is(baz = ----)]
					       quux


Result:
[true, true, true]

... Which was correct.

********************** Problem 132 ***************
Input:
(new_facts : facts(), is(sort(old_facts) = sort(new_facts)))


Result:
true

... Which was correct.

********************** Problem 133 ***************
Input:
sum(0, i, a, b)


Result:
0

... Which was correct.

********************** Problem 134 ***************
Input:
sum(0, i, minf, inf)


Result:
0

... Which was correct.

********************** Problem 135 ***************
Input:
sum(0, i, 42, inf)


Result:
0

... Which was correct.

********************** Problem 136 ***************
Input:
sum(sqrt(3), i, 0, inf)


Result:
inf

... Which was correct.

********************** Problem 137 ***************
Input:
sum(sqrt(3), i, - 1932, inf)


Result:
inf

... Which was correct.

********************** Problem 138 ***************
Input:
sum(5, i, minf, inf)


Result:
inf

... Which was correct.

********************** Problem 139 ***************
Input:
sum(- sqrt(3), i, 0, inf)


Result:
minf

... Which was correct.

********************** Problem 140 ***************
Input:
sum(sqrt(3), i, 1, 3)


Result:
3 sqrt(3)

... Which was correct.

********************** Problem 141 ***************
Input:
sum(sqrt(3), i, - 1, 1)


Result:
3 sqrt(3)

... Which was correct.

********************** Problem 142 ***************
Input:
sum(p(1 + i) - p(i), i, 1, 5)


Result:
p(6) - p(1)

... Which was correct.

********************** Problem 143 ***************
Input:
product(1, i, a, b)


Result:
1

... Which was correct.

********************** Problem 144 ***************
Input:
product(1, i, minf, inf)


Result:
1

... Which was correct.

********************** Problem 145 ***************
Input:
product(1, i, - 42, inf)


Result:
1

... Which was correct.

********************** Problem 146 ***************
Input:
product(%pi, i, 1, 3)


Result:
   3
%pi

... Which was correct.

********************** Problem 147 ***************
Input:
product(%pi, i, - 1, 1)


Result:
   3
%pi

... Which was correct.

********************** Problem 148 ***************
Input:
product(%pi, i, 0, inf)


Result:
inf

... Which was correct.

********************** Problem 149 ***************
Input:
product(%pi - 3, i, 0, inf)


Result:
0

... Which was correct.

********************** Problem 150 ***************
Input:
product(%pi - 3, i, minf, inf)


Result:
0

... Which was correct.

********************** Problem 151 ***************
Input:
product(- %pi, i, 0, inf)


Result:
infinity

... Which was correct.

********************** Problem 152 ***************
Input:
product(0, i, 0, n)


Result:
0

... Which was correct.

********************** Problem 153 ***************
Input:
product(- %pi, i, minf, inf)


Result:
infinity

... Which was correct.

********************** Problem 154 ***************
Input:
	%i + 1
product(-------, k, 1, inf)
	sqrt(2)


Result:
und

... Which was correct.

********************** Problem 155 ***************
Input:
product(- 1, k, 1, inf)


Result:
und

... Which was correct.

********************** Problem 156 ***************
Input:
product(a, i, 0, inf)


Result:
 inf
/===\
 ! !
 ! !  a
 ! !
i = 0

... Which was correct.

********************** Problem 157 ***************
Input:
	p(1 + i)
product(--------, i, 1, 5)
	  p(i)


Result:
p(6)
----
p(1)

... Which was correct.

********************** Problem 158 ***************
Input:
		 i
sum(lambda([x], x ), i, 1, 3)


Result:
	     3		       2		 1
lambda([x], x ) + lambda([x], x ) + lambda([x], x )

... Which was correct.

********************** Problem 159 ***************
Input:
		     i
product(lambda([x], x ), i, 1, 3)


Result:
	     1		     2		     3
lambda([x], x ) lambda([x], x ) lambda([x], x )

... Which was correct.

********************** Problem 160 ***************
Input:
sum([1, k], k, 1, 5)


Result:
[5, 15]

... Which was correct.

********************** Problem 161 ***************
Input:
ev(sum([1, k], k, 1, n), simpsum)


Result:
     2
    n  + n
[n, ------]
      2

... Which was correct.

********************** Problem 162 ***************
Input:
(old_facts : facts(), 0)


Result:
0

... Which was correct.

********************** Problem 163 ***************
Input:
	     1
errcatch(sum(-, k, - 1, 1))
	     k


Result:
Division by 0
[]

... Which was correct.

********************** Problem 164 ***************
Input:
(new_facts : facts(), is(sort(old_facts) = sort(new_facts)))


Result:
true

... Which was correct.

********************** Problem 165 ***************
Input:
(old_facts : facts(), 0)


Result:
0

... Which was correct.

********************** Problem 166 ***************
Input:
		 1
errcatch(product(-, k, - 1, 1))
		 k


Result:
Division by 0
[]

... Which was correct.

********************** Problem 167 ***************
Input:
(new_facts : facts(), is(sort(old_facts) = sort(new_facts)))


Result:
true

... Which was correct.

********************** Problem 168 ***************
Input:
sum(diff(log(x), x, k), k, 1, 2)


Result:
1   1
- - --
x    2
    x

... Which was correct.

********************** Problem 169 ***************
Input:
product(diff(log(x), x, k), k, 1, 2)


Result:
  1
- --
   3
  x

... Which was correct.

********************** Problem 170 ***************
Input:
     k	  diff(sin(x), x, k)
sum(x  at(------------------, x = 0), k, 0, 5) - taylor(sin(x), x, 0, 5)
		  k!


Result:
0 + . . .

... Which was correct.

********************** Problem 171 ***************
Input:
product(%i - x, k, 1, inf)


Result:
infinity

... Which was correct.

********************** Problem 172 ***************
Input:
sum(%i, k, 0, - 1)


Result:
0

... Which was correct.

********************** Problem 173 ***************
Input:
sum(%i, k, inf, minf)


Result:
0

... Which was correct.

********************** Problem 174 ***************
Input:
sum(%i, k, 0, minf)


Result:
0

... Which was correct.

********************** Problem 175 ***************
Input:
product(%i, k, 0, - 1)


Result:
1

... Which was correct.

********************** Problem 176 ***************
Input:
product(%i, k, inf, minf)


Result:
1

... Which was correct.

********************** Problem 177 ***************
Input:
product(%i, k, 0, minf)


Result:
1

... Which was correct.

********************** Problem 178 ***************
Input:
sum(p, p, p, p)


Result:
p

... Which was correct.

********************** Problem 179 ***************
Input:
product(p, p, p, p)


Result:
p

... Which was correct.

********************** Problem 180 ***************
Input:
sum(k, k, p, 1 + p)


Result:
2 p + 1

... Which was correct.

********************** Problem 181 ***************
Input:
sum(k, k, p, p - 1)


Result:
0

... Which was correct.

********************** Problem 182 ***************
Input:
sum(k, k, %i, 1 + %i)


Result:
2 %i + 1

... Which was correct.

********************** Problem 183 ***************
Input:
product(k, k, %i, 1 + %i)


Result:
%i (%i + 1)

... Which was correct.

********************** Problem 184 ***************
Input:
product(k, k, p, 1 + p)


Result:
p (p + 1)

... Which was correct.

********************** Problem 185 ***************
Input:
product(k, k, p, p - 1)


Result:
1

... Which was correct.

********************** Problem 186 ***************
Input:
		    4
sum(k, k, 1, entier(-))
		    3


Result:
1

... Which was correct.

********************** Problem 187 ***************
Input:
		 4
sum(k, k, entier(-), 1)
		 3


Result:
1

... Which was correct.

********************** Problem 188 ***************
Input:
		 4	    5
sum(a, k, entier(-), entier(-))
		 3	    2


Result:
2 a

... Which was correct.

********************** Problem 189 ***************
Input:
			4
product(k, k, 1, entier(-))
			3


Result:
1

... Which was correct.

********************** Problem 190 ***************
Input:
		     4
product(k, k, entier(-), 1)
		     3


Result:
1

... Which was correct.

********************** Problem 191 ***************
Input:
		     4	        5
product(a, k, entier(-), entier(-))
		     3	        2


Result:
 2
a

... Which was correct.

********************** Problem 192 ***************
Input:
		  2	    2
sum(q(k), k, 1 + n , - 1 - n )


Result:
0

... Which was correct.

********************** Problem 193 ***************
Input:
		      2	        2
product(q(k), k, 1 + n , - 1 - n )


Result:
1

... Which was correct.

********************** Problem 194 ***************
Input:
sum(concat(q, k), k, 1, 3)


Result:
q3 + q2 + q1

... Which was correct.

********************** Problem 195 ***************
Input:
(s : sum(concat(q, k), k, 1, n), 0)


Result:
0

... Which was correct.

********************** Problem 196 ***************
Input:
(s : subst(n = 3, s), ev(s, nouns))


Result:
q3 + q2 + q1

... Which was correct.

********************** Problem 197 ***************
Input:
sum(product(concat(q, i), i, 1, j), j, 1, 3)


Result:
q1 q2 q3 + q1 q2 + q1

... Which was correct.

********************** Problem 198 ***************
Input:
product(concat(q, k), k, 1, 3)


Result:
q1 q2 q3

... Which was correct.

********************** Problem 199 ***************
Input:
(s : product(concat(q, k), k, 1, n), 0)


Result:
0

... Which was correct.

********************** Problem 200 ***************
Input:
(s : subst(n = 3, s), ev(s, nouns))


Result:
q1 q2 q3

... Which was correct.

********************** Problem 201 ***************
Input:
      2
(a : k , 0)


Result:
0

... Which was correct.

********************** Problem 202 ***************
Input:
sum(realpart(%i k + a), k, 1, 3)


Result:
14

... Which was correct.

********************** Problem 203 ***************
Input:
(assume(k < 0), 0)


Result:
0

... Which was correct.

********************** Problem 204 ***************
Input:
sum(sum(abs(k), k, 1, n), n, 1, m)


Result:
 m     n
====  ====
\     \
 >     >    k
/     /
====  ====
n = 1 k = 1

... Which was correct.

********************** Problem 205 ***************
Input:
ev(sum(sum(k, k, 1, i), i, 1, n), simpsum)


Result:
   3	  2	   2
2 n  + 3 n  + n	  n  + n
--------------- + ------
       6	    2
------------------------
	   2

... Which was correct.

********************** Problem 206 ***************
Input:
sum(sum(abs(k), k, 1, n) + sum(abs(k), k, 1, n), n, 1, m)


Result:
   m	 n
  ====  ====
  \     \
2  >	 >    k
  /     /
  ====  ====
  n = 1 k = 1

... Which was correct.

********************** Problem 207 ***************
Input:
(forget(k < 0), 0)


Result:
0

... Which was correct.

********************** Problem 208 ***************
Input:
(remvalue(a, b), 0)


Result:
0

... Which was correct.

********************** Problem 209 ***************
Input:
sum(if k < 1 then a else b, k, 0, 2)


Result:
2 b + a

... Which was correct.

********************** Problem 210 ***************
Input:
block([prederror : true], sum(if k < 1 then a else b, k, 0, 2))


Result:
2 b + a

... Which was correct.

********************** Problem 211 ***************
Input:
       1
ev(sum(--, k, 1, inf), simpsum)
	k
       3


Result:
1
-
2

... Which was correct.

********************** Problem 212 ***************
Input:
       1
ev(sum(--, i, 1, inf), simpsum)
	i
       3


Result:
1
-
2

... Which was correct.

********************** Problem 213 ***************
Input:
(kill(x), assume(abs(x) - 1 < 0))


Result:
[x < 1]

... Which was correct.

********************** Problem 214 ***************
Input:
	k
ev(sum(x , k, 0, inf), simpsum)


Result:
  1
-----
1 - x

... Which was correct.

********************** Problem 215 ***************
Input:
(forget(abs(x) - 1 < 0), 0)


Result:
0

... Which was correct.

********************** Problem 216 ***************
Input:
(assume(n >= 1), sum(if k <= n then a else b, k, 1, n))


Result:
a n

... Which was correct.

********************** Problem 217 ***************
Input:
(declare(nn, integer), sum(sin(%pi k), k, 0, nn))


Result:
0

... Which was correct.

********************** Problem 218 ***************
Input:
	       1       1
sum(sin(x), x, -, nn + -)
	       2       2


Result:
     1
nn + -
     2
====
\
 >     sin(x)
/
====
    1
x = -
    2

... Which was correct.

********************** Problem 219 ***************
Input:
remove(nn, integer)


Result:
done

... Which was correct.

********************** Problem 220 ***************
Input:
(assume_pos : assume_pos_save, apply(forget, facts()), 0)


Result:
0

... Which was correct.

********************** Problem 221 ***************
Input:
nusum((n - 1) (n - 1)!, n, 1, n)


Result:

Dependent equations eliminated:  (2)
n! - 1

... Which was correct.

********************** Problem 222 ***************
Input:
nusum(n!, n, 1, n)


Result:
 n
====
\
 >    n!
/
====
n = 1

... Which was correct.

********************** Problem 223 ***************
Input:
	(2 m)!
nusum(-----------, m, 0, n)
      m! (1 + m)!


Result:
 n
====
\       (2 m)!
 >    -----------
/     m! (m + 1)!
====
m = 0

... Which was correct.

********************** Problem 224 ***************
Input:
		 2
sumcontract(sum(k , k, 1, n) + sum(k, k, 1, n))


Result:
 n
====
\       2
 >    (k  + k)
/
====
k = 1

... Which was correct.

********************** Problem 225 ***************
Input:
sumcontract(sum(k, k, 1, 1 + n) + sum(k, k, 1, n))


Result:
     n
    ====
    \
n +  >	  2 k + 1
    /
    ====
    k = 1

... Which was correct.

********************** Problem 226 ***************
Input:
     1
(sum(--, k, 1, inf), [op(%%), args(%%)])
      2
     k


Result:
       1
[sum, [--, k, 1, inf]]
	2
       k

... Which was correct.

********************** Problem 227 ***************
Input:
       1
ev(sum(--, k, 1, inf), simpsum)
	2
       k


Result:
   2
%pi
----
 6

... Which was correct.

********************** Problem 228 ***************
Input:
       1
ev(sum(--, k, 2, inf), simpsum)
	2
       k


Result:
   2
%pi
---- - 1
 6

... Which was correct.

********************** Problem 229 ***************
Input:
    1
sum(--, k, 1, 9)
     2
    k


Result:
9778141
-------
6350400

... Which was correct.

********************** Problem 230 ***************
Input:
       1
ev(sum(--, k, 10, inf), simpsum)
	2
       k


Result:
   2
%pi    9778141
---- - -------
 6     6350400

... Which was correct.

********************** Problem 231 ***************
Input:
    1
sum(--, k, 1, 5)
     4
    k


Result:
14001361
--------
12960000

... Which was correct.

********************** Problem 232 ***************
Input:
       1
ev(sum(--, k, 6, inf), simpsum)
	4
       k


Result:
   4
%pi    14001361
---- - --------
 90    12960000

... Which was correct.

********************** Problem 233 ***************
Input:
       1
ev(sum(--, k, 1, inf), simpsum)
	7
       k


Result:
zeta(7)

... Which was correct.

********************** Problem 234 ***************
Input:
    1
sum(--, k, 1, 3)
     7
    k


Result:
282251
------
279936

... Which was correct.

********************** Problem 235 ***************
Input:
       1
ev(sum(--, k, 4, inf), simpsum)
	7
       k


Result:
	  282251
zeta(7) - ------
	  279936

... Which was correct.

********************** Problem 236 ***************
Input:
(reset(niceindicespref), 0)


Result:
0

... Which was correct.

********************** Problem 237 ***************
Input:
		1		    1
niceindices(sum(--, kk, 1, n) - sum(--, ii, 1, n))
		kk		    ii


Result:
0

... Which was correct.

********************** Problem 238 ***************
Input:
		1		  1
niceindices(sum(-, k, 1, n) - sum(-, i, 1, n))
		k		  i


Result:
0

... Which was correct.

********************** Problem 239 ***************
Input:
niceindices(sum(F(foo), foo, 1, inf))


Result:
inf
====
\
 >    F(i)
/
====
i = 1

... Which was correct.

********************** Problem 240 ***************
Input:
(niceindicespref : '([foo, bar, baz, quux]), 0)


Result:
0

... Which was correct.

********************** Problem 241 ***************
Input:
		1		    1
niceindices(sum(--, kk, 1, n) - sum(--, ii, 1, n))
		kk		    ii


Result:
0

... Which was correct.

********************** Problem 242 ***************
Input:
		1		  1
niceindices(sum(-, k, 1, n) - sum(-, i, 1, n))
		k		  i


Result:
0

... Which was correct.

********************** Problem 243 ***************
Input:
niceindices(sum(F(foo), foo, 1, inf))


Result:
inf
====
\
 >      F(foo)
/
====
foo = 1

... Which was correct.

********************** Problem 244 ***************
Input:
					       k
					    cos (G(j))
niceindices(product(sum(product(sum(product(---------- + m F(i), m, 1, n5), l, 
					      sin(l)
				       1, n4), k, 1, n3), j, 1, n2), i, 1, n1))


Result:
 n1	  n2	   n3	   n4	   n5
/===\	 ====	  /===\	  ====	  /===\	      baz
 ! !	 \	   ! !	  \	   ! !	   cos	 (G(quux))
 ! !	  >	   ! !	   >	   ! !	  (--------------- + foo F(foo0))
 ! !	 /	   ! !	  /	   ! !	      sin(bar)
foo0 = 1 ====	  baz = 1 ====	  foo = 1
	 quux = 1	  bar = 1

... Which was correct.

********************** Problem 245 ***************
Input:
		    foo
niceindices(sum(sum(----, foo, 1, n), foo0, 1, m))
		    foo0


Result:
  m	       n
 ====	      ====
 \	  1   \
( >	 ---)  >      foo
 /	 foo  /
 ====	      ====
 foo = 1      foo = 1

... Which was correct.

********************** Problem 246 ***************
Input:
			1
niceindices(sum(sum(----------, foo, 1, n), foo0, 1, m))
		    foo0 + foo


Result:
 m	 n
====    ====
\       \	    1
 >	 >      ---------
/       /       foo + bar
====    ====
bar = 1 foo = 1

... Which was correct.

********************** Problem 247 ***************
Input:
(reset(niceindicespref), 0)


Result:
0

... Which was correct.

********************** Problem 248 ***************
Input:
(kill(f), block([x : product(sum(f(i), i, 1, inf), j, 1, inf)], 
							    inf	 inf
							   /===\ ====
							    ! !	 \
			      block([simp : false], is(x =  ! !	  >    f(i)))))
							    ! !	 /
							   j = 1 ====
								 i = 1


Result:
true

... Which was correct.

********************** Problem 249 ***************
Input:
		       n
		      x
(kill(f), f(x) := sum(--, n, 0, inf), f(2 x))
		      n!


Result:
inf
====   n  n
\     2  x
 >    -----
/      n!
====
n = 0

... Which was correct.

********************** Problem 250 ***************
Input:
intosum(2 sum(k, k, 1, inf))


Result:
inf
====
\
 >    2 k
/
====
k = 1

... Which was correct.
250/250 tests passed.
Running tests in rtest_trig: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
(trig : [cos(x), sin(x), tan(x), csc(x), sec(x), cot(x)], 0)


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
(htrig : [cosh(x), sinh(x), tanh(x), csch(x), sech(x), coth(x)], 0)


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
(complexfloatp(x) := block([xr, xi], x : rectform(x), xr : realpart(x), 
xi : imagpart(x), floatp(xr) and (floatp(xi) or integerp(xi))
 or floatp(xi) and integerp(xr)), 0)


Result:
0

... Which was correct.

********************** Problem 5 ***************
Input:
(ok : true, 0)


Result:
0

... Which was correct.

********************** Problem 6 ***************
Input:
(for f in append(trig, htrig) do (ok : 
ok and complexfloatp(subst(x = %i + 1.2, f)), 
				    %i
ok : ok and complexfloatp(subst(x = --- + 1, f)), 
				    7.0
				    %i
ok : ok and complexfloatp(subst(x = --- - 2.3, f)), 
				    7.0
ok : ok and complexfloatp(subst(x = - %i - 2.3, f))), 0)


Result:
0

... Which was correct.

********************** Problem 7 ***************
Input:
ok


Result:
true

... Which was correct.

********************** Problem 8 ***************
Input:
(complexbigfloatp(x) := block([xr, xi], x : rectform(x), xr : realpart(x), 
xi : imagpart(x), bfloatp(xr) and (bfloatp(xi) or integerp(xi))
 or bfloatp(xi) and integerp(xr)), 0)


Result:
0

... Which was correct.

********************** Problem 9 ***************
Input:
(ok : true, 0)


Result:
0

... Which was correct.

********************** Problem 10 ***************
Input:
(for f in append(trig, htrig) do ok : ok
				  and complexbigfloatp(subst(x = 1.2b0, f)), 0)


Result:
0

... Which was correct.

********************** Problem 11 ***************
Input:
ok


Result:
true

... Which was correct.

********************** Problem 12 ***************
Input:
(maxerror : 0.0, 0)


Result:
0

... Which was correct.

********************** Problem 13 ***************
Input:
(save_flags_names : '([%piargs, %iargs, trigsign, listarith, exponentialize, 
halfangles, trigexpand, trigexpandplus, trigexpandtimes, triginverses]), 
save_flags_values : ev(save_flags_names), 0)


Result:
0

... Which was correct.

********************** Problem 14 ***************
Input:
(%piargs : true, 0)


Result:
0

... Which was correct.

********************** Problem 15 ***************
Input:
(for f in trig do (for i from - 24 thru 24 
			   %pi i
do (z : errcatch(subst(x = -----, f)), 
			    24
if z # [] then maxerror : max(maxerror, 
!			    %pi i     !
!float(first(z) - subst(x = -----, f))!))), 0)
!			    24.0      !


Result:
Division by 0
Division by 0
Division by 0
The number 0 isn't in the domain of csc
Division by 0
Division by 0
Division by 0
Division by 0
The number 0 isn't in the domain of cot
Division by 0
0

... Which was correct.

********************** Problem 16 ***************
Input:
is(maxerror < 1.0E-13)


Result:
true

... Which was correct.

********************** Problem 17 ***************
Input:
(%iargs : true, trigsign : true, 0)


Result:
0

... Which was correct.

********************** Problem 18 ***************
Input:
subst(- %i x, x, subst(%i x, x, append(trig, htrig))) - append(trig, htrig)


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 19 ***************
Input:
(itrig : subst(%i x, x, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 20 ***************
Input:
(%iargs : false, listarith : true, 0)


Result:
0

... Which was correct.

********************** Problem 21 ***************
Input:
(itrig : itrig - subst(%i x, x, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 22 ***************
Input:
ratsimp(taylor(itrig, x, 0, 5))


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 23 ***************
Input:
(exponentialize : false, 0)


Result:
0

... Which was correct.

********************** Problem 24 ***************
Input:
taylor(exponentialize(append(trig, htrig)) - append(trig, htrig), x, 0, 5)


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 25 ***************
Input:
(trigsign : true, 0)


Result:
0

... Which was correct.

********************** Problem 26 ***************
Input:
subst(- x, x, subst(- x, x, append(trig, htrig)))


Result:
[cos(x), sin(x), tan(x), csc(x), sec(x), cot(x), cosh(x), sinh(x), tanh(x), 
						     csch(x), sech(x), coth(x)]

... Which was correct.

********************** Problem 27 ***************
Input:
(mtrig : subst(x = 5.6, subst(- x, x, append(trig, htrig))), 0)


Result:
0

... Which was correct.

********************** Problem 28 ***************
Input:
(trigsign : false, 0)


Result:
0

... Which was correct.

********************** Problem 29 ***************
Input:
mtrig - subst(x = - 5.6, append(trig, htrig))


Result:
[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0]

... Which was correct.

********************** Problem 30 ***************
Input:
(halfangles : true, 0)


Result:
0

... Which was correct.

********************** Problem 31 ***************
Input:
	       x
(xtrig : subst(-, x, append(trig, htrig)), 0)
	       2


Result:
0

... Which was correct.

********************** Problem 32 ***************
Input:
(halfangles : false, 0)


Result:
0

... Which was correct.

********************** Problem 33 ***************
Input:
			     x
xtrig : taylor(xtrig - subst(-, x, append(trig, htrig)), x, 0, 5)
			     2


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 34 ***************
Input:
(trigexpand : true, trigexpandplus : true, trigexpandtimes : true, 0)


Result:
0

... Which was correct.

********************** Problem 35 ***************
Input:
(xtrig : subst(x = y + x, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 36 ***************
Input:
(trigexpand : false, 0)


Result:
0

... Which was correct.

********************** Problem 37 ***************
Input:
xtrig : taylor(xtrig - subst(x = y + x, append(trig, htrig)), [x, y], 0, 5)


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 38 ***************
Input:
(trigexpand : true, trigexpandplus : true, trigexpandtimes : true, 0)


Result:
0

... Which was correct.

********************** Problem 39 ***************
Input:
(xtrig : subst(x = x - y, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 40 ***************
Input:
(trigexpand : false, 0)


Result:
0

... Which was correct.

********************** Problem 41 ***************
Input:
xtrig : taylor(xtrig - subst(x = x - y, append(trig, htrig)), [x, y], 0, 5)


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 42 ***************
Input:
(trigexpand : true, trigexpandplus : true, trigexpandtimes : true, 0)


Result:
0

... Which was correct.

********************** Problem 43 ***************
Input:
(xtrig : subst(x = 2 x, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 44 ***************
Input:
(trigexpand : false, 0)


Result:
0

... Which was correct.

********************** Problem 45 ***************
Input:
xtrig : taylor(xtrig - subst(x = 2 x, append(trig, htrig)), [x, y], 0, 5)


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 46 ***************
Input:
(trigexpand : true, trigexpandplus : true, trigexpandtimes : true, 0)


Result:
0

... Which was correct.

********************** Problem 47 ***************
Input:
(xtrig : subst(x = 3 x, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 48 ***************
Input:
(trigexpand : false, 0)


Result:
0

... Which was correct.

********************** Problem 49 ***************
Input:
xtrig : taylor(xtrig - subst(x = 3 x, append(trig, htrig)), [x, y], 0, 5)


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 50 ***************
Input:
(trigexpand : true, trigexpandplus : true, trigexpandtimes : true, 0)


Result:
0

... Which was correct.

********************** Problem 51 ***************
Input:
(xtrig : subst(x = 7 x, append(trig, htrig)), 0)


Result:
0

... Which was correct.

********************** Problem 52 ***************
Input:
(trigexpand : false, 0)


Result:
0

... Which was correct.

********************** Problem 53 ***************
Input:
xtrig : taylor(xtrig - subst(x = 7 x, append(trig, htrig)), [x, y], 0, 5)


Result:
[0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 
			 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . ., 0 + . . .]

... Which was correct.

********************** Problem 54 ***************
Input:
(invtrig : [acos(x), asin(x), atan(x), acsc(x), asec(x), acot(x)], 0)


Result:
0

... Which was correct.

********************** Problem 55 ***************
Input:
block([buggy : []], for f in invtrig do (triginverses : true, 
xtrig : subst(f, x, trig), triginverses : false, 
xtrig : xtrig - subst(f, x, trig), xtrig : 
buildq([L : map(nounify(cabs), xtrig)], lambda([], L)), 
			     i
for i thru 9 do block([xi : ----, xtrigi], 
			    10.0
xtrigi : apply(buildq, [[funmake(:, ['x, xi])], xtrig]), 
if apply('max, ev(xtrigi(), nouns)) >= 9.9999999999999998E-13
 then buggy : cons(xtrigi, buggy))), buggy)


Result:
[]

... Which was correct.

********************** Problem 56 ***************
Input:
(invhtrig : [acosh(x), asinh(x), atanh(x), acsch(x), asech(x), acoth(x)], 0)


Result:
0

... Which was correct.

********************** Problem 57 ***************
Input:
block([buggy : []], for f in invhtrig do (triginverses : true, 
xtrig : subst(f, x, htrig), triginverses : false, 
xtrig : xtrig - subst(f, x, htrig), xtrig : 
buildq([L : map(nounify(cabs), xtrig)], lambda([], L)), 
			     i
for i thru 9 do block([xi : ----, xtrigi], 
			    10.0
xtrigi : apply(buildq, [[funmake(:, ['x, xi])], xtrig]), 
if apply('max, ev(xtrigi(), nouns)) >= 9.9999999999999998E-13
 then buggy : cons(xtrigi, buggy))), buggy)


Result:
[]

... Which was correct.

********************** Problem 58 ***************
Input:
(alltrig : append(trig, htrig, invtrig, invhtrig), 0)


Result:
0

... Which was correct.

********************** Problem 59 ***************
Input:
						  1  %i	  1  1	 %i  - 1
(pts : [2, %i + 2, 2 - %i, - 2, %i - 2, - %i - 2, -, -- + -, - - --, ---, 
						  2  2	  2  2	 2    2
							%i   - 1  - 1   %i
							-- + ---, --- - --], 0)
							2     2	   2    2


Result:
0

... Which was correct.

********************** Problem 60 ***************
Input:
block([buggy : []], for f in alltrig do for p in pts do block([e, 
fop : op(f)], e : buildq([p, fop], lambda([], 
cabs(float(rectform(fop(p))) - fop(float(p))))), 
if e() > 1.0E-13 then buggy : cons(e, buggy)), buggy)


Result:
[]

... Which was correct.

********************** Problem 61 ***************
Input:
block([buggy : []], for f in alltrig do for p in pts do block([e, 
fop : op(f)], e : buildq([p, fop], lambda([], 
cabs(bfloat(rectform(fop(p))) - fop(bfloat(p))))), 
	      3 - fpprec
if e() > 1.0b1	         then buggy : cons(e, buggy)), buggy)


Result:
[]

... Which was correct.

********************** Problem 62 ***************
Input:
	       2	 2
(id : - 1 + sin (x) + cos (x), 0)


Result:
0

... Which was correct.

********************** Problem 63 ***************
Input:
(maxerror : 0, 0)


Result:
0

... Which was correct.

********************** Problem 64 ***************
Input:
(for p in pts do block([numer : true], 
		  maxerror : max(maxerror, cabs(expand(subst(x = p, id))))), 0)


Result:
0

... Which was correct.

********************** Problem 65 ***************
Input:
is(maxerror < 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 66 ***************
Input:
		    2
		 cot (x) - 1
(id : cot(2 x) - -----------, 0)
		  2 cot(x)


Result:
0

... Which was correct.

********************** Problem 67 ***************
Input:
(maxerror : 0, 0)


Result:
0

... Which was correct.

********************** Problem 68 ***************
Input:
(for p in pts do block([numer : true], 
		  maxerror : max(maxerror, cabs(expand(subst(x = p, id))))), 0)


Result:
0

... Which was correct.

********************** Problem 69 ***************
Input:
is(maxerror < 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 70 ***************
Input:
      - %pi
(id : ----- + acos(x) + asin(x), 0)
	2


Result:
0

... Which was correct.

********************** Problem 71 ***************
Input:
(maxerror : 0, 0)


Result:
0

... Which was correct.

********************** Problem 72 ***************
Input:
(for p in pts do block([numer : true], 
	  maxerror : max(maxerror, cabs(expand(subst(x = bfloat(p), id))))), 0)


Result:
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of -0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
Warning:  Float to bigfloat conversion of 0.5
0

... Which was correct.

********************** Problem 73 ***************
Input:
is(maxerror < 1.0000000000000001E-15)


Result:
true

... Which was correct.

********************** Problem 74 ***************
Input:
(remfunction(complexfloatp, complexbigfloatp), 0)


Result:
0

... Which was correct.

********************** Problem 75 ***************
Input:
(map(lambda([a, b], a :: b), save_flags_names, save_flags_values), 0)


Result:
0

... Which was correct.
75/75 tests passed.
Running tests in rtest_zeta: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
(zeta%pi : true, 0)


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
			       x %pi
			 2 cos(-----) gamma(x) zeta(x)
				 2
(chk(x) := zeta(1 - x) - -----------------------------, 0)
					  x
				   (2 %pi)


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
makelist(chk(k), k, 2, 21)


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 5 ***************
Input:
	 bern(1 + k)
makelist(----------- + zeta(- k), k, 1, 21)
	    1 + k


Result:
[0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]

... Which was correct.

********************** Problem 6 ***************
Input:
zeta(- 1)


Result:
  1
- --
  12

... Which was correct.

********************** Problem 7 ***************
Input:
zeta(0)


Result:
  1
- -
  2

... Which was correct.

********************** Problem 8 ***************
Input:
zeta(1)


Result:
inf

... Which was correct.

********************** Problem 9 ***************
Input:
zeta(2)


Result:
   2
%pi
----
 6

... Which was correct.

********************** Problem 10 ***************
Input:
zeta(4)


Result:
   4
%pi
----
 90

... Which was correct.

********************** Problem 11 ***************
Input:
zeta(6)


Result:
   6
%pi
----
945

... Which was correct.

********************** Problem 12 ***************
Input:
zeta(8)


Result:
   8
%pi
----
9450

... Which was correct.

********************** Problem 13 ***************
Input:
zeta(10)


Result:
   10
%pi
-----
93555

... Which was correct.
13/13 tests passed.
Running tests in rtest_diff_invtrig: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
		    1
diff(acsc(x) - asin(-), x)
		    x


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
		    1
diff(asec(x) - acos(-), x)
		    x


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
		      1
diff(asech(x) - acosh(-), x)
		      x


Result:
0

... Which was correct.

********************** Problem 5 ***************
Input:
		      1
diff(acsch(x) - asinh(-), x)
		      x


Result:
0

... Which was correct.

********************** Problem 6 ***************
Input:
diff(acsc(x) + asec(x), x)


Result:
0

... Which was correct.

********************** Problem 7 ***************
Input:
diff(asin(x) + asin(- x), x)


Result:
0

... Which was correct.

********************** Problem 8 ***************
Input:
diff(%i asinh(%i x) + asin(x), x)


Result:
0

... Which was correct.

********************** Problem 9 ***************
Input:
diff(acsc(x) - %i acsch(%i x), x)


Result:
0

... Which was correct.

********************** Problem 10 ***************
Input:
diff(acot(x) - %i acoth(%i x), x)


Result:
0

... Which was correct.

********************** Problem 11 ***************
Input:
diff(acsc(%i y + x), y, 2) + diff(acsc(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 12 ***************
Input:
diff(asec(%i y + x), y, 2) + diff(asec(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 13 ***************
Input:
diff(acot(%i y + x), y, 2) + diff(acot(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 14 ***************
Input:
diff(asin(%i y + x), y, 2) + diff(asin(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 15 ***************
Input:
diff(acos(%i y + x), y, 2) + diff(acos(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 16 ***************
Input:
diff(atan(%i y + x), y, 2) + diff(atan(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 17 ***************
Input:
diff(acsch(%i y + x), y, 2) + diff(acsch(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 18 ***************
Input:
diff(asech(%i y + x), y, 2) + diff(asech(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 19 ***************
Input:
diff(acoth(%i y + x), y, 2) + diff(acoth(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 20 ***************
Input:
diff(asinh(%i y + x), y, 2) + diff(asinh(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 21 ***************
Input:
diff(acosh(%i y + x), y, 2) + diff(acosh(%i y + x), x, 2)


Result:
0

... Which was correct.

********************** Problem 22 ***************
Input:
diff(atanh(%i y + x), y, 2) + diff(atanh(%i y + x), x, 2)


Result:
0

... Which was correct.
22/22 tests passed.
Running tests in rtest_scalarp: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
(remvalue(a, b, c, d, x, y), 0)


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
(declare([a, b], scalar), 0)


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
									    a
(sc : [- 5, 0, 8, 7.8, 1.23b0, %pi, %phi, %i, sqrt(%pi + 1), a, a b, b + a, -, 
									    b
							   3   a   sqrt(2)
							  a , b , a	  ], 0)


Result:
0

... Which was correct.

********************** Problem 5 ***************
Input:
(buggy : [], 0)


Result:
0

... Which was correct.

********************** Problem 6 ***************
Input:
(for si in sc do if not scalarp(si) then buggy : cons(si, buggy), 0)


Result:
0

... Which was correct.

********************** Problem 7 ***************
Input:
buggy


Result:
[]

... Which was correct.

********************** Problem 8 ***************
Input:
			3		  <5>
(nsc : [x, y + x, x y, x , x = y, x < y, x   , cosh(x), sqrt(x), [5, x], 
						    matrix([1, 2], [3, 4])], 0)


Result:
0

... Which was correct.

********************** Problem 9 ***************
Input:
(buggy : [], 0)


Result:
0

... Which was correct.

********************** Problem 10 ***************
Input:
(for si in nsc do if scalarp(si) then buggy : cons(si, buggy), 0)


Result:
0

... Which was correct.

********************** Problem 11 ***************
Input:
buggy


Result:
[]

... Which was correct.

********************** Problem 12 ***************
Input:
determinant(matrix([1, 2], [3, 4]))


Result:
- 2

... Which was correct.

********************** Problem 13 ***************
Input:
determinant(matrix([a, b], [c, d]))


Result:
a d - b c

... Which was correct.

********************** Problem 14 ***************
Input:
determinant(a)


Result:
a

... Which was correct.

********************** Problem 15 ***************
Input:
is(verbify(op(determinant(x))) = 'determinant)


Result:
true

... Which was correct.

********************** Problem 16 ***************
Input:
determinant(sqrt(5))


Result:
sqrt(5)

... Which was correct.

********************** Problem 17 ***************
Input:
determinant(5 + 7 %i)


Result:
7 %i + 5

... Which was correct.

********************** Problem 18 ***************
Input:
(remove([a, b], scalar), 0)


Result:
0

... Which was correct.

********************** Problem 19 ***************
Input:
(remvalue(sc, nsc, buggy), 0)


Result:
0

... Which was correct.
19/19 tests passed.
Running tests in rtest_everysome: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
emptyp(matrix())


Result:
true

... Which was correct.

********************** Problem 3 ***************
Input:
emptyp(matrix([]))


Result:
true

... Which was correct.

********************** Problem 4 ***************
Input:
emptyp(matrix([], []))


Result:
true

... Which was correct.

********************** Problem 5 ***************
Input:
emptyp(matrix([9]))


Result:
false

... Which was correct.

********************** Problem 6 ***************
Input:
every('integerp, matrix())


Result:
true

... Which was correct.

********************** Problem 7 ***************
Input:
some('integerp, matrix())


Result:
false

... Which was correct.

********************** Problem 8 ***************
Input:
every(<, matrix([]))


Result:
true

... Which was correct.

********************** Problem 9 ***************
Input:
every(=, matrix([], []))


Result:
true

... Which was correct.

********************** Problem 10 ***************
Input:
some(<, matrix([]))


Result:
false

... Which was correct.

********************** Problem 11 ***************
Input:
some(=, matrix([], []))


Result:
false

... Which was correct.

********************** Problem 12 ***************
Input:
some(=, [[x], a], [x, b])


Result:
false

... Which was correct.

********************** Problem 13 ***************
Input:
every(=, [[x], a], [x, b])


Result:
false

... Which was correct.

********************** Problem 14 ***************
Input:
some(identity, [false, true])


Result:
true

... Which was correct.

********************** Problem 15 ***************
Input:
every(identity, [false, true])


Result:
false

... Which was correct.

********************** Problem 16 ***************
Input:
every(integerp, matrix([6, 2], [7, 21]))


Result:
true

... Which was correct.

********************** Problem 17 ***************
Input:
some(integerp, matrix([6, 2], [7, 21]))


Result:
true

... Which was correct.

********************** Problem 18 ***************
Input:
every(integerp, matrix([6, 2], [7, %pi]))


Result:
false

... Which was correct.

********************** Problem 19 ***************
Input:
some(integerp, matrix([6, 2], [7, %pi]))


Result:
true

... Which was correct.

********************** Problem 20 ***************
Input:
every(lambda([x], x < 1), matrix([- 7, 0], [- 5, - 13]))


Result:
true

... Which was correct.

********************** Problem 21 ***************
Input:
every(lambda([x], x < 1), matrix([- 7, 0], [5, 13]))


Result:
false

... Which was correct.

********************** Problem 22 ***************
Input:
some(lambda([x], x < 1), matrix([- 7, 0], [5, 13]))


Result:
true

... Which was correct.

********************** Problem 23 ***************
Input:
(booleanp(x) := is(x = 'true) or is(x = 'false), 0)


Result:
0

... Which was correct.

********************** Problem 24 ***************
Input:
every('booleanp, matrix([false], [true]))


Result:
true

... Which was correct.

********************** Problem 25 ***************
Input:
every('booleanp, matrix([false], [45]))


Result:
false

... Which was correct.

********************** Problem 26 ***************
Input:
some('booleanp, matrix([false], [true]))


Result:
true

... Which was correct.

********************** Problem 27 ***************
Input:
some('booleanp, matrix([false], [45]))


Result:
true

... Which was correct.

********************** Problem 28 ***************
Input:
every(=, matrix([a, b], [c, d]), matrix([a, b], [c, d]))


Result:
true

... Which was correct.

********************** Problem 29 ***************
Input:
every(=, matrix([a, b], [c, d]), matrix([a, b], [c, 29]))


Result:
false

... Which was correct.

********************** Problem 30 ***************
Input:
					   1
every('ratnump, genmatrix(lambda([i, j], -----), 101, 103))
					 j + i


Result:
true

... Which was correct.

********************** Problem 31 ***************
Input:
					   1
some('integerp, genmatrix(lambda([i, j], -----), 101, 92))
					 j + i


Result:
false

... Which was correct.

********************** Problem 32 ***************
Input:
(allrats(x) := if mapatom(x) then ratnump(x) else every('allrats, args(x)), 0)


Result:
0

... Which was correct.

********************** Problem 33 ***************
Input:
every('allrats, matrix([matrix([4, 5], [6, 7]), matrix([8, 9], [7, z])]))


Result:
false

... Which was correct.

********************** Problem 34 ***************
Input:
		      19
every('allrats, [[[5, --], [], [1, 2]]])
		      3


Result:
true

... Which was correct.

********************** Problem 35 ***************
Input:
(somerats(x) := if mapatom(x) then ratnump(x) else some('somerats, args(x)), 0)


Result:
0

... Which was correct.

********************** Problem 36 ***************
Input:
some('somerats, matrix([matrix([4, 5], [6, 7]), matrix([8, 9], [7, z])]))


Result:
true

... Which was correct.

********************** Problem 37 ***************
Input:
		       1
some('somerats, [[[u, [-], [], [n, k]]]])
		       2


Result:
true

... Which was correct.

********************** Problem 38 ***************
Input:
some('somerats, [[[u, [%pi - %e], [], [n, k]]]])


Result:
false

... Which was correct.

********************** Problem 39 ***************
Input:
some(listp, matrix([a]))


Result:
false

... Which was correct.

********************** Problem 40 ***************
Input:
some(integerp, [[1, 2]])


Result:
false

... Which was correct.

********************** Problem 41 ***************
Input:
every(matrixp, matrix([matrix([a])]))


Result:
true

... Which was correct.

********************** Problem 42 ***************
Input:
every(listp, [])


Result:
true

... Which was correct.

********************** Problem 43 ***************
Input:
every(listp, [a])


Result:
false

... Which was correct.

********************** Problem 44 ***************
Input:
every(listp, [[]])


Result:
true

... Which was correct.

********************** Problem 45 ***************
Input:
every(listp, [[a]])


Result:
true

... Which was correct.

********************** Problem 46 ***************
Input:
errcatch(some(listp, a ))
		      1


Result:
Improper arguments to function 'some'
[]

... Which was correct.

********************** Problem 47 ***************
Input:
errcatch(every(listp, a ))
		       1


Result:
Improper arguments to function 'every'
[]

... Which was correct.

********************** Problem 48 ***************
Input:
errcatch(some(numberp, a ))
			1


Result:
Improper arguments to function 'some'
[]

... Which was correct.

********************** Problem 49 ***************
Input:
errcatch(some(listp, a	 ))
		      [x]


Result:
Improper arguments to function 'some'
[]

... Which was correct.

********************** Problem 50 ***************
Input:
errcatch(some(integerp, f (2)))
			 1


Result:
Improper arguments to function 'some'
[]

... Which was correct.

********************** Problem 51 ***************
Input:
some(<, [%i, 3], [2, 7])


Result:
`sign' called on an imaginary argument:
%i
true

... Which was correct.

********************** Problem 52 ***************
Input:
some(<, [%i, 3], [2, - 7])


Result:
`sign' called on an imaginary argument:
%i
false

... Which was correct.

********************** Problem 53 ***************
Input:
every(<, [%i, 3], [2, 7])


Result:
`sign' called on an imaginary argument:
%i
false

... Which was correct.

********************** Problem 54 ***************
Input:
every(<, [%i, 3], [2, - 7])


Result:
`sign' called on an imaginary argument:
%i
false

... Which was correct.

********************** Problem 55 ***************
Input:
(saveprederror : prederror, prederror : false, 0)


Result:
0

... Which was correct.

********************** Problem 56 ***************
Input:
some('maybe, [6 < 5, a < b])


Result:
unknown

... Which was correct.

********************** Problem 57 ***************
Input:
some(<, [a], [b])


Result:
unknown

... Which was correct.

********************** Problem 58 ***************
Input:
every(<, [a], [b])


Result:
unknown

... Which was correct.

********************** Problem 59 ***************
Input:
some('identity, [unknown, false])


Result:
unknown

... Which was correct.

********************** Problem 60 ***************
Input:
every('identity, [unknown, false])


Result:
false

... Which was correct.

********************** Problem 61 ***************
Input:
(betweenp(a, b, c) := (a - b) (c - b) < 0, 0)


Result:
0

... Which was correct.

********************** Problem 62 ***************
Input:
every('betweenp, matrix([1, 2], [5, 6]), matrix([2, 3], [6, 7]), 
							matrix([3, 4], [7, 8]))


Result:
true

... Which was correct.

********************** Problem 63 ***************
Input:
some('betweenp, matrix([1, 2], [5, 6]), matrix([2, 3], [6, 7]), 
							matrix([3, u], [n, k]))


Result:
true

... Which was correct.

********************** Problem 64 ***************
Input:
every('betweenp, matrix([1, 2], [5, 6]), matrix([2, 3], [6, 7]), 
							matrix([3, u], [n, k]))


Result:
unknown

... Which was correct.

********************** Problem 65 ***************
Input:
some('identity, {a, b, c})


Result:
unknown

... Which was correct.

********************** Problem 66 ***************
Input:
every('identity, {a, b, c})


Result:
unknown

... Which was correct.

********************** Problem 67 ***************
Input:
some(<, [%i, 2], [1, 5])


Result:
`sign' called on an imaginary argument:
%i
true

... Which was correct.

********************** Problem 68 ***************
Input:
every(<, [%i, 2], [1, 5])


Result:
`sign' called on an imaginary argument:
%i
false

... Which was correct.

********************** Problem 69 ***************
Input:
some(<, [a, b], [c, d])


Result:
unknown

... Which was correct.

********************** Problem 70 ***************
Input:
every(<, [a, b], [c, d])


Result:
unknown

... Which was correct.

********************** Problem 71 ***************
Input:
(prederror : true, 0)


Result:
0

... Which was correct.

********************** Problem 72 ***************
Input:
some('maybe, [6 < 5, a < b])


Result:
false

... Which was correct.

********************** Problem 73 ***************
Input:
some(<, [a], [b])


Result:
false

... Which was correct.

********************** Problem 74 ***************
Input:
every(<, [a], [b])


Result:
false

... Which was correct.

********************** Problem 75 ***************
Input:
some('identity, {a, b, c})


Result:
false

... Which was correct.

********************** Problem 76 ***************
Input:
every('identity, {a, b, c})


Result:
false

... Which was correct.

********************** Problem 77 ***************
Input:
some(<, [%i, 2], [1, 5])


Result:
`sign' called on an imaginary argument:
%i
true

... Which was correct.

********************** Problem 78 ***************
Input:
every(<, [%i, 2], [1, 5])


Result:
`sign' called on an imaginary argument:
%i
false

... Which was correct.

********************** Problem 79 ***************
Input:
some(<, [a, b], [c, d])


Result:
false

... Which was correct.

********************** Problem 80 ***************
Input:
every(<, [a, b], [c, d])


Result:
false

... Which was correct.

********************** Problem 81 ***************
Input:
every('betweenp, matrix([1, 2], [5, 6]), matrix([2, 3], [6, 7]), 
							matrix([3, u], [n, k]))


Result:
false

... Which was correct.

********************** Problem 82 ***************
Input:
(prederror : saveprederror, 0)


Result:
0

... Which was correct.

********************** Problem 83 ***************
Input:
(remvalue(saveprederror), 0)


Result:
0

... Which was correct.

********************** Problem 84 ***************
Input:
(remfunction(betweenp, booleanp, allrats, somerats), 0)


Result:
0

... Which was correct.
84/84 tests passed.
Running tests in rtestint: 
********************** Problem 1 ***************
Input:
		 2
R : a + b x + c x


Result:
   2
c x  + b x + a

... Which was correct.

********************** Problem 2 ***************
Input:
	       1
	       -
	       x
integrate(------------, x)
		2
	  sqrt(x  - 1)


Result:
	 1
- asin(------)
       abs(x)

... Which was correct.

********************** Problem 3 ***************
Input:
	       1
	       -
	       x
integrate(------------, x)
		    2
	  sqrt(1 + x )


Result:
	  1
- asinh(------)
	abs(x)

... Which was correct.

********************** Problem 4 ***************
Input:
		   1
		   -
		   x
integrate(--------------------, x)
		  2
	  sqrt(- x  + 5 x - 6)


Result:
      5 x       12
asin(------ - ------)
     abs(x)   abs(x)
---------------------
       sqrt(6)

... Which was correct.

********************** Problem 5 ***************
Input:
		  1
		  -
		  x
integrate(------------------, x)
			  2
	  sqrt(- 1 + x - x )


Result:
	       x	        2
%i asinh(-------------- - --------------)
	 sqrt(3) abs(x)	  sqrt(3) abs(x)

... Which was correct.

********************** Problem 6 ***************
Input:
		 2
(assume(4 a c - b  > 0), assume(c > 0), assume(a > 0), assume(b > 0), 0)


Result:
0

... Which was correct.

********************** Problem 7 ***************
Input:
		    1
integrate(---------------------, x)
		2
	       b
	       --
	       4	     2
	  sqrt(-- + b x + c x )
	       c


Result:
	 b
log(x + ---)
	2 c
------------
  sqrt(c)

... Which was correct.

********************** Problem 8 ***************
Input:
		    1
integrate(----------------------, x)
		 2
		b
		--
	      3 4	      2
	  sqrt (-- + b x + c x )
		c


Result:
	  1
- -----------------
     3/2       b  2
  2 c    (x + ---)
	      2 c

... Which was correct.

********************** Problem 9 ***************
Input:
	     1
integrate(-------, x)
	  sqrt(R)


Result:
	 2 c x + b
asinh(----------------)
		    2
      sqrt(4 a c - b )
-----------------------
	sqrt(c)

... Which was correct.

********************** Problem 10 ***************
Input:
		  1
factor(integrate(----, x))
		  3/2
		 R


Result:
	  2 (2 c x + b)
---------------------------------
	  2	     2
(4 a c - b ) sqrt(c x  + b x + a)

... Which was correct.

********************** Problem 11 ***************
Input:
		  1
factor(integrate(----, x))
		  5/2
		 R


Result:
		  2  2			     2
2 (2 c x + b) (8 c  x  + 8 b c x + 12 a c - b )
-----------------------------------------------
		  2 2	  2	      3/2
      3 (4 a c - b )  (c x  + b x + a)

... Which was correct.

********************** Problem 12 ***************
Input:
	     1
	     -
	     x
integrate(--------, x)
		3
	  sqrt(R )


Result:
		  b x			    2 a
  asinh(----------------------- + -----------------------)
		      2			        2
	sqrt(4 a c - b ) abs(x)	  sqrt(4 a c - b ) abs(x)
- --------------------------------------------------------
			     3/2
			    a
							  2
		 2 b c x				 b
 - ----------------------------------- - -----------------------------------
	       2	  2			     2	        2
   a (4 a c - b ) sqrt(c x  + b x + a)	 a (4 a c - b ) sqrt(c x  + b x + a)
	     1
 + ----------------------
	     2
   a sqrt(c x  + b x + a)

... Which was correct.

********************** Problem 13 ***************
Input:
	     x
integrate(-------, x)
	  sqrt(R)


Result:
				  2 c x + b
		       b asinh(----------------)
	2				     2
sqrt(c x  + b x + a)	       sqrt(4 a c - b )
-------------------- - -------------------------
	 c			   3/2
				2 c

... Which was correct.

********************** Problem 14 ***************
Input:
	     2
	    x
integrate(-------, x)
	  sqrt(R)


Result:
	     2 c x + b		 2	    2 c x + b
  a asinh(----------------)   3 b  asinh(----------------)
			2			       2
	  sqrt(4 a c - b )		 sqrt(4 a c - b )
- ------------------------- + ----------------------------
	      3/2			    5/2
	   2 c				 8 c
					2			   2
			      x sqrt(c x  + b x + a)   3 b sqrt(c x  + b x + a)
			    + ---------------------- - ------------------------
				       2 c			    2
								 4 c

... Which was correct.

********************** Problem 15 ***************
Input:
		    2
		   x
integrate(---------------------, x)
		2
	       b
	       --
	       4	     2
	  sqrt(-- + b x + c x )
	       c


Result:
 2	    b
b  log(x + ---)	      2
	   2 c	     x	       b x
--------------- + --------- - ------
       5/2	  2 sqrt(c)	 3/2
    4 c			      2 c

... Which was correct.

********************** Problem 16 ***************
Input:
		     2
		    x
integrate(----------------------, x)
		 2
		b
		--
	      3 4	      2
	  sqrt (-- + b x + c x )
		c


Result:
	 b
log(x + ---)				  2
	2 c	     b x	       3 b
------------ + --------------- + -----------------
     3/2        5/2	  b  2	    7/2	      b	 2
    c	       c    (x + ---)	 8 c    (x + ---)
			 2 c		     2 c

... Which was correct.

********************** Problem 17 ***************
Input:
		     2
		    x
integrate(----------------------, x)
		 2
		b
		--
	      5 4	      2
	  sqrt (-- + b x + c x )
		c


Result:
						   2
	  1		      b			  b
- ----------------- + ----------------- - ------------------
     5/2       b  2	 7/2	   b  3	      9/2       b  4
  2 c    (x + ---)    3 c    (x + ---)	  16 c	  (x + ---)
	      2 c		  2 c		       2 c

... Which was correct.

********************** Problem 18 ***************
Input:
	  sqrt(R)
integrate(-------, x)
	     x


Result:
			  b x			    2 a
- sqrt(a) asinh(----------------------- + -----------------------)
			      2			        2
		sqrt(4 a c - b ) abs(x)	  sqrt(4 a c - b ) abs(x)
					  2 c x + b
			       b asinh(----------------)
						     2
				       sqrt(4 a c - b )		   2
			     + ------------------------- + sqrt(c x  + b x + a)
				       2 sqrt(c)

... Which was correct.

********************** Problem 19 ***************
Input:
		3
	  sqrt(R )
integrate(--------, x)
	     x


Result:
   3/2		       b x			 2 a
- a    asinh(----------------------- + -----------------------)
			   2			     2
	     sqrt(4 a c - b ) abs(x)   sqrt(4 a c - b ) abs(x)
		  2 c x + b	    3	       2 c x + b
   3 a b asinh(----------------)   b  asinh(----------------)
			     2				  2
	       sqrt(4 a c - b )		    sqrt(4 a c - b )
 + ----------------------------- - --------------------------
	     4 sqrt(c)			        3/2
					    16 c
       2	   3/2		     2		     2	       2
   (c x  + b x + a)	 b x sqrt(c x  + b x + a)   b  sqrt(c x  + b x + a)
 + ------------------- + ------------------------ + -----------------------
	    3			    4			      8 c
	     2
 + a sqrt(c x  + b x + a)

... Which was correct.

********************** Problem 20 ***************
Input:
	  sqrt(R)
integrate(-------, x)
	     2
	    x


Result:
		    b x			      2 a
  b asinh(----------------------- + -----------------------)
			2			  2
	  sqrt(4 a c - b ) abs(x)   sqrt(4 a c - b ) abs(x)
- ----------------------------------------------------------
			  2 sqrt(a)
								   2
					  2 c x + b	   sqrt(c x  + b x + a)
		       + sqrt(c) asinh(----------------) - --------------------
						     2		    x
				       sqrt(4 a c - b )

... Which was correct.

********************** Problem 21 ***************
Input:
		3
	  sqrt(R )
integrate(--------, x)
	      2
	     x


Result:
			      b x		        2 a
  3 sqrt(a) b asinh(----------------------- + -----------------------)
				  2			    2
		    sqrt(4 a c - b ) abs(x)   sqrt(4 a c - b ) abs(x)
- --------------------------------------------------------------------
				   2
			2 c x + b	    2	       2 c x + b
   3 a sqrt(c) asinh(----------------)	 3 b  asinh(----------------)
				   2				  2
		     sqrt(4 a c - b )		    sqrt(4 a c - b )
 + ----------------------------------- + ----------------------------
		    2				  8 sqrt(c)
       2	   3/2		       2			  2
   (c x  + b x + a)	 3 c x sqrt(c x  + b x + a)   9 b sqrt(c x  + b x + a)
 - ------------------- + -------------------------- + ------------------------
	    x			     2				 4

... Which was correct.

********************** Problem 22 ***************
Input:
	  sqrt(R - a)
integrate(-----------, x)
	       x


Result:
			2
b log(2 sqrt(c) sqrt(c x  + b x) + 2 c x + b)	        2
--------------------------------------------- + sqrt(c x  + b x)
		  2 sqrt(c)

... Which was correct.

********************** Problem 23 ***************
Input:
		      3
	  sqrt((R - a) )
integrate(--------------, x)
		x


Result:
   3			   2			       2       3/2
  b  log(2 sqrt(c) sqrt(c x  + b x) + 2 c x + b)   (c x  + b x)
- ---------------------------------------------- + ---------------
			 3/2				  3
		     16 c
						 2	     2	       2
				     b x sqrt(c x  + b x)   b  sqrt(c x  + b x)
				   + -------------------- + -------------------
					      4			    8 c

... Which was correct.

********************** Problem 24 ***************
Input:
	  sqrt(R - a)
integrate(-----------, x)
	       2
	      x


Result:
								2
			      2			      2 sqrt(c x  + b x)
sqrt(c) log(2 sqrt(c) sqrt(c x  + b x) + 2 c x + b) - ------------------
							      x

... Which was correct.

********************** Problem 25 ***************
Input:
		      3
	  sqrt((R - a) )
integrate(--------------, x)
		 2
		x


Result:
   2			   2			       2       3/2
3 b  log(2 sqrt(c) sqrt(c x  + b x) + 2 c x + b)   (c x  + b x)
------------------------------------------------ + ---------------
		   8 sqrt(c)				 2 x
								       2
							   3 b sqrt(c x  + b x)
							 + --------------------
								    4

... Which was correct.

********************** Problem 26 ***************
Input:
		      3
	  sqrt((R - a) )
integrate(--------------, x)
		 3
		x


Result:
				  2			      2	      3/2
3 b sqrt(c) log(2 sqrt(c) sqrt(c x  + b x) + 2 c x + b)	  (c x  + b x)
------------------------------------------------------- + ---------------
			   2					 2
								x
								       2
							   3 b sqrt(c x  + b x)
							 - --------------------
								    x

... Which was correct.

********************** Problem 27 ***************
Input:
	     1
	  -------
	  sqrt(R)
integrate(-------, x)
	     2
	    x


Result:
		  b x			    2 a
b asinh(----------------------- + -----------------------)
		      2			        2
	sqrt(4 a c - b ) abs(x)	  sqrt(4 a c - b ) abs(x)
----------------------------------------------------------
			     3/2
			  2 a
								   2
							   sqrt(c x  + b x + a)
							 - --------------------
								   a x

... Which was correct.

********************** Problem 28 ***************
Input:
	     1
	  -------
	  sqrt(R)
integrate(-------, x)
	     3
	    x


Result:
		  b x			    2 a
c asinh(----------------------- + -----------------------)
		      2			        2
	sqrt(4 a c - b ) abs(x)	  sqrt(4 a c - b ) abs(x)
----------------------------------------------------------
			     3/2
			  2 a
      2		        b x			  2 a
   3 b  asinh(----------------------- + -----------------------)
			    2			      2
	      sqrt(4 a c - b ) abs(x)   sqrt(4 a c - b ) abs(x)
 - -------------------------------------------------------------
				 5/2
			      8 a
	       2		      2
   3 b sqrt(c x  + b x + a)   sqrt(c x  + b x + a)
 + ------------------------ - --------------------
	       2			  2
	    4 a  x		     2 a x

... Which was correct.

********************** Problem 29 ***************
Input:
	     1
	  --------
		3
	  sqrt(R )
integrate(--------, x)
	      2
	     x


Result:
		    b x			      2 a
3 b asinh(----------------------- + -----------------------)
			2			  2
	  sqrt(4 a c - b ) abs(x)   sqrt(4 a c - b ) abs(x)
------------------------------------------------------------
			      5/2
			   2 a
		    2					  2
		 8 c  x				       3 b  c x
 - ----------------------------------- + ------------------------------------
	       2	  2		  2	      2		 2
   a (4 a c - b ) sqrt(c x  + b x + a)	 a  (4 a c - b ) sqrt(c x  + b x + a)
	      1				     4 b c
 - ------------------------ - -----------------------------------
	       2			  2	     2
   a x sqrt(c x  + b x + a)   a (4 a c - b ) sqrt(c x  + b x + a)
		       3
		    3 b				       3 b
 + -------------------------------------- - -------------------------
      2		  2	     2		       2	 2
   2 a  (4 a c - b ) sqrt(c x  + b x + a)   2 a  sqrt(c x  + b x + a)

... Which was correct.

********************** Problem 30 ***************
Input:
	     1
	  --------
		3
	  sqrt(R )
integrate(--------, x)
	      3
	     x


Result:
		    b x			      2 a
3 c asinh(----------------------- + -----------------------)
			2			  2
	  sqrt(4 a c - b ) abs(x)   sqrt(4 a c - b ) abs(x)
------------------------------------------------------------
			      5/2
			   2 a
       2		 b x			   2 a
   15 b  asinh(----------------------- + -----------------------)
			     2			       2
	       sqrt(4 a c - b ) abs(x)	 sqrt(4 a c - b ) abs(x)
 - --------------------------------------------------------------
				  7/2
			       8 a
		      2
		13 b c  x
 + ------------------------------------
    2	        2	   2
   a  (4 a c - b ) sqrt(c x  + b x + a)
		     3
		 15 b  c x			        5 b
 - -------------------------------------- + ---------------------------
      3		  2	     2		       2	   2
   4 a  (4 a c - b ) sqrt(c x  + b x + a)   4 a  x sqrt(c x  + b x + a)
						    2
		1			        13 b  c
 - --------------------------- + --------------------------------------
	2	  2		    2	        2	   2
   2 a x  sqrt(c x  + b x + a)	 2 a  (4 a c - b ) sqrt(c x  + b x + a)
		       4
		   15 b				       3 c
 - -------------------------------------- - -------------------------
      3		  2	     2		       2	 2
   8 a  (4 a c - b ) sqrt(c x  + b x + a)   2 a  sqrt(c x  + b x + a)
		 2
	     15 b
 + -------------------------
      3	        2
   8 a  sqrt(c x  + b x + a)

... Which was correct.

********************** Problem 31 ***************
Input:
	       1
	  -----------
	  sqrt(R - a)
integrate(-----------, x)
	       2
	      x


Result:
	    2			 2
4 c sqrt(c x  + b x)   2 sqrt(c x  + b x)
-------------------- - ------------------
	  2			  2
       3 b  x		     3 b x

... Which was correct.

********************** Problem 32 ***************
Input:
	       1
	  -----------
	  sqrt(R - a)
integrate(-----------, x)
	       3
	      x


Result:
      2	        2		       2		    2
  16 c  sqrt(c x  + b x)   8 c sqrt(c x  + b x)	  2 sqrt(c x  + b x)
- ---------------------- + -------------------- - ------------------
	     3			     2  2		     3
	 15 b  x		 15 b  x	        5 b x

... Which was correct.

********************** Problem 33 ***************
Input:
		1
	  --------------
		      3
	  sqrt((R - a) )
integrate(--------------, x)
		 2
		x


Result:
	     3
	 32 c  x		    4 c			       2
- --------------------- + ----------------------- - -----------------------
     4	       2	     2		 2		 2	   2
  5 b  sqrt(c x  + b x)	  5 b  x sqrt(c x  + b x)   5 b x  sqrt(c x  + b x)
								      2
								  16 c
						        - ---------------------
							     3	       2
							  5 b  sqrt(c x  + b x)

... Which was correct.

********************** Problem 34 ***************
Input:
		1
	  --------------
		      3
	  sqrt((R - a) )
integrate(--------------, x)
		 3
		x


Result:
	    4			      2
       256 c  x			  32 c			      16 c
---------------------- - ------------------------ + -------------------------
    5	      2		     3		 2	        2  2	     2
35 b  sqrt(c x  + b x)	 35 b  x sqrt(c x  + b x)   35 b  x  sqrt(c x  + b x)
								      3
					  2			 128 c
			     - ----------------------- + ----------------------
				    3	      2		     4	       2
			       7 b x  sqrt(c x  + b x)	 35 b  sqrt(c x  + b x)

... Which was correct.

********************** Problem 35 ***************
Input:
integrate(sqrt(R), x)


Result:
	   2 c x + b	     2	        2 c x + b
a asinh(----------------)   b  asinh(----------------)
		      2				   2		   2
	sqrt(4 a c - b )	     sqrt(4 a c - b )	 x sqrt(c x  + b x + a)
------------------------- - -------------------------- + ----------------------
	2 sqrt(c)			 3/2			   2
				      8 c
								   2
							 b sqrt(c x  + b x + a)
						       + ----------------------
								  4 c

... Which was correct.

********************** Problem 36 ***************
Input:
integrate(x sqrt(R), x)


Result:
	       2 c x + b	 3	    2 c x + b
  a b asinh(----------------)   b  asinh(----------------)
			  2			       2
	    sqrt(4 a c - b )		 sqrt(4 a c - b )
- --------------------------- + --------------------------
	       3/2			     5/2
	    4 c				 16 c
	   2	       3/2		 2		 2	   2
       (c x  + b x + a)	     b x sqrt(c x  + b x + a)   b  sqrt(c x  + b x + a)
     + ------------------- - ------------------------ - -----------------------
	       3 c		       4 c			    2
								 8 c

... Which was correct.

********************** Problem 37 ***************
Input:
	   2
integrate(x  sqrt(R), x)


Result:
      2			  2 c x + b
a (5 b  - 4 a c) asinh(----------------)
				     2
		       sqrt(4 a c - b )
----------------------------------------
		    5/2
		32 c
    2	  2		      2 c x + b
   b  (5 b  - 4 a c) asinh(----------------)
					 2	     2		 3/2
			   sqrt(4 a c - b )    x (c x  + b x + a)
 - ----------------------------------------- + ---------------------
			7/2			        4 c
		   128 c
	   2	       3/2	 2		      2
   5 b (c x  + b x + a)	     (5 b  - 4 a c) x sqrt(c x  + b x + a)
 - ----------------------- + -------------------------------------
		2				 2
	    24 c			     32 c
	 2		    2
   b (5 b  - 4 a c) sqrt(c x  + b x + a)
 + -------------------------------------
		       3
		   64 c

... Which was correct.

********************** Problem 38 ***************
Input:
	   3
integrate(x  sqrt(R), x)


Result:
	    2		        2 c x + b
  7 a b (5 b  - 4 a c) asinh(----------------)
					   2
			     sqrt(4 a c - b )
- --------------------------------------------
			 7/2
		    320 c
      3	    2		        2 c x + b	  2	       2 c x + b
   7 b  (5 b  - 4 a c) asinh(----------------)	 a  b asinh(----------------)
					   2				  2
			     sqrt(4 a c - b )		    sqrt(4 a c - b )
 + ------------------------------------------- + ----------------------------
			  9/2				       5/2
		    1280 c				   10 c
      3		 2 c x + b
   a b  asinh(----------------)
			    2	   2	 2	     3/2
	      sqrt(4 a c - b )	  x  (c x  + b x + a)
 - ---------------------------- + ----------------------
		 7/2			   5 c
	     40 c
	     2		 3/2	       2	   3/2
   7 b x (c x  + b x + a)      2 a (c x  + b x + a)
 - ------------------------- - -----------------------
		 2			    2
	     40 c		        15 c
      2	    2	        3/2	      2			   2
   7 b  (c x  + b x + a)      7 b (5 b  - 4 a c) x sqrt(c x  + b x + a)
 + ------------------------ - -----------------------------------------
		3				    3
	    48 c			       320 c
		 2		   2	 2		    2
   a b x sqrt(c x  + b x + a)   7 b  (5 b  - 4 a c) sqrt(c x  + b x + a)
 + -------------------------- - ----------------------------------------
		 2				      4
	     10 c				 640 c
      2	        2
   a b  sqrt(c x  + b x + a)
 + -------------------------
		 3
	     20 c

... Which was correct.

********************** Problem 39 ***************
Input:
			      2
		 b1 + a1 x + x
factor(integrate(--------------, x, minf, inf))
			 2    4
		 9 + 10 x  + x


Result:
%pi (b1 + 3)
------------
     12

... Which was correct.

********************** Problem 40 ***************
Input:
			      2
		 b1 + a1 x + x
factor(integrate(--------------, x, 0, inf))
			 2    4
		 9 + 10 x  + x


Result:
%pi b1 + 3 log(3) a1 + 3 %pi
----------------------------
	     24

... Which was correct.

********************** Problem 41 ***************
Input:
	      1
integrate(----------, x, 0, inf)
		   2
	  1 + x + x


Result:
  2 %pi
---------
3 sqrt(3)

... Which was correct.

********************** Problem 42 ***************
Input:
		x - %i
integrate(-------------------, x, minf, inf)
			   2
	  (x - 2 %i) (1 + x )


Result:
2 %pi
-----
  3

... Which was correct.

********************** Problem 43 ***************
Input:
		x - %i
integrate(-------------------, x, 0, inf)
			   2
	  (x - 2 %i) (1 + x )


Result:
6 %i log(2) + 6 %pi
-------------------
	18

... Which was correct.

********************** Problem 44 ***************
Input:
gcd : spmod


Result:
spmod

... Which was correct.

********************** Problem 45 ***************
Input:
			 1
multthru(integrate(-------------, x, 0, inf))
			     2 3
		   (1 + x + x )


Result:
4 sqrt(3) %pi   1
------------- - -
     27	        2

... Which was correct.

********************** Problem 46 ***************
Input:
gcd : subres


Result:
subres

... Which was correct.

********************** Problem 47 ***************
Input:
		 1
integrate(---------------, x, 0, inf)
	  (x + 1) sqrt(x)


Result:
%pi

... Which was correct.

********************** Problem 48 ***************
Input:
(assume(kj < 0, 1 + kj > 0), 0)


Result:
0

... Which was correct.

********************** Problem 49 ***************
Input:
(declare(kj, noninteger), 0)


Result:
0

... Which was correct.

********************** Problem 50 ***************
Input:
	    kj
	   x
integrate(-----, x, 0, inf)
	  3 + x


Result:
 kj
3   beta(kj + 1, - kj)

... Which was correct.

********************** Problem 51 ***************
Input:
		 1
integrate(----------------, x, a, inf)
	   2	   2    2
	  x  sqrt(x  - a )


Result:
1
--
 2
a

... Which was correct.

********************** Problem 52 ***************
Input:
		  6
		 x
integrate(----------------, x, 0, inf)
		    2 15/2
	  (1 + x + x )


Result:
 2048
-------
6567561

... Which was correct.

********************** Problem 53 ***************
Input:
	  cos(x)
integrate(------, x, minf, inf)
	       2
	  1 + x


Result:
  - 1
%e    %pi

... Which was correct.

********************** Problem 54 ***************
Input:
	  x sin(x)
integrate(--------, x, minf, inf)
		2
	   1 + x


Result:
  - 1
%e    %pi

... Which was correct.

********************** Problem 55 ***************
Input:
	  x cos(x)
integrate(--------, x, minf, inf)
		2
	   1 + x


Result:
0

... Which was correct.

********************** Problem 56 ***************
Input:
	   x cos(x)
integrate(----------, x, minf, inf)
		   2
	  1 + x + x


Result:
    sqrt(3)
  - -------
       2	       1		    1
%e	    (3 %pi sin(-) - sqrt(3) %pi cos(-))
		       2		    2
-----------------------------------------------
		       3

... Which was correct.

********************** Problem 57 ***************
Input:
		 1
integrate(---------------, x, minf, inf)
	    %i x       2
	  %e     (1 + x )


Result:
  - 1
%e    %pi

... Which was correct.

********************** Problem 58 ***************
Input:
	      sin(x)
integrate(---------------, x, minf, inf)
	    %i x       2
	  %e     (1 + x )


Result:
    - 2	   2
  %e    (%e  - 1) %i %pi
- ----------------------
	    2

... Which was correct.

********************** Problem 59 ***************
Input:
	       sin(x)
integrate(-----------------, x, minf, inf)
	    2 %i x	 2
	  %e	   (1 + x )


Result:
    - 3	   2
  %e    (%e  - 1) %i %pi
- ----------------------
	    2

... Which was correct.

********************** Problem 60 ***************
Input:
		 7/3
integrate(cos(9 x   ), x, 0, inf)


Result:
	3      3 %pi
3 gamma(-) cos(-----)
	7       14
---------------------
	  3/7
       7 9

... Which was correct.

********************** Problem 61 ***************
Input:
		 7/3
integrate(sin(9 x   ), x, 0, inf)


Result:
	3      3 %pi
3 gamma(-) sin(-----)
	7       14
---------------------
	  3/7
       7 9

... Which was correct.

********************** Problem 62 ***************
Input:
(assume(s > 0), 0)


Result:
0

... Which was correct.

********************** Problem 63 ***************
Input:
		  sin(s x)
ratsimp(integrate(--------, x, 0, inf))
		  sqrt(x)


Result:
   sqrt(%pi)
---------------
sqrt(2) sqrt(s)

... Which was correct.

********************** Problem 64 ***************
Input:
(assume(r > 0), 0)


Result:
0

... Which was correct.

********************** Problem 65 ***************
Input:
	  sin(r x)
integrate(--------, x, 0, inf)
	     x


Result:
%pi
---
 2

... Which was correct.

********************** Problem 66 ***************
Input:
(assume(q > 0), 0)


Result:
0

... Which was correct.

********************** Problem 67 ***************
Input:
	     2
	  sin (q x)
integrate(---------, x, 0, inf)
	      2
	     x


Result:
%pi q
-----
  2

... Which was correct.

********************** Problem 68 ***************
Input:
	     2
	  log (x)
integrate(-------, x, 0, inf)
	       2
	  1 + x


Result:
   3
%pi
----
 8

... Which was correct.

********************** Problem 69 ***************
Input:
	   kj
	  x   log(x)
integrate(----------, x, 0, inf)
	    3 + x


Result:
 kj
3   (psi (kj + 1) - psi (- kj)) beta(kj + 1, - kj)
	0	       0
							  kj
					        + log(3) 3   beta(kj + 1, - kj)

... Which was correct.

********************** Problem 70 ***************
Input:
	  x exp((1 + kj) x)
integrate(-----------------, x, minf, inf)
	     3 + exp(x)


Result:
 kj
3   (psi (kj + 1) - psi (- kj)) beta(kj + 1, - kj)
	0	       0
							  kj
					        + log(3) 3   beta(kj + 1, - kj)

... Which was correct.

********************** Problem 71 ***************
Input:
gcd : spmod


Result:
spmod

... Which was correct.

********************** Problem 72 ***************
Input:
		 - 1
		 ---
		  3	      1/3
	  (atan(x   ) + atan(x	 )) log(x)
integrate(--------------------------------, x, 0, inf)
			    2
		       1 + x


Result:
0

... Which was correct.

********************** Problem 73 ***************
Input:
gcd : subres


Result:
subres

... Which was correct.

********************** Problem 74 ***************
Input:
(gcd : spmod, intanalysis : false, 0)


Result:
0

... Which was correct.

********************** Problem 75 ***************
Input:
		   7/2
	  log(1 + x   )
integrate(-------------, x, 0, inf)
		2
	       x


Result:
   %pi
----------
    5 %pi
sin(-----)
      7

... Which was correct.

********************** Problem 76 ***************
Input:
(gcd : subres, intanalysis : true, 0)


Result:
0

... Which was correct.

********************** Problem 77 ***************
Input:
			  1
factor(integrate(-------------------, x, 0, inf))
		     x	       5
		 exp(-) (7 + ------)
		     3		 x
			     exp(-)
				 3


Result:
3 (log(12) - log(7))
--------------------
	 5

... Which was correct.

********************** Problem 78 ***************
Input:
		 x
	     exp(-)
		 4
integrate(------------, x, minf, inf)
		    x
	  4 + 9 exp(-)
		    2


Result:
%pi
---
 3

... Which was correct.

********************** Problem 79 ***************
Input:
	       x
integrate(------------, x, minf, inf)
	  sinh(x) - %i


Result:
%pi

... Which was correct.

********************** Problem 80 ***************
Input:
		 2
integrate(exp(- x ), x, 0, inf)


Result:
sqrt(%pi)
---------
    2

... Which was correct.

********************** Problem 81 ***************
Input:
	     1
	  -------
	  sqrt(t)
integrate(--------, t, 0, inf)
	  exp(s t)


Result:
sqrt(%pi)
---------
 sqrt(s)

... Which was correct.

********************** Problem 82 ***************
Input:
	  sin(s x)
integrate(--------, x, 0, inf)
	   exp(x)


Result:
  s
------
 2
s  + 1

... Which was correct.

********************** Problem 83 ***************
Input:
		      1/3
integrate(exp(- s t) t	  log(t), t, 0, inf)


Result:
      1	    3 log(3)	  %pi			       1
gamma(-) (- -------- - --------- - %gamma + 3)	 gamma(-) log(s)
      3	       2       2 sqrt(3)		       3
---------------------------------------------- - ---------------
		       4/3			        4/3
		    3 s				     3 s

... Which was correct.

********************** Problem 84 ***************
Input:
	    1
integrate(------, x, 0, 1)
	   2
	  x  - 3


Result:
sqrt(3) log(2 - sqrt(3))
------------------------
	   6

... Which was correct.

********************** Problem 85 ***************
Input:
	     2
integrate(cos (x) - sin(x), x, 0, 2 %pi)


Result:
%pi

... Which was correct.

********************** Problem 86 ***************
Input:
	   exp(2 %i x)
integrate(-------------, x, 0, 2 %pi)
	  3 + exp(%i x)


Result:
0

... Which was correct.

********************** Problem 87 ***************
Input:
		1/3	  1/2	     %pi
integrate(cos(x)    sin(x)   , x, 0, ---)
				      2


Result:
     3  2
beta(-, -)
     4  3
----------
    2

... Which was correct.

********************** Problem 88 ***************
Input:
		1/3    2        - %pi  %pi
integrate(cos(x)    sin (x), x, -----, ---)
				  2     2


Result:
     2  3
beta(-, -)
     3  2

... Which was correct.

********************** Problem 89 ***************
Input:
	     3	     2	      3 %pi
integrate(cos (x) sin (x), x, -----, 3 %pi)
				2


Result:
2
--
15

... Which was correct.

********************** Problem 90 ***************
Input:
		1
integrate(--------------, x, 3, 4)
		  2
	  x sqrt(x  - 9)


Result:
	   3
      asin(-)
%pi	   4
--- - -------
 6	 3

... Which was correct.

********************** Problem 91 ***************
Input:
			       1
logcontract(integrate(--------------------, x, 0, 2))
					2
		      (1 + x) sqrt(4 - x )


Result:
sqrt(3) log(sqrt(3) + 2)
------------------------
	   3

... Which was correct.

********************** Problem 92 ***************
Input:
(assume(k1 > 0), declare(k1, noninteger), 0)


Result:
0

... Which was correct.

********************** Problem 93 ***************
Input:
		    k1
integrate((- log(x))  , x, 0, 1)


Result:
gamma(k1 + 1)

... Which was correct.

********************** Problem 94 ***************
Input:
	  sqrt(log(x))
integrate(------------, x, 1, inf)
		2
	       x


Result:
sqrt(%pi)
---------
    2

... Which was correct.

********************** Problem 95 ***************
Input:
radexpand : false


Result:
false

... Which was correct.

********************** Problem 96 ***************
Input:
		1/3
	       x
integrate(--------------, x, 0, 1)
	  sqrt(- log(x))


Result:
sqrt(3) sqrt(%pi)
-----------------
	2

... Which was correct.

********************** Problem 97 ***************
Input:
radexpand : true


Result:
true

... Which was correct.

********************** Problem 98 ***************
Input:
		 sqrt(1 - sqrt(x)) log(x)
factor(integrate(------------------------, x, 0, 1))
			 sqrt(x)


Result:
16 (3 log(2) - 4)
-----------------
	9

... Which was correct.

********************** Problem 99 ***************
Input:
(assume(h > 0), 0)


Result:
0

... Which was correct.

********************** Problem 100 ***************
Input:
		  1
		  -
		  r
integrate(-----------------, r)
		    2	 2
	  sqrt(2 h r  - a )


Result:
	       2 a
  asin(-------------------)
	3/2
       2    sqrt(h) abs(r)
- -------------------------
	      a

... Which was correct.

********************** Problem 101 ***************
Input:
	 2      2
(assume(h  > 2 a  k), 0)


Result:
0

... Which was correct.

********************** Problem 102 ***************
Input:
			      1
			      -
			      r
factor(integrate(----------------------------, r))
			     4	  2	   2
		 sqrt(- 2 k r  - a  + 2 h r )


Result:
	     2	  2
	  h r  - a
asin(--------------------)
	   2	  2     2
     sqrt(h  - 2 a  k) r
--------------------------
	   2 a

... Which was correct.

********************** Problem 103 ***************
Input:
			      1
			      -
			      r
factor(integrate(---------------------------, r))
				 2	  2
		 sqrt(- 2 k r - a  + 2 h r )


Result:
		   2
	    k r + a
  asin(-------------------)
	     2	    2
       sqrt(k  + 2 a  h) r
- -------------------------
	      a

... Which was correct.

********************** Problem 104 ***************
Input:
				 1
				 -
				 r
factor(integrate(----------------------------------, r))
				   2    2	 2
		 sqrt(- 2 k r - eps  - a  + 2 h r )


Result:
		       2    2
	      k r + eps  + a
  asin(------------------------------)
	     2	       2      2
       sqrt(k  + (2 eps  + 2 a ) h) r
- ------------------------------------
		    2	 2
	    sqrt(eps  + a )

... Which was correct.

********************** Problem 105 ***************
Input:
		  x
integrate(-----------------, x)
		    2	 2
	  sqrt(2 e x  - a )


Result:
	  2    2
sqrt(2 e x  - a )
-----------------
       2 e

... Which was correct.

********************** Problem 106 ***************
Input:
		      x
integrate(--------------------------, x)
		    2	 2	  2
	  sqrt(- eps  - a  + 2 e x )


Result:
	  2	 2    2
sqrt(2 e x  - eps  - a )
------------------------
	  2 e

... Which was correct.

********************** Problem 107 ***************
Input:
	 2	  2
(assume(e  > 2 k a , k > 0, e > 0), 0)


Result:
0

... Which was correct.

********************** Problem 108 ***************
Input:
			      r
factor(integrate(----------------------------, r))
			     4	  2	   2
		 sqrt(- 2 k r  - a  + 2 e r )


Result:
	     2
	2 k r  - e
asin(-----------------)
	   2	  2
     sqrt(e  - 2 a  k)
-----------------------
   2 sqrt(2) sqrt(k)

... Which was correct.

********************** Problem 109 ***************
Input:
	   2	  2	     2
(assume(- e  + 2 a  k + 2 eps  k > 0), 0)


Result:
0

... Which was correct.

********************** Problem 110 ***************
Input:
				  r
factor(integrate(-----------------------------------, r))
			     4	    2	 2	  2
		 sqrt(- 2 k r  - eps  - a  + 2 e r )


Result:
			 2
		    2 k r  - e
  %i asinh(----------------------------)
		      2	     2	     2
	   sqrt((2 eps  + 2 a ) k - e )
- --------------------------------------
	    2 sqrt(2) sqrt(k)

... Which was correct.

********************** Problem 111 ***************
Input:
		    2	 2
(assume(E < 0, 2 E a  + k  > 0, k > 0), 0)


Result:
0

... Which was correct.

********************** Problem 112 ***************
Input:
		       r
integrate(---------------------------, r)
			  2	   2
	  sqrt(- 2 k r - a  + 2 E r )


Result:
				       4 r E - 2 k
			    k asin(-------------------)
	2	       2		   2	    2
sqrt(2 r  E - 2 k r - a )	   sqrt(8 a  E + 4 k )
------------------------- - ---------------------------
	   2 E		       2 sqrt(2) sqrt(- E) E

... Which was correct.
112/112 tests passed.
Running tests in rtestifactor: 
********************** Problem 1 ***************
Input:
primep(0)


Result:
false

... Which was correct.

********************** Problem 2 ***************
Input:
primep(1)


Result:
false

... Which was correct.

********************** Problem 3 ***************
Input:
primep(2)


Result:
true

... Which was correct.

********************** Problem 4 ***************
Input:
primep(6)


Result:
false

... Which was correct.

********************** Problem 5 ***************
Input:
primep(1741)


Result:
true

... Which was correct.

********************** Problem 6 ***************
Input:
primep(8989)


Result:
false

... Which was correct.

********************** Problem 7 ***************
Input:
primep(1738727)


Result:
true

... Which was correct.

********************** Problem 8 ***************
Input:
primep(5178997768267)


Result:
false

... Which was correct.

********************** Problem 9 ***************
Input:
next_prime(100002100000)


Result:
100002100043

... Which was correct.

********************** Problem 10 ***************
Input:
prev_prime(100002100042)


Result:
100002099971

... Which was correct.

********************** Problem 11 ***************
Input:
ifactors(226800)


Result:
[[2, 4], [3, 4], [5, 2], [7, 1]]

... Which was correct.

********************** Problem 12 ***************
Input:
ev(ifactors(226800), factors_only : true)


Result:
[2, 3, 5, 7]

... Which was correct.

********************** Problem 13 ***************
Input:
ifactors(5178997768267)


Result:
[[183823, 1], [28173829, 1]]

... Which was correct.

********************** Problem 14 ***************
Input:
(save_prt : pollard_rho_tests, pollard_rho_tests : 0)


Result:
0

... Which was correct.

********************** Problem 15 ***************
Input:
ifactors(5178997768267)


Result:
[[183823, 1], [28173829, 1]]

... Which was correct.

********************** Problem 16 ***************
Input:
(pollard_rho_tests : save_prt, 0)


Result:
0

... Which was correct.

********************** Problem 17 ***************
Input:
	   64	       34    64
power_mod(2  , 2, 1 - 2	  + 2  )


Result:
240518168561

... Which was correct.

********************** Problem 18 ***************
Input:
		 34    64
inv_mod(42, 1 - 2   + 2	 )


Result:
18007535864707547137

... Which was correct.

********************** Problem 19 ***************
Input:
power_mod(3, - 1, 41)


Result:
14

... Which was correct.

********************** Problem 20 ***************
Input:
inv_mod(3, 41)


Result:
14

... Which was correct.

********************** Problem 21 ***************
Input:
	   64		 34    64
power_mod(2  , - 2, 1 - 2   + 2	 )


Result:
18446743816011514066

... Which was correct.

********************** Problem 22 ***************
Input:
	 128	   34	 64
inv_mod(2   , 1 - 2   + 2  )


Result:
18446743816011514066

... Which was correct.

********************** Problem 23 ***************
Input:
inv_mod(3, 42)


Result:
false

... Which was correct.

********************** Problem 24 ***************
Input:
power_mod(3, - 1, 42)


Result:
false

... Which was correct.
24/24 tests passed.
Running tests in rtest_equal: 
********************** Problem 1 ***************
Input:
(prederror : false, 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
is(equal(%i, 0))


Result:
false

... Which was correct.

********************** Problem 3 ***************
Input:
is(equal([a], [a, b]))


Result:
false

... Which was correct.

********************** Problem 4 ***************
Input:
is(equal(false, false))


Result:
true

... Which was correct.

********************** Problem 5 ***************
Input:
is(equal(false, true))


Result:
false

... Which was correct.

********************** Problem 6 ***************
Input:
is(equal(true, true))


Result:
true

... Which was correct.

********************** Problem 7 ***************
Input:
is(equal(rat(matrix([x])), matrix([x])))


Result:
true

... Which was correct.

********************** Problem 8 ***************
Input:
is(equal(ident(2), rat(ident(2))))


Result:
true

... Which was correct.

********************** Problem 9 ***************
Input:
is(equal([x], [rat(x)]))


Result:
true

... Which was correct.

********************** Problem 10 ***************
Input:
	   %i z	    - %i z
is(equal(%e     - %e	  , 0))


Result:
unknown

... Which was correct.

********************** Problem 11 ***************
Input:
			3		      3
is(equal(rat((a + y + x) , x), rat((a + y + x) , y)))


Result:
true

... Which was correct.

********************** Problem 12 ***************
Input:
is(equal([1], [1]))


Result:
true

... Which was correct.

********************** Problem 13 ***************
Input:
is(equal([0], [1]))


Result:
false

... Which was correct.

********************** Problem 14 ***************
Input:
is(equal([a, 0], [a, 1]))


Result:
false

... Which was correct.

********************** Problem 15 ***************
Input:
is(equal([a, b], [a, c]))


Result:
unknown

... Which was correct.

********************** Problem 16 ***************
Input:
	      x		    1	       x - 1
is(equal(----------- - -----------, -----------))
	 2 x sqrt(2)   2 x sqrt(2)  2 x sqrt(2)


Result:
true

... Which was correct.

********************** Problem 17 ***************
Input:
	    1	  sqrt(2)
is(equal(-------, -------))
	 sqrt(2)     2


Result:
true

... Which was correct.

********************** Problem 18 ***************
Input:
is(equal(ind, ind))


Result:
false

... Which was correct.

********************** Problem 19 ***************
Input:
is(equal(und, und))


Result:
false

... Which was correct.

********************** Problem 20 ***************
Input:
(assume(equal(i, j)), 0)


Result:
0

... Which was correct.

********************** Problem 21 ***************
Input:
is(equal(x , x ))
	  i   j


Result:
true

... Which was correct.

********************** Problem 22 ***************
Input:
is(equal(f(i), f(j)))


Result:
true

... Which was correct.

********************** Problem 23 ***************
Input:
(forget(equal(i, j)), 0)


Result:
0

... Which was correct.

********************** Problem 24 ***************
Input:
is(equal(inf, infinity))


Result:
false

... Which was correct.

********************** Problem 25 ***************
Input:
is(equal(minf, minf))


Result:
true

... Which was correct.

********************** Problem 26 ***************
Input:
is(equal(minf, infinity))


Result:
false

... Which was correct.

********************** Problem 27 ***************
Input:
is(equal(minf, und))


Result:
false

... Which was correct.

********************** Problem 28 ***************
Input:
is(equal(minf, ind))


Result:
false

... Which was correct.

********************** Problem 29 ***************
Input:
is(equal(%i, 0))


Result:
false

... Which was correct.

********************** Problem 30 ***************
Input:
is(equal(%i, x))


Result:
false

... Which was correct.

********************** Problem 31 ***************
Input:
is(equal(%i, %i + x))


Result:
unknown

... Which was correct.

********************** Problem 32 ***************
Input:
is(equal(und, x))


Result:
false

... Which was correct.

********************** Problem 33 ***************
Input:
is(equal(inf, x))


Result:
false

... Which was correct.

********************** Problem 34 ***************
Input:
is(equal(inf, 0))


Result:
false

... Which was correct.

********************** Problem 35 ***************
Input:
is(equal(infinity, x))


Result:
false

... Which was correct.

********************** Problem 36 ***************
Input:
is(equal(0, 1))


Result:
false

... Which was correct.

********************** Problem 37 ***************
Input:
is(equal(0.23, 9.779999999999999))


Result:
false

... Which was correct.

********************** Problem 38 ***************
Input:
is(equal(0.23, 9.78b0))


Result:
Warning:  Float to bigfloat conversion of 0.23000000000000001
false

... Which was correct.

********************** Problem 39 ***************
Input:
	 23
is(equal(--, 9.78b0))
	 10


Result:
false

... Which was correct.

********************** Problem 40 ***************
Input:
is(equal(7, [1, 2, 3]))


Result:
false

... Which was correct.

********************** Problem 41 ***************
Input:
	      22
is(equal(%pi, --))
	      7


Result:
false

... Which was correct.

********************** Problem 42 ***************
Input:
	    1	  sqrt(2)
is(equal(-------, -------))
	 sqrt(2)     2


Result:
true

... Which was correct.

********************** Problem 43 ***************
Input:
is(equal(x, x))


Result:
true

... Which was correct.

********************** Problem 44 ***************
Input:
is(equal(x, %pi + x))


Result:
false

... Which was correct.

********************** Problem 45 ***************
Input:
		2	      2
is(equal((1 + x) , 1 + 2 x + x ))


Result:
true

... Which was correct.

********************** Problem 46 ***************
Input:
is(equal(x, 0))


Result:
unknown

... Which was correct.

********************** Problem 47 ***************
Input:
is(equal(x, %i))


Result:
false

... Which was correct.

********************** Problem 48 ***************
Input:
is(equal(%i + x, x))


Result:
false

... Which was correct.

********************** Problem 49 ***************
Input:
		  2
	      2	 x
is(equal(1 + x , --))
		 5


Result:
false

... Which was correct.

********************** Problem 50 ***************
Input:
is(equal(%i x, %i))


Result:
unknown

... Which was correct.

********************** Problem 51 ***************
Input:
is(equal([a], [b]))


Result:
unknown

... Which was correct.

********************** Problem 52 ***************
Input:
is(equal([a], [a, b]))


Result:
false

... Which was correct.

********************** Problem 53 ***************
Input:
is(equal([a], [a]))


Result:
true

... Which was correct.

********************** Problem 54 ***************
Input:
is(equal(a < b, a <= b))


Result:
false

... Which was correct.

********************** Problem 55 ***************
Input:
is(equal(a <= b, a <= b))


Result:
true

... Which was correct.

********************** Problem 56 ***************
Input:
is(equal(rat(x), x))


Result:
true

... Which was correct.

********************** Problem 57 ***************
Input:
is(equal(matrix([x]), rat(matrix([x]))))


Result:
true

... Which was correct.

********************** Problem 58 ***************
Input:
is(equal(matrix([x, y]), matrix([x, z])))


Result:
unknown

... Which was correct.

********************** Problem 59 ***************
Input:
is(equal(matrix([x, y], [p, q]), matrix([p, q], [x, y])))


Result:
unknown

... Which was correct.

********************** Problem 60 ***************
Input:
is(equal(matrix([x, y], [p, q]), matrix([p, q, s], [x, y, 8])))


Result:
false

... Which was correct.

********************** Problem 61 ***************
Input:
is(equal({u, n, k}, {u, n, k, u, n, k}))


Result:
true

... Which was correct.

********************** Problem 62 ***************
Input:
is(equal({a, b, c}, {b, a, a}))


Result:
unknown

... Which was correct.

********************** Problem 63 ***************
Input:
is(equal(abs(%i z + 1), z - %i))


Result:
false

... Which was correct.

********************** Problem 64 ***************
Input:
(assume(equal(x, y), equal(y, z)), 0)


Result:
0

... Which was correct.

********************** Problem 65 ***************
Input:
is(equal(x, z))


Result:
true

... Which was correct.

********************** Problem 66 ***************
Input:
is(equal([x], [z]))


Result:
true

... Which was correct.

********************** Problem 67 ***************
Input:
is(equal(f(x), f(z)))


Result:
true

... Which was correct.

********************** Problem 68 ***************
Input:
is(equal(%pi + f(x, y), %pi + f(y, z)))


Result:
true

... Which was correct.

********************** Problem 69 ***************
Input:
is(equal(rat(x, y), rat(z, x)))


Result:
true

... Which was correct.

********************** Problem 70 ***************
Input:
is(equal(matrix([x, y], [4, 5]), matrix([y, z], [4, 5])))


Result:
true

... Which was correct.

********************** Problem 71 ***************
Input:
is(equal(matrix([x, y], [4, 5]), matrix([y, z], [4, 15])))


Result:
false

... Which was correct.

********************** Problem 72 ***************
Input:
is(equal({x, z}, {x}))


Result:
true

... Which was correct.

********************** Problem 73 ***************
Input:
is(equal({x, sqrt(2)}, {z, sqrt(2)}))


Result:
true

... Which was correct.

********************** Problem 74 ***************
Input:
is(equal(%i y + x, %i z + y))


Result:
true

... Which was correct.

********************** Problem 75 ***************
Input:
is(equal(exp(%i x), exp(%i z)))


Result:
true

... Which was correct.

********************** Problem 76 ***************
Input:
is(equal([x, x], [y, z]))


Result:
true

... Which was correct.

********************** Problem 77 ***************
Input:
is(equal([y, y], [x, z]))


Result:
true

... Which was correct.

********************** Problem 78 ***************
Input:
is(equal(y + x, 2 z))


Result:
true

... Which was correct.

********************** Problem 79 ***************
Input:
	 z	    7 x
is(equal(- + y + x, ---))
	 3	     3


Result:
true

... Which was correct.

********************** Problem 80 ***************
Input:
is(equal(max(x, a), max(y, a)))


Result:
true

... Which was correct.

********************** Problem 81 ***************
Input:
is(equal(max(x, y, z, 8), max(x, 8)))


Result:
true

... Which was correct.

********************** Problem 82 ***************
Input:
(forget(equal(x, y), equal(y, z)), 0)


Result:
0

... Which was correct.

********************** Problem 83 ***************
Input:
is(equal(zeroa, zerob))


Result:
false

... Which was correct.

********************** Problem 84 ***************
Input:
is(equal([zeroa], [zerob]))


Result:
false

... Which was correct.

********************** Problem 85 ***************
Input:
is(equal(matrix(), matrix()))


Result:
true

... Which was correct.

********************** Problem 86 ***************
Input:
is(equal(matrix([]), matrix([])))


Result:
true

... Which was correct.

********************** Problem 87 ***************
Input:
is(equal(matrix([]), matrix([], [])))


Result:
false

... Which was correct.

********************** Problem 88 ***************
Input:
is(equal([], []))


Result:
true

... Which was correct.

********************** Problem 89 ***************
Input:
is(equal({}, {}))


Result:
true

... Which was correct.

********************** Problem 90 ***************
Input:
is(equal(a = b, a = b))


Result:
true

... Which was correct.

********************** Problem 91 ***************
Input:
is(equal(a = b, b = a))


Result:
unknown

... Which was correct.

********************** Problem 92 ***************
Input:
is(equal(a < b, b < a))


Result:
unknown

... Which was correct.

********************** Problem 93 ***************
Input:
is(equal(7, [a, b]))


Result:
false

... Which was correct.

********************** Problem 94 ***************
Input:
is(equal([a, b], 7))


Result:
false

... Which was correct.

********************** Problem 95 ***************
Input:
is(equal([a, b], a = b))


Result:
false

... Which was correct.

********************** Problem 96 ***************
Input:
is(equal(a = b, [a, b]))


Result:
false

... Which was correct.

********************** Problem 97 ***************
Input:
is(equal(a < b, b <= b))


Result:
false

... Which was correct.

********************** Problem 98 ***************
Input:
is(equal([true], []))


Result:
false

... Which was correct.

********************** Problem 99 ***************
Input:
is(equal([true], [true]))


Result:
true

... Which was correct.

********************** Problem 100 ***************
Input:
is(equal([false], [true]))


Result:
false

... Which was correct.

********************** Problem 101 ***************
Input:
is(equal(false, [false]))


Result:
false

... Which was correct.

********************** Problem 102 ***************
Input:
(oak : {macrocarpa, rubra, alba}, 0)


Result:
0

... Which was correct.

********************** Problem 103 ***************
Input:
is(equal([macrocarpa, rubra, alba], oak))


Result:
false

... Which was correct.

********************** Problem 104 ***************
Input:
is(equal(oak, [macrocarpa, rubra, alba]))


Result:
false

... Which was correct.

********************** Problem 105 ***************
Input:
is(equal({macrocarpa, rubra, alba}, oak))


Result:
true

... Which was correct.

********************** Problem 106 ***************
Input:
is(equal(oak, {macrocarpa, rubra, alba}))


Result:
true

... Which was correct.

********************** Problem 107 ***************
Input:
(assume(equal(macrocarpa, burr), equal(rubra, red), equal(alba, white)), 0)


Result:
0

... Which was correct.

********************** Problem 108 ***************
Input:
is(equal(oak, {burr, red, white}))


Result:
true

... Which was correct.

********************** Problem 109 ***************
Input:
(remvalue(oak), 0)


Result:
0

... Which was correct.

********************** Problem 110 ***************
Input:
(forget(equal(macrocarpa, burr), equal(rubra, red), equal(alba, white)), 0)


Result:
0

... Which was correct.

********************** Problem 111 ***************
Input:
(assume(equal(a, b), equal(b, c), equal(c, d)), 0)


Result:
0

... Which was correct.

********************** Problem 112 ***************
Input:
is(equal(a d, b c))


Result:
true

... Which was correct.

********************** Problem 113 ***************
Input:
is(equal(c + b + a, d + 2 a))


Result:
true

... Which was correct.

********************** Problem 114 ***************
Input:
	    3	 2	   3    2
is(equal(- c  + b  + a, - a  + a  + b))


Result:
true

... Which was correct.

********************** Problem 115 ***************
Input:
is(equal(f(a, b, c), f(d, b, a)))


Result:
true

... Which was correct.

********************** Problem 116 ***************
Input:
		 2				        2
is(equal({1, a, d }, {- d + a + 1, d, a, b, d - a + c, a }))


Result:
true

... Which was correct.

********************** Problem 117 ***************
Input:
(forget(equal(a, b), equal(b, c), equal(c, d)), 0)


Result:
0

... Which was correct.

********************** Problem 118 ***************
Input:
is(equal(lambda([], 9), lambda([], 9)))


Result:
true

... Which was correct.

********************** Problem 119 ***************
Input:
is(equal(lambda([], x), lambda([], y)))


Result:
unknown

... Which was correct.

********************** Problem 120 ***************
Input:
is(equal(lambda([x], x), lambda([z], z)))


Result:
true

... Which was correct.

********************** Problem 121 ***************
Input:
				      2
is(equal(lambda([x], x), lambda([z], z )))


Result:
unknown

... Which was correct.

********************** Problem 122 ***************
Input:
is(equal(lambda([x, y], x), lambda([z], z)))


Result:
false

... Which was correct.

********************** Problem 123 ***************
Input:
is(equal(lambda([x], true), lambda([z], false)))


Result:
false

... Which was correct.

********************** Problem 124 ***************
Input:
is(equal(lambda([x], false), lambda([z], false)))


Result:
true

... Which was correct.

********************** Problem 125 ***************
Input:
(assume(equal(p, 0)), 0)


Result:
0

... Which was correct.

********************** Problem 126 ***************
Input:
is(equal(lambda([x], p + x), lambda([y], y - p)))


Result:
true

... Which was correct.

********************** Problem 127 ***************
Input:
(forget(equal(p, 0)), 0)


Result:
0

... Which was correct.

********************** Problem 128 ***************
Input:
	     1		        1
is(equal(sum(--, kk, 1, n), sum(--, ii, 1, n)))
	     kk		        ii


Result:
true

... Which was correct.

********************** Problem 129 ***************
Input:
	     1		        1
is(equal(sum(--, kk, 1, m), sum(--, ii, 1, n)))
	     kk		        ii


Result:
unknown

... Which was correct.

********************** Problem 130 ***************
Input:
		       %pi			     %pi
is(equal(sqrt(5) - sum(---, kk, 1, n), sqrt(5) - sum(---, ii, 1, n)))
		       kk			     ii


Result:
true

... Which was correct.

********************** Problem 131 ***************
Input:
		       %pi			     %pi
is(equal(sqrt(5) - sum(---, kk, 1, m), sqrt(5) - sum(---, ii, 1, n)))
		       kk			     ii


Result:
unknown

... Which was correct.

********************** Problem 132 ***************
Input:
	     sqrt(2)		      sqrt(2)
is(equal(sum(-------, i, 1, inf), sum(-------, j, 1, inf)))
		2			 2
	       i		        j


Result:
true

... Which was correct.

********************** Problem 133 ***************
Input:
		   1
is(equal(sum(sum(-----, i, 1, j), j, 1, n), 
		 j + i
						  1
				       sum(sum(-------, ii, 1, jj), jj, 1, n)))
					       jj + ii


Result:
true

... Which was correct.

********************** Problem 134 ***************
Input:
			      2
is(equal(sum(product((jj + ii) , ii, 1, 42 jj), jj, - 7, n), 
						   2
				sum(product((j + i) , i, 1, 42 j), j, - 7, n)))


Result:
true

... Which was correct.

********************** Problem 135 ***************
Input:
is(equal({a}, {inf}))


Result:
false

... Which was correct.

********************** Problem 136 ***************
Input:
is(equal([a], [inf]))


Result:
false

... Which was correct.

********************** Problem 137 ***************
Input:
is(equal({a, b, c}, {a, b, c, minf}))


Result:
false

... Which was correct.

********************** Problem 138 ***************
Input:
is(equal({a, b, c}, {a, b, c, d}))


Result:
unknown

... Which was correct.

********************** Problem 139 ***************
Input:
is(equal({a}, {und}))


Result:
false

... Which was correct.

********************** Problem 140 ***************
Input:
is(equal({inf, und}, {inf, und}))


Result:
true

... Which was correct.

********************** Problem 141 ***************
Input:
is(equal({a}, {a, inf}))


Result:
false

... Which was correct.

********************** Problem 142 ***************
Input:
is(equal({a, inf}, {a}))


Result:
false

... Which was correct.

********************** Problem 143 ***************
Input:
is(equal({a, b}, {a, inf}))


Result:
false

... Which was correct.
143/143 tests passed.
Running tests in rtest_abs: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
abs(- 5)


Result:
5

... Which was correct.

********************** Problem 3 ***************
Input:
abs(0)


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
abs(42)


Result:
42

... Which was correct.

********************** Problem 5 ***************
Input:
!- 7!
!---!
! 8 !


Result:
7
-
8

... Which was correct.

********************** Problem 6 ***************
Input:
!27!
!--!
!5 !


Result:
27
--
5

... Which was correct.

********************** Problem 7 ***************
Input:
abs(- 2.4)


Result:
2.4

... Which was correct.

********************** Problem 8 ***************
Input:
abs(0.0)


Result:
0.0

... Which was correct.

********************** Problem 9 ***************
Input:
abs(6.0219999999999996E+23)


Result:
6.0219999999999996E+23

... Which was correct.

********************** Problem 10 ***************
Input:
abs(- 6.022b23)


Result:
6.022b23

... Which was correct.

********************** Problem 11 ***************
Input:
abs(1.066b6)


Result:
1.066b6

... Which was correct.

********************** Problem 12 ***************
Input:
abs(inf)


Result:
inf

... Which was correct.

********************** Problem 13 ***************
Input:
abs(minf)


Result:
inf

... Which was correct.

********************** Problem 14 ***************
Input:
abs(infinity)


Result:
inf

... Which was correct.

********************** Problem 15 ***************
Input:
abs(und)


Result:
und

... Which was correct.

********************** Problem 16 ***************
Input:
abs(ind)


Result:
ind

... Which was correct.

********************** Problem 17 ***************
Input:
abs(%pi)


Result:
%pi

... Which was correct.

********************** Problem 18 ***************
Input:
abs(%phi)


Result:
%phi

... Which was correct.

********************** Problem 19 ***************
Input:
abs(%i)


Result:
1

... Which was correct.

********************** Problem 20 ***************
Input:
abs(%i + 1)


Result:
sqrt(2)

... Which was correct.

********************** Problem 21 ***************
Input:
abs(cos(1))


Result:
cos(1)

... Which was correct.

********************** Problem 22 ***************
Input:
!%i + 1!
!------!
!1 - %i!


Result:
1

... Which was correct.

********************** Problem 23 ***************
Input:
abs((%i + 1) (1 - %i))


Result:
2

... Which was correct.

********************** Problem 24 ***************
Input:
abs(x) - abs(- x)


Result:
0

... Which was correct.

********************** Problem 25 ***************
Input:
abs(x y) - abs(- x y)


Result:
0

... Which was correct.

********************** Problem 26 ***************
Input:
abs(sin(x)) - abs(sin(- x))


Result:
0

... Which was correct.

********************** Problem 27 ***************
Input:
expand(abs(14 a (b - c)) - abs(- 14 a (c - b)))


Result:
0

... Which was correct.

********************** Problem 28 ***************
Input:
ratsubst(c, b, abs(x (b + a)) - abs(x (c + a)))


Result:
0

... Which was correct.

********************** Problem 29 ***************
Input:
(assume(equal(zip, 0)), 0)


Result:
0

... Which was correct.

********************** Problem 30 ***************
Input:
abs(zip x)


Result:
0

... Which was correct.

********************** Problem 31 ***************
Input:
is(equal(abs(zip + 1), 1))


Result:
true

... Which was correct.

********************** Problem 32 ***************
Input:
(forget(equal(zip, 0)), 0)


Result:
0

... Which was correct.

********************** Problem 33 ***************
Input:
abs((%i + 1) x)


Result:
sqrt(2) abs(x)

... Which was correct.

********************** Problem 34 ***************
Input:
abs((%i + 1) %pi)


Result:
sqrt(2) %pi

... Which was correct.

********************** Problem 35 ***************
Input:
!%i + 1!
!------!
!  x   !


Result:
sqrt(2)
-------
abs(x)

... Which was correct.

********************** Problem 36 ***************
Input:
ev(abs([a, b]), listarith : true)


Result:
[abs(a), abs(b)]

... Which was correct.

********************** Problem 37 ***************
Input:
ev(abs([%i, - 6]), listarith : true)


Result:
[1, 6]

... Which was correct.

********************** Problem 38 ***************
Input:
ev(abs(x = 1), listarith : true)


Result:
abs(x) = 1

... Which was correct.

********************** Problem 39 ***************
Input:
ev(abs(- x = 1), listarith : true)


Result:
abs(x) = 1

... Which was correct.

********************** Problem 40 ***************
Input:
(declare(z, complex), 0)


Result:
0

... Which was correct.

********************** Problem 41 ***************
Input:
abs(conjugate(z))


Result:
abs(z)

... Which was correct.

********************** Problem 42 ***************
Input:
abs(exp(z))


Result:
  z
%e

This is a known error in Maxima. The correct result is:
exp(realpart(z))

********************** Problem 43 ***************
Input:
	      ! 2!
subst(z = %i, !z !)


Result:
- 1

This is a known error in Maxima. The correct result is:
1

********************** Problem 44 ***************
Input:
(remove(z, complex), 0)


Result:
0

... Which was correct.

********************** Problem 45 ***************
Input:
(tellsimp(abs(a), 1 + a), abs_rules : tellsimp(abs(b), 1 + b), 0)


Result:
0

... Which was correct.

********************** Problem 46 ***************
Input:
abs(a)


Result:
a + 1

... Which was correct.

********************** Problem 47 ***************
Input:
abs(a x)


Result:
(a + 1) abs(x)

... Which was correct.

********************** Problem 48 ***************
Input:
ev(abs([a]), listarith : true)


Result:
[a + 1]

... Which was correct.

********************** Problem 49 ***************
Input:
abs(a b)


Result:
(a + 1) (b + 1)

... Which was correct.

********************** Problem 50 ***************
Input:
! 7!
!a !


Result:
       7
(a + 1)

... Which was correct.

********************** Problem 51 ***************
Input:
!     5!
!(a b) !


Result:
       5        5
(a + 1)  (b + 1)

... Which was correct.

********************** Problem 52 ***************
Input:
(remrule(abs, first(abs_rules)), remrule(abs, second(abs_rules)), 0)


Result:
0

... Which was correct.

********************** Problem 53 ***************
Input:
(remvalue(abs_rules), 0)


Result:
0

... Which was correct.

********************** Problem 54 ***************
Input:
abs(abs(x))


Result:
abs(x)

... Which was correct.

********************** Problem 55 ***************
Input:
abs(abs(- x))


Result:
abs(x)

... Which was correct.

********************** Problem 56 ***************
Input:
abs(abs(abs(x)))


Result:
abs(x)

... Which was correct.

********************** Problem 57 ***************
Input:
abs(1 + abs(abs(x)))


Result:
abs(x) + 1

... Which was correct.

********************** Problem 58 ***************
Input:
mabs(1)


Result:
1

... Which was correct.

********************** Problem 59 ***************
Input:
      2
mabs(x  + 1)


Result:
 2
x  + 1

... Which was correct.

********************** Problem 60 ***************
Input:
mabs(abs(x))


Result:
abs(x)

... Which was correct.

********************** Problem 61 ***************
Input:
	     2  ! 3    !
ratsubst(x, x , !x  + 1!)


Result:
 2
x  + 1

... Which was correct.

********************** Problem 62 ***************
Input:
ratsubst(0, a, abs(a + %pi))


Result:
%pi

... Which was correct.

********************** Problem 63 ***************
Input:
abs(1 + rat(x))


Result:
abs(x + 1)

... Which was correct.

********************** Problem 64 ***************
Input:
abs(rat(1))


Result:
1

... Which was correct.

********************** Problem 65 ***************
Input:
(qq : make_array('any, 5), 0)


Result:
0

... Which was correct.

********************** Problem 66 ***************
Input:
abs(qq)


Result:
abs({Array:  #(NIL NIL NIL NIL NIL)})

... Which was correct.

********************** Problem 67 ***************
Input:
(remvalue(qq), 0)


Result:
0

... Which was correct.

********************** Problem 68 ***************
Input:
is(equal(op(abs(a . b)), abs))


Result:
true

... Which was correct.

********************** Problem 69 ***************
Input:
	    ! <7>!
is(equal(op(!a	 !), abs))


Result:
true

... Which was correct.

********************** Problem 70 ***************
Input:
abs(taylor(exp(x), x, 0, 3)) - taylor(exp(x), x, 0, 3)


Result:
0 + . . .

... Which was correct.
70/70 tests passed.
Running tests in rtest_taylor: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
taylorinfo(x)


Result:
false

... Which was correct.

********************** Problem 3 ***************
Input:
taylorinfo(a = b)


Result:
false

... Which was correct.

********************** Problem 4 ***************
Input:
taylorinfo(taylor(x, x, 0, 5))


Result:
[[x, 0, 5]]

... Which was correct.

********************** Problem 5 ***************
Input:
taylorinfo(taylor(x, [x, y], 0, 5))


Result:
[[x, y], [0, 0], [5, 5]]

... Which was correct.

********************** Problem 6 ***************
Input:
taylorinfo(taylor(x, [x, y], 0, 5, z, a, 7))


Result:
[[x, y], [0, 0], [5, 5], [z, a, 7]]

... Which was correct.

********************** Problem 7 ***************
Input:
(tp : taylor(x, [x, a, 5, asympt]), 0)


Result:
0

... Which was correct.

********************** Problem 8 ***************
Input:
taylorinfo(tp)


Result:
[[x, a, 5, asympt]]

... Which was correct.

********************** Problem 9 ***************
Input:
taylorinfo(taylor(taylor(x, x, a, 7), y, b, 9))


Result:
[[y, b, 9], [x, a, 7]]

... Which was correct.

********************** Problem 10 ***************
Input:
taylorinfo(taylor(x, x, 0, inf))


Result:
[[x, 0, inf]]

... Which was correct.

********************** Problem 11 ***************
Input:
ratdisrep(taylor(0, x, 1, 2))


Result:
0

... Which was correct.

********************** Problem 12 ***************
Input:
ratdisrep(taylor(- 42, x, 1, 2))


Result:
- 42

... Which was correct.

********************** Problem 13 ***************
Input:
ev(ratdisrep(taylor(6.0229999999999991E+23, x, 1, 2)), keepfloat)


Result:
6.0229999999999991E+23

... Which was correct.

********************** Problem 14 ***************
Input:
ratdisrep(taylor(sqrt(5), x, 1, 2))


Result:
sqrt(5)

... Which was correct.

********************** Problem 15 ***************
Input:
ratdisrep(taylor(sqrt(5) - %i, x, 1, 2))


Result:
sqrt(5) - %i

... Which was correct.

********************** Problem 16 ***************
Input:
taylor(x , x , 0, 2)
	2   1


Result:
x  + . . .
 2

... Which was correct.

********************** Problem 17 ***************
Input:
ratdisrep(taylor(x, x, 1, 2))


Result:
x

... Which was correct.

********************** Problem 18 ***************
Input:
ratdisrep(taylor(sqrt(y) + x, x, 1, 2))


Result:
sqrt(y) + x

... Which was correct.

********************** Problem 19 ***************
Input:
ratdisrep(taylor(sqrt(y) + x (1 + x), x, 1, 2))


Result:
		 2
sqrt(y) + (x - 1)  + 3 (x - 1) + 2

... Which was correct.

********************** Problem 20 ***************
Input:
		      2
ratdisrep(taylor(%pi x  + sqrt(6) x + 1, x, - %phi, 9))


Result:
	      2
%pi (x + %phi)  + (sqrt(6) - 2 %phi %pi) (x + %phi) + (%phi + 1) %pi
							     - sqrt(6) %phi + 1

... Which was correct.

********************** Problem 21 ***************
Input:
radcan(taylor((x y + 1) (1 - x), [x, y], sqrt(2), 3))


Result:
      2
(x - x ) y - x + 1

... Which was correct.

********************** Problem 22 ***************
Input:
	       2
expand(taylor(x  y + x y, [x, y], 5, 3))


Result:
 2
x  y + x y

... Which was correct.

********************** Problem 23 ***************
Input:
taylor(rat(x (x - 1)), x, 0, 5)


Result:
       2
- x + x  + . . .

... Which was correct.

********************** Problem 24 ***************
Input:
taylor(abs(x), x, - sqrt(2), 2)


Result:
sqrt(2) - (x + sqrt(2)) + . . .

... Which was correct.

********************** Problem 25 ***************
Input:
(tp : taylor(sqrt(x + 1), x, 0, 5), 0)


Result:
0

... Which was correct.

********************** Problem 26 ***************
Input:
	    2
ratdisrep(tp )


Result:
x + 1

... Which was correct.

********************** Problem 27 ***************
Input:
		    3/4
(tp : taylor((x + 1)   , x, 0, 5), 0)


Result:
0

... Which was correct.

********************** Problem 28 ***************
Input:
	    4/3
ratdisrep(tp   )


Result:
x + 1

... Which was correct.

********************** Problem 29 ***************
Input:
		    mu
(tp : taylor((x + 1)  , x, 0, 5), 0)


Result:
0

... Which was correct.

********************** Problem 30 ***************
Input:
	    1/mu
ratdisrep(tp    )


Result:
x + 1

... Which was correct.

********************** Problem 31 ***************
Input:
		      mu
(tp : taylor((1 - a x)  , x, 0, 5), 0)


Result:
0

... Which was correct.

********************** Problem 32 ***************
Input:
	    1/mu
ratdisrep(tp    )


Result:
1 - a x

... Which was correct.

********************** Problem 33 ***************
Input:
		     x	  1/5
(tp : taylor((1 - -------)   , x, 0, 5), 0)
		  sqrt(3)


Result:
0

... Which was correct.

********************** Problem 34 ***************
Input:
	    5
ratdisrep(tp )


Result:
    sqrt(3) x
1 - ---------
	3

... Which was correct.

********************** Problem 35 ***************
Input:
(tp : taylor(sqrt(x (x - 1)), x, 1, 5), 0)


Result:
0

... Which was correct.

********************** Problem 36 ***************
Input:
	    2
ratdisrep(tp )


Result:
		 2
- 1 + x + (x - 1)

... Which was correct.

********************** Problem 37 ***************
Input:
		  1 - x
(tp : taylor(sqrt(-----), [x, y], 0, 5), 0)
		  1 - y


Result:
0

... Which was correct.

********************** Problem 38 ***************
Input:
	  2
(1 - y) tp


Result:
1 - x + . . .

... Which was correct.

********************** Problem 39 ***************
Input:
taylor(cos(x), x, 0, 4)


Result:
     2	  4
    x	 x
1 - -- + -- + . . .
    2	 24

... Which was correct.

********************** Problem 40 ***************
Input:
taylor(sin(x), x, 0, 4)


Result:
     3
    x
x - -- + . . .
    6

... Which was correct.

********************** Problem 41 ***************
Input:
taylor(tan(x), x, 0, 4)


Result:
     3
    x
x + -- + . . .
    3

... Which was correct.

********************** Problem 42 ***************
Input:
taylor(cosh(x), x, 0, 5)


Result:
     2	  4
    x	 x
1 + -- + -- + . . .
    2	 24

... Which was correct.

********************** Problem 43 ***************
Input:
taylor(sinh(x), x, 0, 5)


Result:
     3	  5
    x	 x
x + -- + --- + . . .
    6	 120

... Which was correct.

********************** Problem 44 ***************
Input:
taylor(tanh(x), x, 0, 5)


Result:
     3	    5
    x	 2 x
x - -- + ---- + . . .
    3	  15

... Which was correct.

********************** Problem 45 ***************
Input:
       sin(x)
taylor(------, x, 0, 10) - taylor(tan(x), x, 0, 10)
       cos(x)


Result:
0 + . . .

... Which was correct.

********************** Problem 46 ***************
Input:
       sin(x)	  %pi			       %pi
taylor(------, x, ---, 10) - taylor(tan(x), x, ---, 10)
       cos(x)	   6			        6


Result:
0 + . . .

... Which was correct.

********************** Problem 47 ***************
Input:
		     2
		sin(x  + x)     %pi		       2	  %pi
trigsimp(taylor(-----------, x, ---, 10) - taylor(tan(x  + x), x, ---, 10))
		     2		 6				   6
		cos(x  + x)


Result:
0

... Which was correct.

********************** Problem 48 ***************
Input:
taylor(sec(x), x, 0, 5) taylor(cos(x), x, 0, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 49 ***************
Input:
		  %pi			    %pi
taylor(sec(x), x, ---, 5) taylor(cos(x), x, ---, 5)
		   3			     3


Result:
1 + . . .

... Which was correct.

********************** Problem 50 ***************
Input:
taylor(csc(x), x, 0, 5) taylor(sin(x), x, 0, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 51 ***************
Input:
		  - %pi			      %pi
taylor(csc(x), x, -----, 5) taylor(sin(x), x, ---, 5)
		    4			       4


Result:
Cannot combine two expressions expanded at different points
 -- an error.  To debug this try debugmode(true);
1 + . . .

... Which was correct.

********************** Problem 52 ***************
Input:
taylor(cot(x), x, 0, 5) taylor(tan(x), x, 0, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 53 ***************
Input:
taylor(cot(x), x, 12, 5) taylor(tan(x), x, 12, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 54 ***************
Input:
		sinh(x)
trigsimp(taylor(-------, x, 0, 10) - taylor(tanh(x), x, 0, 10))
		cosh(x)


Result:
0

... Which was correct.

********************** Problem 55 ***************
Input:
		sinh(x)	    1			        1
trigsimp(taylor(-------, x, -, 10) - taylor(tanh(x), x, -, 10))
		cosh(x)	    6			        6


Result:
0

... Which was correct.

********************** Problem 56 ***************
Input:
		      2
		sinh(x  + x)	 %pi			 2	    %pi
trigsimp(taylor(------------, x, ---, 10) - taylor(tanh(x  + x), x, ---, 10))
		      2		  6				     6
		cosh(x  + x)


Result:
0

... Which was correct.

********************** Problem 57 ***************
Input:
taylor(sech(x), x, 0, 5) taylor(cosh(x), x, 0, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 58 ***************
Input:
		   %pi			      %pi
taylor(sech(x), x, ---, 5) taylor(cosh(x), x, ---, 5)
		    3			       3


Result:
1 + . . .

... Which was correct.

********************** Problem 59 ***************
Input:
taylor(csch(x), x, 0, 5) taylor(sinh(x), x, 0, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 60 ***************
Input:
		   %pi			      %pi
taylor(csch(x), x, ---, 5) taylor(sinh(x), x, ---, 5)
		    4			       4


Result:
1 + . . .

... Which was correct.

********************** Problem 61 ***************
Input:
taylor(coth(x), x, 0, 5) taylor(tanh(x), x, 0, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 62 ***************
Input:
taylor(coth(x), x, 12, 5) taylor(tanh(x), x, 12, 5)


Result:
1 + . . .

... Which was correct.

********************** Problem 63 ***************
Input:
taylor(log(x), x, 1, 3)


Result:
	       2	  3
	(x - 1)	   (x - 1)
x - 1 - -------- + -------- + . . .
	   2	      3

... Which was correct.

********************** Problem 64 ***************
Input:
taylor(exp(x), x, 0, 7)


Result:
	 2    3	   4    5     6	     7
	x    x	  x    x     x	    x
1 + x + -- + -- + -- + --- + --- + ---- + . . .
	2    6	  24   120   720   5040

... Which was correct.

********************** Problem 65 ***************
Input:
taylor(exp(- x), x, 0, 7)


Result:
	 2    3	   4    5     6	     7
	x    x	  x    x     x	    x
1 - x + -- - -- + -- - --- + --- - ---- + . . .
	2    6	  24   120   720   5040

... Which was correct.

********************** Problem 66 ***************
Input:
log(taylor(exp(x), x, 0, 10))


Result:
       10	 9	 8	 7     6     5	   4    3    2
      x	        x       x       x     x	    x	  x    x    x
log(------- + ------ + ----- + ---- + --- + --- + -- + -- + -- + x + 1)
    3628800   362880   40320   5040   720   120	  24   6    2

This is a known error in Maxima. The correct result is:
x

********************** Problem 67 ***************
Input:
exp(taylor(log(x), x, 1, 10))


Result:
			  10	      9		 8	    7	       6
		   (x - 1)     (x - 1)	  (x - 1)    (x - 1)    (x - 1)
expt(%e, - 1 + x - --------- + -------- - -------- + -------- - --------
		      10	  9	     8	        7	   6
					    5	       4	  3	     2
				     (x - 1)    (x - 1)	   (x - 1)    (x - 1)
				   + -------- - -------- + -------- - --------)
					5	   4	      3		 2

This is a known error in Maxima. The correct result is:
x

********************** Problem 68 ***************
Input:
(tp : taylor(x, x, 0, 5), 0)


Result:
0

... Which was correct.

********************** Problem 69 ***************
Input:
is(equal(taylor(cos(x), x, 0, 5), cos(tp)))


Result:
true

... Which was correct.

********************** Problem 70 ***************
Input:
is(equal(taylor(sin(x), x, 0, 5), sin(tp)))


Result:
true

... Which was correct.

********************** Problem 71 ***************
Input:
is(equal(taylor(tan(x), x, 0, 5), tan(tp)))


Result:
true

... Which was correct.

********************** Problem 72 ***************
Input:
is(equal(taylor(exp(x), x, 0, 5), exp(tp)))


Result:
unknown

This is a known error in Maxima. The correct result is:
true

********************** Problem 73 ***************
Input:
       2    1
taylor(-- + - + x, [x, inf, 2, asympt])
	2   x
       x


Result:
    1   2
x + - + -- + . . .
    x	 2
	x

... Which was correct.

********************** Problem 74 ***************
Input:
       2    1
taylor(-- + - + x, [x, inf, 1, asympt])
	2   x
       x


Result:
    1
x + - + . . .
    x

... Which was correct.

********************** Problem 75 ***************
Input:
taylor(jacobi_sn(x, k), x, 0, 5)


Result:
	     3	   2		  5
    (k + 1) x	 (k  + 14 k + 1) x
x - ---------- + ------------------ + . . .
	6	        120

... Which was correct.

********************** Problem 76 ***************
Input:
taylor(jacobi_cn(x, k), x, 0, 4)


Result:
     2		    4
    x	 (4 k + 1) x
1 - -- + ------------ + . . .
    2	      24

... Which was correct.

********************** Problem 77 ***************
Input:
taylor(jacobi_dn(x, k), x, 0, 4)


Result:
       2     2	       4
    k x	   (k  + 4 k) x
1 - ---- + ------------- + . . .
     2	        24

... Which was correct.

********************** Problem 78 ***************
Input:
		2			    1 - jacobi_cn(2 x, k)
taylor(jacobi_sn (x, k), x, 0, 19) - taylor(---------------------, x, 0, 19)
					    jacobi_dn(2 x, k) + 1


Result:
0 + . . .

... Which was correct.
cat tmp >debian/test_results.out
grep -q "No unexpected errors found." debian/test_results.out
rm -f tmp
touch build-stamp
 fakeroot debian/rules binary
cat debian/maximabook-19-Sept-2004.pdf.uu | uudecode >debian/maximabook-19-Sept-2004.pdf
cat debian/maxima-doc.install.in | sed "s,@MVERS@,5.12.0,g" >debian/maxima-doc.install
cat debian/maxima-emacs.install.in | sed "s,@MVERS@,5.12.0,g" >debian/maxima-emacs.install
cat debian/maxima.install.in | sed "s,@MVERS@,5.12.0,g" >debian/maxima.install
cat debian/maxima-share.install.in | sed "s,@MVERS@,5.12.0,g" >debian/maxima-share.install
cat debian/maxima-src.install.in | sed "s,@MVERS@,5.12.0,g" >debian/maxima-src.install
cat debian/maxima-test.install.in | sed "s,@MVERS@,5.12.0,g" >debian/maxima-test.install
cat debian/xmaxima.install.in | sed "s,@MVERS@,5.12.0,g" >debian/xmaxima.install
dh_testdir
dh_testroot
dh_clean -k

********************** Problem 79 ***************
Input:
		2
taylor(jacobi_cn (x, k), x, 0, 19)
			       jacobi_dn(2 x, k) + jacobi_cn(2 x, k)
		      - taylor(-------------------------------------, x, 0, 19)
				       jacobi_dn(2 x, k) + 1


Result:
0 + . . .

... Which was correct.

********************** Problem 80 ***************
Input:
		2				     2
taylor(jacobi_cn (x, k), x, 0, 15) + taylor(jacobi_sn (x, k), x, 0, 15)


Result:
1 + . . .

... Which was correct.

********************** Problem 81 ***************
Input:
		  2				       2
k taylor(jacobi_sn (x, k), x, 0, 15) + taylor(jacobi_dn (x, k), x, 0, 15)


Result:
1 + . . .

... Which was correct.

********************** Problem 82 ***************
Input:
taylor(inverse_jacobi_sn(jacobi_sn(x, k), k), x, 0, 4)


Result:
x + . . .

... Which was correct.

********************** Problem 83 ***************
Input:
taylor(jacobi_sn(inverse_jacobi_sn(x, k), k), x, 0, 4)


Result:
x + . . .

... Which was correct.

********************** Problem 84 ***************
Input:
					  jacobi_cn(x, k)
taylor(jacobi_cd(x, k), x, 0, 8) - taylor(---------------, x, 0, 8)
					  jacobi_dn(x, k)


Result:
0 + . . .

... Which was correct.

********************** Problem 85 ***************
Input:
taylor(bessel_j(0, x), x, 0, 5)


Result:
     2	  4
    x	 x
1 - -- + -- + . . .
    4	 64

... Which was correct.

********************** Problem 86 ***************
Input:
taylor(bessel_j(1, x), x, 0, 5)


Result:
     3	  5
x   x	 x
- - -- + --- + . . .
2   16	 384

... Which was correct.

********************** Problem 87 ***************
Input:
(assume(m > 0), 0)


Result:
0

... Which was correct.

********************** Problem 88 ***************
Input:
taylor(bessel_j(m, x), x, 0, 1)


Result:
		 (bessel_j(m - 1, 0) - bessel_j(m + 1, 0)) x
bessel_j(m, 0) + ------------------------------------------- + . . .
				      2

This is a known error in Maxima. The correct result is:
       m
      x
---------------
 m
2  gamma(1 + m)

********************** Problem 89 ***************
Input:
taylor(bessel_i(0, x), x, 0, 5)


Result:
`taylor' encountered an unfamiliar singularity in:
bessel_i(0, x)
 -- an error.  To debug this try debugmode(true);
		 (bessel_j(m - 1, 0) - bessel_j(m + 1, 0)) x
bessel_j(m, 0) + ------------------------------------------- + . . .
				      2

This is a known error in Maxima. The correct result is:
 4    2
x    x
-- + -- + 1
64   4

********************** Problem 90 ***************
Input:
taylor(bessel_i(1, x), x, 0, 5)


Result:
`taylor' encountered an unfamiliar singularity in:
bessel_i(1, x)
 -- an error.  To debug this try debugmode(true);
		 (bessel_j(m - 1, 0) - bessel_j(m + 1, 0)) x
bessel_j(m, 0) + ------------------------------------------- + . . .
				      2

This is a known error in Maxima. The correct result is:
 5     3
x     x	   x
--- + -- + -
384   16   2

********************** Problem 91 ***************
Input:
       bessel_i(m, x)
taylor(--------------, x, 0, 0)
	      m
	     x


Result:
bessel_i(m, 0)
-------------- + . . .
       m
      x

This is a known error in Maxima. The correct result is:
       1
---------------
 m
2  gamma(1 + m)

********************** Problem 92 ***************
Input:
taylor(gamma(x), x, 1, 1)


Result:
1 - %gamma (x - 1) + . . .

... Which was correct.

********************** Problem 93 ***************
Input:
taylor(log(gamma(x)), x, 0, 5)


Result:
				 2  2		 3      4  4	        5
			      %pi  x    zeta(3) x    %pi  x    zeta(5) x
- log(x) + . . . - %gamma x + ------- - ---------- + ------- - ----------
				12	    3	       360	   5
								        + . . .

... Which was correct.

********************** Problem 94 ***************
Input:
taylor(zeta(x), x, 0, 1)


Result:
		   !
zeta(0) + (zeta(x) !	 ) x + . . .
		  x!
		   !x = 0

This is a known error in Maxima. The correct result is:
- 1   (log(2) + log(%pi)) x
--- - ---------------------
 2	        2

********************** Problem 95 ***************
Input:
taylor(li (x), x, 0, 3)
	 1


Result:
     2	  3
    x	 x
x + -- + -- + . . .
    2	 3

... Which was correct.

********************** Problem 96 ***************
Input:
taylor(li (x), x, 0, 3)
	 s


Result:
`taylor' encountered an unfamiliar singularity in:
li (x)
  s
 -- an error.  To debug this try debugmode(true);
     2	  3
    x	 x
x + -- + -- + . . .
    2	 3

This is a known error in Maxima. The correct result is:
 3    2
x    x
-- + -- + x
 s    s
3    2

********************** Problem 97 ***************
Input:
			k
		       x
(deftaylor(unk(x), sum(--, k, 1, inf)), 0)
		       k


Result:
0

... Which was correct.

********************** Problem 98 ***************
Input:
taylor(unk(s), s, 0, 3)


Result:
     2	  3
    s	 s
s + -- + -- + . . .
    2	 3

... Which was correct.

********************** Problem 99 ***************
Input:
taylor(unk(x), x, 1, 2)


Result:
`taylor' unable to expand at a point specified in:
inf
====	    *index
\	   x
 >	   -------
/	   *index
====
*index = 1
 -- an error.  To debug this try debugmode(true);
     2	  3
    s	 s
s + -- + -- + . . .
    2	 3

This is a known error in Maxima. The correct result is:
at(unk(x) , x = 1) (x - 1) + unk(1)
	 x

********************** Problem 100 ***************
Input:
			  k
			 x
(deftaylor(nam (x), sum(-----, k, 0, inf)), 0)
	      n	        n + k


Result:
0

... Which was correct.

********************** Problem 101 ***************
Input:
taylor(nam (x), x, 0, 4)
	  5


Result:
	 2    3	   4
1   x   x    x	  x
- + - + -- + -- + -- + . . .
5   6   7    8	  9

... Which was correct.

********************** Problem 102 ***************
Input:
taylor(nam (x), x, 0, 4)
	  q


Result:
	      2	      3	      4
1     x	     x	     x	     x
- + ----- + ----- + ----- + ----- + . . .
q   q + 1   q + 2   q + 3   q + 4

... Which was correct.

********************** Problem 103 ***************
Input:
(assume(t > 0), 0)


Result:
0

... Which was correct.

********************** Problem 104 ***************
Input:
	t
       /
       [	 4					   4
taylor(I  exp(- x ) dx, t, 0, 9) - integrate(taylor(exp(- x ), x, 0, 8), x, 0, 
       ]
       /
	0
									     t)


Result:
	    !
 t	    !
/       4   !
[    - x    !
I  %e	  dx!	   + . . .
]	    !
/	    !
 0	    !
	    !t = 0

This is a known error in Maxima. The correct result is:
0

********************** Problem 105 ***************
Input:
(forget(t > 0), 0)


Result:
0

... Which was correct.

********************** Problem 106 ***************
Input:
is(equal(taylor(taylor(sqrt(y + x + 1), [x, 0, 5]), [y, 0, 7]), 
				taylor(sqrt(y + x + 1), [y, 0, 7], [x, 0, 5])))


Result:
true

... Which was correct.

********************** Problem 107 ***************
Input:
		 k
		x
taylor(sum(------------, k, 0, inf), x, 0, 3)
		 1
	   gamma(- + k)
		 2


Result:
					     2		        3
sqrt(%pi)   (2 sqrt(%pi)) x   (4 sqrt(%pi)) x	 (8 sqrt(%pi)) x
--------- + --------------- + ---------------- + ---------------- + . . .
   %pi		  %pi		   3 %pi	      15 %pi

... Which was correct.

********************** Problem 108 ***************
Input:
	    k
taylor(sum(x  a , k, 0, inf), x, 0, 1)
	       k


Result:
a  + a  x + . . .
 0    1

... Which was correct.

********************** Problem 109 ***************
Input:
	x    x
taylor(b  + a , [a, b], 0, 1)


Result:
 2  x	 2  x
1  b  + 1  a  + . . .

... Which was correct.

********************** Problem 110 ***************
Input:
taylor(x, [x], inf, 2)


Result:
		     1 2
   2		    (-)
inf  + 1     1	     x
-------- - ------ + ---- + . . .
  inf	        2      3
	   x inf    inf

This is a known error in Maxima. The correct result is:
x

********************** Problem 111 ***************
Input:
taylor(acosh(x), x, 1, 1) - taylor(logarc(acosh(x)), x, 1, 1)


Result:
0 + . . .

... Which was correct.

********************** Problem 112 ***************
Input:
	 x
taylor(------, x, inf, 1)
       log(x)


Result:
	   1
(zeroa + ------ + . . .) x + . . .
	 log(x)

This is a known error in Maxima. The correct result is:
  x
------
log(x)

********************** Problem 113 ***************
Input:
	2
taylor(x , x, minf, 2)


Result:
    1
- ------ + . . .
     1 2
  (- -)
     x

This is a known error in Maxima. The correct result is:
 2
x

********************** Problem 114 ***************
Input:
			    e
ev(taylor(log(y + sqrt(1 + y  y)), e, 0, 2), gcd : spmod)


Result:
				 (sqrt(y + 1) log(y) y) e
log(sqrt(y + 1) + y) + --------------------------------------------
			  2
		       2 y  + (2 sqrt(y + 1) + 2) y + 2 sqrt(y + 1)
			 2     4			  2     3
 + ((sqrt(y + 1) + 1) log (y) y  + (2 sqrt(y + 1) + 5) log (y) y
			  2     2		     2	      2
 + (2 sqrt(y + 1) + 4) log (y) y  + 2 sqrt(y + 1) log (y) y) e
     5			        4			   3
/(8 y  + (24 sqrt(y + 1) + 40) y  + (56 sqrt(y + 1) + 80) y
			  2
 + (48 sqrt(y + 1) + 72) y  + (24 sqrt(y + 1) + 24) y + 8 sqrt(y + 1)) + . . .

... Which was correct.

********************** Problem 115 ***************
Input:
       log(n) - n
taylor(----------, n, inf, 1)
       log(n) - 1


Result:
     1			      1
(- ------ + . . .) n + (1 + ------ + . . .) + . . .
   log(n)		    log(n)

... Which was correct.

********************** Problem 116 ***************
Input:
(m : matrix([taylor(a x + 1, x, 0, 1), 0], [0, taylor(d x + 1, x, 0, 1)]), 0)


Result:
0

... Which was correct.

********************** Problem 117 ***************
Input:
       <- 1>
(mi : m	    , 0)


Result:
0

... Which was correct.

********************** Problem 118 ***************
Input:
		      1
is(mi	  = taylor(-------, x, 0, 1))
     1, 1	   a x + 1


Result:
false

This is a known error in Maxima. The correct result is:
true

********************** Problem 119 ***************
Input:
		      1
is(mi	  = taylor(-------, x, 0, 1))
     2, 2	   d x + 1


Result:
false

This is a known error in Maxima. The correct result is:
true

********************** Problem 120 ***************
Input:
taylorp(mi    )
	  1, 1


Result:
false

This is a known error in Maxima. The correct result is:
true

********************** Problem 121 ***************
Input:
taylorp(mi    )
	  2, 2


Result:
false

This is a known error in Maxima. The correct result is:
true

********************** Problem 122 ***************
Input:
       1
taylor(--, x, minf, 2)
	2
       x


Result:
     1 2
- (- -)  + . . .
     x

This is a known error in Maxima. The correct result is:
1
--
 2
x

********************** Problem 123 ***************
Input:
       1
taylor(--, x, - inf, 2)
	2
       x


Result:
				2
 1     2 (x + inf)   3 (x + inf)
---- + ----------- + ------------ + . . .
   2	     3		    4
inf	  inf		 inf

This is a known error in Maxima. The correct result is:
1
--
 2
x

********************** Problem 124 ***************
Input:
taylor(exp(x), x, 0, 2) - taylor(exp(x), x, 0, 0)


Result:
     2
    x
x + -- + . . .
    2

This is a known error in Maxima. The correct result is:
0

********************** Problem 125 ***************
Input:
		 3
	 taylor(x , x, 0, 2)
errcatch(-------------------)
		 3
	 taylor(x , x, 0, 2)


Result:
`taylor': `taylordepth' exceeded while expanding:
	   - 1
(0 + . . .)
[]

... Which was correct.

********************** Problem 126 ***************
Input:
(remvalue(tp), 0)


Result:
0

... Which was correct.
126/126 tests passed.
Running tests in rtest_dot: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
ev(1 . 1, dotconstrules : true)


Result:
1

... Which was correct.

********************** Problem 3 ***************
Input:
ev(is(op(1 . x) = .), dotconstrules : false, dot1simp : false)


Result:
true

... Which was correct.

********************** Problem 4 ***************
Input:
 1     2
(-) . (-)
 3     3


Result:
2
-
9

... Which was correct.

********************** Problem 5 ***************
Input:
1.1 . 1.1


Result:
1.21

... Which was correct.

********************** Problem 6 ***************
Input:
1.1 . 1.1b0


Result:
Warning:  Float to bigfloat conversion of 1.1000000000000001
1.21b0

... Which was correct.

********************** Problem 7 ***************
Input:
3.1 . 5


Result:
15.5

... Which was correct.

********************** Problem 8 ***************
Input:
1 . x


Result:
x

... Which was correct.

********************** Problem 9 ***************
Input:
x . 1


Result:
x

... Which was correct.

********************** Problem 10 ***************
Input:
0 . x


Result:
0

... Which was correct.

********************** Problem 11 ***************
Input:
x . 0


Result:
0

... Which was correct.

********************** Problem 12 ***************
Input:
x . dotident


Result:
x

... Which was correct.

********************** Problem 13 ***************
Input:
dotident . x


Result:
x

... Which was correct.

********************** Problem 14 ***************
Input:
 <0>
x


Result:
1

... Which was correct.

********************** Problem 15 ***************
Input:
    <0>
ev(x   , dotident : id)


Result:
id

... Which was correct.

********************** Problem 16 ***************
Input:
 <2>    <5>
a    . a


Result:
 <7>
a

... Which was correct.

********************** Problem 17 ***************
Input:
 <2>    <- 2>
a    . a


Result:
1

... Which was correct.

********************** Problem 18 ***************
Input:
		 <- 1>
(x + 1) . (x + 1)


Result:
1

... Which was correct.

********************** Problem 19 ***************
Input:
    2		     2	       <- 1>
(- x  + x + 1) . (- x  + x + 1)


Result:
1

... Which was correct.

********************** Problem 20 ***************
Input:
    2	      <2>       2	  <- 2>
(- x  + x + 1)	  . (- x  + x + 1)


Result:
1

... Which was correct.

********************** Problem 21 ***************
Input:
ev(a . (c + b), dotdistrib : true)


Result:
a . c + a . b

... Which was correct.

********************** Problem 22 ***************
Input:
ev(a . (b - c), dotdistrib : true)


Result:
a . b - a . c

... Which was correct.

********************** Problem 23 ***************
Input:
	c
ev(a . (- + b), dotdistrib : true)
	5


Result:
a . c
----- + a . b
  5

... Which was correct.

********************** Problem 24 ***************
Input:
		    <2>
ev(is(equal(a . a, a   )), dotexptsimp : false, prederror : false)


Result:
unknown

... Which was correct.

********************** Problem 25 ***************
Input:
		    <2>
ev(is(equal(a . a, a   )), dotexptsimp : true)


Result:
true

... Which was correct.

********************** Problem 26 ***************
Input:
ev(a . a, dotexptsimp : true)


Result:
 <2>
a

... Which was correct.

********************** Problem 27 ***************
Input:
	 <2>
a . a - a


Result:
0

... Which was correct.

********************** Problem 28 ***************
Input:
 <5>    <7>
a    . a


Result:
 <12>
a

... Which was correct.

********************** Problem 29 ***************
Input:
ev(is(equal(a . a, a a)), prederror : false)


Result:
unknown

... Which was correct.

********************** Problem 30 ***************
Input:
ev(is(equal(a . b, b . a)), prederror : false)


Result:
unknown

... Which was correct.

********************** Problem 31 ***************
Input:
	     <2>   2
ev(is(equal(a   , a )), prederror : false)


Result:
unknown

... Which was correct.

********************** Problem 32 ***************
Input:
			  <2>
ev(is(equal(a . (b . a), a    . b)), prederror : false)


Result:
unknown

... Which was correct.

********************** Problem 33 ***************
Input:
		   <- 1>      <- 2>
expand((1 + vt . (a      . u))	   )


Result:
	<- 1>	  <2>	        <- 1>	      <- 1>
((vt . a      . u)    + 2 vt . a      . u + 1)

... Which was correct.

********************** Problem 34 ***************
Input:
	  <- 1>		 <- 1>
ev((1 + a)      . (1 + a)     , expon : 2)


Result:
  <2>	        <- 1>
(a    + 2 a + 1)

... Which was correct.

********************** Problem 35 ***************
Input:
	  <2>
ev((b + a)   , expand)


Result:
	 <2>	        <2>
b . a + b    + a . b + a

... Which was correct.

********************** Problem 36 ***************
Input:
	  <- 2>
ev((b + a)     , expand)


Result:
	  <2>		 <2> <- 1>
(b . a + b    + a . b + a   )

... Which was correct.

********************** Problem 37 ***************
Input:
	  <2>
ev((a - b)   , expand)


Result:
	   <2>		  <2>
- b . a + b    - a . b + a

... Which was correct.

********************** Problem 38 ***************
Input:
	      <2>
ev((7 b + 5 a)	 , expand)


Result:
	       <2>		    <2>
35 b . a + 49 b	   + 35 a . b + 25 a

... Which was correct.

********************** Problem 39 ***************
Input:
	  <2>
ev((a . b)   , expand, dotexptsimp : false)


Result:
a . b . a . b

... Which was correct.

********************** Problem 40 ***************
Input:
	  <- 1>
ev((a . b)     , expand, dotexptsimp : false)


Result:
       <- 1>
(a . b)

... Which was correct.

********************** Problem 41 ***************
Input:
ev(a . (b . (a . b)), dotexptsimp : true)


Result:
       <2>
(a . b)

... Which was correct.

********************** Problem 42 ***************
Input:
		 <2>			  <2>
ev(expand((x . y)    . y - x . (y . (x . y   ))), dotexptsimp : false)


Result:
0

... Which was correct.

********************** Problem 43 ***************
Input:
5 a . b - a . (5 b)


Result:
0

... Which was correct.

********************** Problem 44 ***************
Input:
(5 a) . b - 5 a . b


Result:
0

... Which was correct.

********************** Problem 45 ***************
Input:
a . (5 b) - 5 a . b


Result:
0

... Which was correct.

********************** Problem 46 ***************
Input:
(declare(alpha, scalar), 0)


Result:
0

... Which was correct.

********************** Problem 47 ***************
Input:
ev(alpha . x, dotscrules : true)


Result:
alpha x

... Which was correct.

********************** Problem 48 ***************
Input:
ev((alpha . a) . b, dotscrules : true)


Result:
alpha a . b

... Which was correct.

********************** Problem 49 ***************
Input:
ev(a . (alpha . b), dotscrules : true)


Result:
alpha a . b

... Which was correct.

********************** Problem 50 ***************
Input:
ev(is(equal(a . (b . c), (a . b) . c)), dotassoc : true, prederror : false)


Result:
true

... Which was correct.

********************** Problem 51 ***************
Input:
ev(is(equal(a . (b . c), (a . b) . c)), dotassoc : false, prederror : false)


Result:
unknown

... Which was correct.

********************** Problem 52 ***************
Input:
(declare(., commutative), 0)


Result:
0

... Which was correct.

********************** Problem 53 ***************
Input:
is(equal(a . b, b . a))


Result:
true

... Which was correct.

********************** Problem 54 ***************
Input:
is(equal(a . (b . (c . d)), (a . b) . (c . d)))


Result:
true

... Which was correct.

********************** Problem 55 ***************
Input:
(remove(., commutative), 0)


Result:
0

... Which was correct.
55/55 tests passed.
Running tests in rtest_mset: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
(x : 123, y : abc, 0)


Result:
0

... Which was correct.

********************** Problem 3 ***************
Input:
defstruct(f(x, y, z))


Result:
[f(x, y, z)]

... Which was correct.

********************** Problem 4 ***************
Input:
myrecord : new(f)


Result:
f(x, y, z)

... Which was correct.

********************** Problem 5 ***************
Input:
myrecord@y : 45


Result:
45

... Which was correct.

********************** Problem 6 ***************
Input:
myrecord


Result:
f(x, y = 45, z)

... Which was correct.

********************** Problem 7 ***************
Input:
[x, y, z, myrecord@x, myrecord@y, myrecord@z]


Result:
[123, abc, z, myrecord@x, 45, myrecord@z]

... Which was correct.

********************** Problem 8 ***************
Input:
('(myrecord@y), [op(%%), args(%%)])


Result:
[@, [myrecord, y]]

... Which was correct.

********************** Problem 9 ***************
Input:
(kill(y), myrecord@y)


Result:
45

... Which was correct.

********************** Problem 10 ***************
Input:
[kill(f), errcatch(new(f)), errcatch(myrecord@x)]


Result:
 new: don't know anything about `f'.
Unknown field in record:
x
[done, [], []]

... Which was correct.

********************** Problem 11 ***************
Input:
defstruct(f(x, y = (y = 3.14159), z))


Result:
[f(x, y = 3.14159, z)]

... Which was correct.

********************** Problem 12 ***************
Input:
ff : new(f)


Result:
f(x, y = 3.14159, z)

... Which was correct.

********************** Problem 13 ***************
Input:
(ff@y : 2.71828, ff)


Result:
f(x, y = 2.71828, z)

... Which was correct.

********************** Problem 14 ***************
Input:
k : h(g(aa, bb), cc)


Result:
h(g(aa, bb), cc)

... Which was correct.

********************** Problem 15 ***************
Input:
errcatch(k@1@2 : dd)


Result:
Left-hand side doesn't appear to be a defstruct object:
k@1
[]

... Which was correct.

********************** Problem 16 ***************
Input:
defstruct(h(xx, yy), g(uu, vv))


Result:
[h(xx, yy), g(uu, vv)]

... Which was correct.

********************** Problem 17 ***************
Input:
(k@1@2 : dd, k)


Result:
h(xx = g(uu = aa, vv = dd), yy = cc)

... Which was correct.

********************** Problem 18 ***************
Input:
x : new(h)


Result:
h(xx, yy)

... Which was correct.

********************** Problem 19 ***************
Input:
x@yy : new(g)


Result:
g(uu, vv)

... Which was correct.

********************** Problem 20 ***************
Input:
x


Result:
h(xx, yy = g(uu, vv))

... Which was correct.

********************** Problem 21 ***************
Input:
x@yy@vv : 123


Result:
123

... Which was correct.

********************** Problem 22 ***************
Input:
x


Result:
h(xx, yy = g(uu, vv = 123))

... Which was correct.

********************** Problem 23 ***************
Input:
	       1
(yy : %i, vv : -, 0)
	       2


Result:
0

... Which was correct.

********************** Problem 24 ***************
Input:
[x@yy, x@yy@vv]


Result:
[g(uu, vv = 123), 123]

... Which was correct.

********************** Problem 25 ***************
Input:
string('(x@yy@vv + x@yy))


Result:
x@yy@vv+x@yy

... Which was correct.

********************** Problem 26 ***************
Input:
(kill(x@yy@vv), [x, x@yy, x@yy@vv])


Result:
[h(xx, yy = g(uu, vv)), g(uu, vv), x@yy@vv]

... Which was correct.

********************** Problem 27 ***************
Input:
(kill(x@yy), [x, x@yy])


Result:
[h(xx, yy), x@yy]

... Which was correct.

********************** Problem 28 ***************
Input:
(kill(x), x)


Result:
x

... Which was correct.

********************** Problem 29 ***************
Input:
block([uu0 : 123, vv0 : 456], x : new(h(xx = new(g), 
					     yy = new(g(uu = uu0, vv = vv0)))))


Result:
h(xx = g(uu, vv), yy = g(uu = 123, vv = 456))

... Which was correct.

********************** Problem 30 ***************
Input:
([a00, a01, b00, b01] : [123, 456, 789, 987], 
block([a0 : '(a01 + a00), b0 : '(b01 + b00)], 
defstruct(foo(a = (a = a0), b = (b = b0)))))


Result:
[foo(a = a01 + a00, b = b01 + b00)]

... Which was correct.

********************** Problem 31 ***************
Input:
y : new(foo)


Result:
foo(a = a01 + a00, b = b01 + b00)

... Which was correct.

********************** Problem 32 ***************
Input:
ev(y)


Result:
foo(a = 579, b = 1776)

... Which was correct.

********************** Problem 33 ***************
Input:
ev(sin(1 + x@xx), '(x@xx) = %e)


Result:
sin(%e + 1)

... Which was correct.

********************** Problem 34 ***************
Input:
ev(sin(1 + x@yy@uu), '(x@yy@uu) = %i)


Result:
sin(%i + 1)

... Which was correct.

********************** Problem 35 ***************
Input:
x


Result:
h(xx = g(uu, vv), yy = g(uu = 123, vv = 456))

... Which was correct.

********************** Problem 36 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 37 ***************
Input:
[a, b, c] : [x, y, z]


Result:
[x, y, z]

... Which was correct.

********************** Problem 38 ***************
Input:
[x, y, z] : [11, 22, 33]


Result:
[11, 22, 33]

... Which was correct.

********************** Problem 39 ***************
Input:
[x, y, z]


Result:
[11, 22, 33]

... Which was correct.

********************** Problem 40 ***************
Input:
[x, y, z] : x y z


Result:
[7986, 7986, 7986]

... Which was correct.

********************** Problem 41 ***************
Input:
[x, y, z]


Result:
[7986, 7986, 7986]

... Which was correct.

********************** Problem 42 ***************
Input:
(kill(a, b), [a, b] : [b, 2 a])


Result:
[b, 2 a]

... Which was correct.

********************** Problem 43 ***************
Input:
[a, b] : [b, 2 a]


Result:
[2 a, 2 b]

... Which was correct.

********************** Problem 44 ***************
Input:
[a, b] : [b, 2 a]


Result:
[2 b, 4 a]

... Which was correct.

********************** Problem 45 ***************
Input:
[a, b] : [b, 2 a]


Result:
[4 a, 4 b]

... Which was correct.

********************** Problem 46 ***************
Input:
[a, b] : [b, 2 a]


Result:
[4 b, 8 a]

... Which was correct.

********************** Problem 47 ***************
Input:
(kgcd(a, b) := (while b # 0 do [a, b] : [b, remainder(a, b)], abs(a)), 
						    kgcd(11 7 5 3, 17 13 11 7))


Result:
77

... Which was correct.

********************** Problem 48 ***************
Input:
(i : 10, j : 20, [i, j] : [j, i])


Result:
[20, 10]

... Which was correct.

********************** Problem 49 ***************
Input:
[i, j]


Result:
[20, 10]

... Which was correct.

********************** Problem 50 ***************
Input:
[i, i] : [1, 2]


Result:
[1, 2]

... Which was correct.

********************** Problem 51 ***************
Input:
i


Result:
2

... Which was correct.

********************** Problem 52 ***************
Input:
a : [1, 2, 3, 4]


Result:
[1, 2, 3, 4]

... Which was correct.

********************** Problem 53 ***************
Input:
(i : 2, [i, a ] : [4, 11])
	     i


Result:
[4, 11]

... Which was correct.

********************** Problem 54 ***************
Input:
a


Result:
[1, 11, 3, 4]

... Which was correct.

********************** Problem 55 ***************
Input:
[a , a ] : [a , a ]
  1   2	     3	 4


Result:
[3, 4]

... Which was correct.

********************** Problem 56 ***************
Input:
a


Result:
[3, 4, 3, 4]

... Which was correct.

********************** Problem 57 ***************
Input:
(a : [1, 2, 3, 4], i : 0, [a	     , a	 ] : [a	        , a	    ])
			    i : 1 + i   i : 1 + i      i : 1 + i   i : 1 + i


Result:
[1, 2]

... Which was correct.

********************** Problem 58 ***************
Input:
a


Result:
[1, 2, 1, 2]

... Which was correct.

********************** Problem 59 ***************
Input:
(L : '([a, b, c]), L :: [11, 22, 33], [a, b, c])


Result:
[11, 22, 33]

... Which was correct.
59/59 tests passed.
Running tests in rtest_boolean: 
********************** Problem 1 ***************
Input:
(kill(all), 0)


Result:
0

... Which was correct.

********************** Problem 2 ***************
Input:
['("and"()), '("or"())]


Result:
[true, false]

... Which was correct.

********************** Problem 3 ***************
Input:
(a : true, b : false, c : true, 0)


Result:
0

... Which was correct.

********************** Problem 4 ***************
Input:
('(a and b), [op(%%), args(%%)])


Result:
[and, [a, b]]

... Which was correct.

********************** Problem 5 ***************
Input:
('(a or b), [op(%%), args(%%)])


Result:
[or, [a, b]]

... Which was correct.

********************** Problem 6 ***************
Input:
('(not a), [op(%%), args(%%)])


Result:
[not, [a]]

... Which was correct.

********************** Problem 7 ***************
Input:
('(a and b or c and d), [op(%%), args(%%)])


Result:
[or, [a and b, c and d]]

... Which was correct.

********************** Problem 8 ***************
Input:
('((a or b) and (c or d)), [op(%%), args(%%)])


Result:
[and, [a or b, c or d]]

... Which was correct.

********************** Problem 9 ***************
Input:
'(a and true)


Result:
a

... Which was correct.

********************** Problem 10 ***************
Input:
'(a and false)


Result:
false

... Which was correct.

********************** Problem 11 ***************
Input:
'(a or true)


Result:
true

... Which was correct.

********************** Problem 12 ***************
Input:
'(a or false)


Result:
a

... Which was correct.

********************** Problem 13 ***************
Input:
'([true and true, true and false, true or true, true or false, false and true, 
			       false and false, false or true, false or false])


Result:
[true, false, true, true, false, false, true, false]

... Which was correct.

********************** Problem 14 ***************
Input:
'((a or true) and (b or true))


Result:
true

... Which was correct.

********************** Problem 15 ***************
Input:
'(a and true or b and true)


Result:
a or b

... Which was correct.

********************** Problem 16 ***************
Input:
'(a or b or c or false)


Result:
a or b or c

... Which was correct.

********************** Problem 17 ***************
Input:
'(a and b and c and true)


Result:
a and b and c

... Which was correct.

********************** Problem 18 ***************
Input:
'(not (a and b))


Result:
not a or not b

... Which was correct.

********************** Problem 19 ***************
Input:
'(not a and b)


Result:
not a and b

... Which was correct.

********************** Problem 20 ***************
Input:
'(not (a or b))


Result:
not a and not b

... Which was correct.

********************** Problem 21 ***************
Input:
'(not (a or b or c or d or e))


Result:
not a and not b and not c and not d and not e

... Which was correct.

********************** Problem 22 ***************
Input:
'(not (a and b and c and d and e))


Result:
not a or not b or not c or not d or not e

... Which was correct.

********************** Problem 23 ***************
Input:
'(not (a or b and c or d and e))


Result:
not a and (not b or not c) and (not d or not e)

... Which was correct.

********************** Problem 24 ***************
Input:
'(not (a and not b or c and not d and not e))


Result:
(not a or b) and (not c or d or e)

... Which was correct.

********************** Problem 25 ***************
Input:
'(not a or b)


Result:
not a or b

... Which was correct.

********************** Problem 26 ***************
Input:
'(not not a)


Result:
a

... Which was correct.

********************** Problem 27 ***************
Input:
'(not not not a)


Result:
not a

... Which was correct.

********************** Problem 28 ***************
Input:
'(not not not not a)


Result:
a

... Which was correct.

********************** Problem 29 ***************
Input:
kill(all)


Result:
done

... Which was correct.

********************** Problem 30 ***************
Input:
('(x and b and ((h and d) and c) and y), [op(%%), args(%%)])


Result:
[and, [x, b, h, d, c, y]]

... Which was correct.

********************** Problem 31 ***************
Input:
('(x or b or ((h or d) or c) or y), [op(%%), args(%%)])


Result:
[or, [x, b, h, d, c, y]]

... Which was correct.

********************** Problem 32 ***************
Input:
'(x and b and ((h or d) or c) and (y and q and e))


Result:
x and b and (h or d or c) and y and q and e

... Which was correct.

********************** Problem 33 ***************
Input:
(x and b and ((h and d) and c) and y, [op(%%), args(%%)])


Result:
[and, [x, b, h, d, c, y]]

... Which was correct.

********************** Problem 34 ***************
Input:
(x or b or ((h or d) or c) or y, [op(%%), args(%%)])


Result:
[or, [x, b, h, d, c, y]]

... Which was correct.

********************** Problem 35 ***************
Input:
x and b and ((h or d) or c) and (y and q and e)


Result:
x and b and (h or d or c) and y and q and e

... Which was correct.

********************** Problem 36 ***************
Input:
(kill(a, b, c), 0)


Result:
0

... Which was correct.

********************** Problem 37 ***************
Input:
('((a : true) and (b : false) and c : foo()), [op(%%), args(%%), a, b, c])


Result:
[and, [a : true, b : false, c : foo()], a, b, c]

... Which was correct.

********************** Problem 38 ***************
Input:
('(not a : true), [op(%%), args(%%), a])


Result:
[not, [a : true], a]

... Which was correct.

********************** Problem 39 ***************
Input:
expr : '(a > b and (equal(c, d) or e = 1) and not f <= g or notequal(h, %pi))


Result:
a > b and (equal(c, d) or e = 1) and f > g or notequal(h, %pi)

... Which was correct.

********************** Problem 40 ***************
Input:
'(a > b and b > c and true or a < b and b < c and true or false or not true)


Result:
a > b and b > c or a < b and b < c

... Which was correct.

********************** Problem 41 ***************
Input:
'(not not not not a > b)


Result:
a > b

... Which was correct.

********************** Problem 42 ***************
Input:
'(not not not not not a > b)


Result:
a <= b

... Which was correct.

********************** Problem 43 ***************
Input:
'(not not not false and not not not not true)


Result:
true

... Which was correct.

********************** Problem 44 ***************
Input:
'(not foo(a))


Result:
not foo(a)

... Which was correct.

********************** Problem 45 ***************
Input:
'([is(not a > b or false), is(not a > b or true), is(not a > b and false)])


Result:
[is(a <= b), true, false]

... Which was correct.

********************** Problem 46 ***************
Input:
'([is(not a > b or false), is(not a > b or true), is(not a > b and false)])


Result:
[is(a <= b), true, false]

... Which was correct.

********************** Problem 47 ***************
Input:
'([maybe(not a > b or false), maybe(not a > b or true), 
						   maybe(not a > b and false)])


Result:
[maybe(a <= b), true, false]

... Which was correct.

********************** Problem 48 ***************
Input:
'([maybe(not a > b or false), maybe(not a > b or true), 
						   maybe(not a > b and false)])


Result:
[maybe(a <= b), true, false]

... Which was correct.

********************** Problem 49 ***************
Input:
["and"(), "or"()]


Result:
[true, false]

... Which was correct.

********************** Problem 50 ***************
Input:
(a and b, [op(%%), args(%%)])


Result:
[and, [a, b]]

... Which was correct.

********************** Problem 51 ***************
Input:
(a or b, [op(%%), args(%%)])


Result:
[or, [a, b]]

... Which was correct.

********************** Problem 52 ***************
Input:
(not a, [op(%%), args(%%)])


Result:
[not, [a]]

... Which was correct.

********************** Problem 53 ***************
Input:
(a and b or c and d, [op(%%), args(%%)])


Result:
[or, [a and b, c and d]]

... Which was correct.

********************** Problem 54 ***************
Input:
((a or b) and (c or d), [op(%%), args(%%)])


Result:
[and, [a or b, c or d]]

... Which was correct.

********************** Problem 55 ***************
Input:
a and true


Result:
a

... Which was correct.

********************** Problem 56 ***************
Input:
a and false


Result:
false

... Which was correct.

********************** Problem 57 ***************
Input:
a or true


Result:
true

... Which was correct.

********************** Problem 58 ***************
Input:
a or false


Result:
a

... Which was correct.

********************** Problem 59 ***************
Input:
(a or true) and (b or true)


Result:
true

... Which was correct.

********************** Problem 60 ***************
Input:
a and true or b and true


Result:
a or b

... Which was correct.

********************** Problem 61 ***************
Input:
a or b or c or false


Result:
a or b or c

... Which was correct.

********************** Problem 62 ***************
Input:
a and b and c and true


Result:
a and b and c

... Which was correct.

********************** Problem 63 ***************
Input:
not (a and b)


Result:
not a or not b

... Which was correct.

********************** Problem 64 ***************
Input:
not a and b


Result:
not a and b

... Which was correct.

********************** Problem 65 ***************
Input:
not (a or b)


Result:
not a and not b

... Which was correct.

********************** Problem 66 ***************
Input:
not (a or b or c or d or e)


Result:
not a and not b and not c and not d and not e

... Which was correct.

********************** Problem 67 ***************
Input:
not (a and b and c and d and e)


Result:
not a or not b or not c or not d or not e

... Which was correct.

********************** Problem 68 ***************
Input:
not (a or b and c or d and e)


Result:
not a and (not b or not c) and (not d or not e)

... Which was correct.

********************** Problem 69 ***************
Input:
not (a and not b or c and not d and not e)


Result:
(not a or b) and (not c or d or e)

... Which was correct.

********************** Problem 70 ***************
Input:
not a or b


Result:
not a or b

... Which was correct.

********************** Problem 71 ***************
Input:
not not a


Result:
a

... Which was correct.

********************** Problem 72 ***************
Input:
not not not a


Result:
not a

... Which was correct.

********************** Problem 73 ***************
Input:
not not not not a


Result:
a

... Which was correct.

********************** Problem 74 ***************
Input:
((a : true) and (b : true) and c : foo(), [%%, a, b, c])


Result:
[foo(), true, true, foo()]

... Which was correct.

********************** Problem 75 ***************
Input:
(not a : bar(), [%%, a])


Result:
[not bar(), bar()]

... Which was correct.

********************** Problem 76 ***************
Input:
(kill(a, b, c), 0)


Result:
0

... Which was correct.

********************** Problem 77 ***************
Input:
expr : a > b and (equal(c, d) or e = 1) and not f <= g or notequal(h, %pi)


Result:
a > b and equal(c, d) and f > g or notequal(h, %pi)

... Which was correct.

********************** Problem 78 ***************
Input:
ev(a > b and equal(c, d) and f > g or notequal(h, %pi), e = 1)


Result:
a > b and equal(c, d) and f > g or notequal(h, %pi)

... Which was correct.

********************** Problem 79 ***************
Input:
ev(a > b and equal(c, d) and f > g or notequal(h, %pi), e = 1, h = %e)


Result:
true

... Which was correct.

********************** Problem 80 ***************
Input:
ev(a > b and equal(c, d) and f > g or notequal(h, %pi), e = 1, h = %pi)


Result:
a > b and equal(c, d) and f > g

... Which was correct.

********************** Problem 81 ***************
Input:
ev(a > b and equal(c, d) and f > g or notequal(h, %pi), e = 89, f = 1 + g)


Result:
a > b and equal(c, d) or notequal(h, %pi)

... Which was correct.

********************** Problem 82 ***************
Input:
(assume(notequal(c, d), equal(f, 100), g < 0), 0)


Result:
0

... Which was correct.

********************** Problem 83 ***************
Input:
ev(a > b and equal(c, d) and f > g or notequal(h, %pi), e = 1)


Result:
notequal(h, %pi)

... Which was correct.

********************** Problem 84 ***************
Input:
a > b and b > c and true or a < b and b < c and true or false or not true


Result:
a > b and b > c or a < b and b < c

... Which was correct.

********************** Problem 85 ***************
Input:
not not not not a > b


Result:
a > b

... Which was correct.

********************** Problem 86 ***************
Input:
not not not not not a > b


Result:
a <= b

... Which was correct.

********************** Problem 87 ***************
Input:
not not not false and not not not not true


Result:
true

... Which was correct.

********************** Problem 88 ***************
Input:
ev(is(a > b or a > c), prederror = false)


Result:
unknown

... Which was correct.

********************** Problem 89 ***************
Input:
errcatch(ev(is(a > b or a > c), prederror = true))


Result:
Maxima was unable to evaluate the predicate:
a > b
[]

... Which was correct.

********************** Problem 90 ***************
Input:
[is(not a > b or true), is(not a > b and false), is(not a > b or true), 
						       is(not a > b and false)]


Result:
[true, false, true, false]

... Which was correct.

********************** Problem 91 ***************
Input:
[maybe(not a > b or false), maybe(not a > b or true), 
						    maybe(not a > b and false)]


Result:
[unknown, true, false]

... Which was correct.

********************** Problem 92 ***************
Input:
[maybe(not a > b or false), maybe(not a > b or true), 
						    maybe(not a > b and false)]


Result:
[maybe(a <= b), true, false]

... Which was correct.

********************** Problem 93 ***************
Input:
is(not a > b or true)


Result:
true

... Which was correct.

********************** Problem 94 ***************
Input:
is(not a > b and false)


Result:
false

... Which was correct.

********************** Problem 95 ***************
Input:
ev(maybe(not a > b or false), prederror = false)


Result:
unknown

... Which was correct.

********************** Problem 96 ***************
Input:
ev(maybe(not a > b or false), prederror = true)


Result:
Maxima was unable to evaluate the predicate:
a > b
 -- an error.  To debug this try debugmode(true);
unknown

... Which was correct.

********************** Problem 97 ***************
Input:
				    1000
ev(maybe(not a > b), a = 100.0, b = ----)
				     3


Result:
true

... Which was correct.

********************** Problem 98 ***************
Input:
				    1000
ev(maybe(not a > b), b = 100.0, a = ----)
				     3


Result:
false

... Which was correct.

********************** Problem 99 ***************
Input:
(kill(aa, bb, cc, dd), implies(a%, b%) := not a% or b%, 
equivalent(a%, b%) := implies(a%, b%) and implies(b%, a%), 
translate(implies, equivalent))


Result:
[implies, equivalent]

... Which was correct.

********************** Problem 100 ***************
Input:
implies(aa and bb, cc or dd)


Result:
(not aa or not bb) or cc or dd

... Which was correct.

********************** Problem 101 ***************
Input:
implies(aa and bb, aa)


Result:
(not aa or not bb) or aa

... Which was correct.

********************** Problem 102 ***************
Input:
equivalent(aa, aa)


Result:
(not aa or aa) and (not aa or aa)

... Which was correct.

********************** Problem 103 ***************
Input:
(kill(all), r => s := not r or s, infix(=>), 
implies(ante, conse, listvar) := block([expr, npos, maxn, combis : [], bits, 
					    npos
quot, div], npos : length(listvar), maxn : 2     - 1, 
expr : not ante or conse, for i from 0 thru maxn 
do (bits : [], quot : i, for j thru npos 
do (div : divide(quot, 2), quot : div , bits : cons(listvar  = div , bits)), 
				     1			   j	  2
combis : cons(subst([1 = true, 0 = false], bits), combis)), 
apply("and", makelist(subst(k, expr), k, combis))), 0)


Result:
0

... Which was correct.

********************** Problem 104 ***************
Input:
implies((p or q) and q => r and p => s and not r, s, [p, q, r, s])


Result:
true

... Which was correct.

********************** Problem 105 ***************
Input:
(kill(x, y, z), expr : charfun(- 1 < x and x < 1))


Result:
charfun(- 1 < x and x < 1)

... Which was correct.

********************** Problem 106 ***************
Input:
	      1		       - 3
[ev(expr, x = -), ev(expr, x = ---)]
	      2		        2


Result:
[1, 0]

... Which was correct.

********************** Problem 107 ***************
Input:
expr : charfun(x > 0 or y > 0)


Result:
charfun(x > 0 or y > 0)

... Which was correct.

********************** Problem 108 ***************
Input:
	      1		       - 3		  - 3	   - 3
[ev(expr, x = -), ev(expr, x = ---), ev(expr, x = ---, y = ---)]
	      2		        2		   2	    4


Result:
[1, charfun(y > 0), 0]

... Which was correct.
108/108 tests passed.


No unexpected errors found.
real time       :     24.890 secs
run-gbc time    :     18.670 secs
child run time  :      0.880 secs
gbc time        :      4.210 secs
(%o0) 				     done
/usr/bin/make install DESTDIR=$(pwd)/debian/tmp INSTALL="/usr/bin/install -D"
make[1]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
Making install in src
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
test -z "/usr/bin" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/bin"
 /usr/bin/install -D 'maxima' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/bin/maxima'
 /usr/bin/install -D 'rmaxima' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/bin/rmaxima'
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/lib/maxima/5.12.0/binary-gcl"
/usr/bin/install -D binary-gcl/maxima "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/lib/maxima/5.12.0/binary-gcl/maxima"
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src
 /usr/bin/install -D -m 644 ./acall.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/acall.lisp
 /usr/bin/install -D -m 644 ./airy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/airy.lisp
 /usr/bin/install -D -m 644 ./algfac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/algfac.lisp
 /usr/bin/install -D -m 644 ./algsys.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/algsys.lisp
 /usr/bin/install -D -m 644 ./ar.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ar.lisp
 /usr/bin/install -D -m 644 ./askp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/askp.lisp
 /usr/bin/install -D -m 644 ./asum.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/asum.lisp
 /usr/bin/install -D -m 644 ./autol.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/autol.lisp
 /usr/bin/install -D -m 644 ./bessel.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/bessel.lisp
 /usr/bin/install -D -m 644 ./buildq.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/buildq.lisp
 /usr/bin/install -D -m 644 ./cl-info.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/cl-info.lisp
 /usr/bin/install -D -m 644 ./clmacs.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/clmacs.lisp
 /usr/bin/install -D -m 644 ./combin.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/combin.lisp
 /usr/bin/install -D -m 644 ./comm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/comm.lisp
 /usr/bin/install -D -m 644 ./comm2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/comm2.lisp
 /usr/bin/install -D -m 644 ./command-line.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/command-line.lisp
 /usr/bin/install -D -m 644 ./commac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/commac.lisp
 /usr/bin/install -D -m 644 ./compar.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/compar.lisp
 /usr/bin/install -D -m 644 ./compat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/compat.lisp
 /usr/bin/install -D -m 644 ./conjugate.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/conjugate.lisp
 /usr/bin/install -D -m 644 ./cpoly.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/cpoly.lisp
 /usr/bin/install -D -m 644 ./csimp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/csimp.lisp
 /usr/bin/install -D -m 644 ./csimp2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/csimp2.lisp
 /usr/bin/install -D -m 644 ./db.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/db.lisp
 /usr/bin/install -D -m 644 ./defcal.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/defcal.lisp
 /usr/bin/install -D -m 644 ./defint.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/defint.lisp
 /usr/bin/install -D -m 644 ./defopt.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/defopt.lisp
 /usr/bin/install -D -m 644 ./desoln.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/desoln.lisp
 /usr/bin/install -D -m 644 ./displa.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/displa.lisp
 /usr/bin/install -D -m 644 ./displm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/displm.lisp
 /usr/bin/install -D -m 644 ./dskfn.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/dskfn.lisp
 /usr/bin/install -D -m 644 ./elim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/elim.lisp
 /usr/bin/install -D -m 644 ./ellipt.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ellipt.lisp
 /usr/bin/install -D -m 644 ./evalw.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/evalw.lisp
 /usr/bin/install -D -m 644 ./ezgcd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ezgcd.lisp
 /usr/bin/install -D -m 644 ./factor.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/factor.lisp
 /usr/bin/install -D -m 644 ./fcall.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/fcall.lisp
 /usr/bin/install -D -m 644 ./float.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/float.lisp
 /usr/bin/install -D -m 644 ./fortra.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/fortra.lisp
 /usr/bin/install -D -m 644 ./generate-sys-proclaim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/generate-sys-proclaim.lisp
 /usr/bin/install -D -m 644 ./generr.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/generr.lisp
 /usr/bin/install -D -m 644 ./gnuplot.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/gnuplot.lisp
 /usr/bin/install -D -m 644 ./grind.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/grind.lisp
 /usr/bin/install -D -m 644 ./hayat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/hayat.lisp
 /usr/bin/install -D -m 644 ./homog.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/homog.lisp
 /usr/bin/install -D -m 644 ./hyp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/hyp.lisp
 /usr/bin/install -D -m 644 ./hypgeo.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/hypgeo.lisp
 /usr/bin/install -D -m 644 ./ifactor.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ifactor.lisp
 /usr/bin/install -D -m 644 ./init-cl.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/init-cl.lisp
 /usr/bin/install -D -m 644 ./inmis.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/inmis.lisp
 /usr/bin/install -D -m 644 ./intpol.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/intpol.lisp
 /usr/bin/install -D -m 644 ./invert.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/invert.lisp
 /usr/bin/install -D -m 644 ./irinte.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/irinte.lisp
 /usr/bin/install -D -m 644 ./kclmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/kclmac.lisp
 /usr/bin/install -D -m 644 ./laplac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/laplac.lisp
 /usr/bin/install -D -m 644 ./ldisp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ldisp.lisp
 /usr/bin/install -D -m 644 ./lesfac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/lesfac.lisp
 /usr/bin/install -D -m 644 ./letmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/letmac.lisp
 /usr/bin/install -D -m 644 ./limit.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/limit.lisp
 /usr/bin/install -D -m 644 ./lmdcls.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/lmdcls.lisp
 /usr/bin/install -D -m 644 ./logarc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/logarc.lisp
 /usr/bin/install -D -m 644 ./macdes.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/macdes.lisp
 /usr/bin/install -D -m 644 ./macsys.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/macsys.lisp
 /usr/bin/install -D -m 644 ./mactex.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mactex.lisp
 /usr/bin/install -D -m 644 ./marray.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/marray.lisp
 /usr/bin/install -D -m 644 ./mat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mat.lisp
 /usr/bin/install -D -m 644 ./matcom.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/matcom.lisp
 /usr/bin/install -D -m 644 ./matrix.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/matrix.lisp
 /usr/bin/install -D -m 644 ./matrun.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/matrun.lisp
 /usr/bin/install -D -m 644 ./max_ext.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/max_ext.lisp
 /usr/bin/install -D -m 644 ./maxima-package.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/maxima-package.lisp
 /usr/bin/install -D -m 644 ./maxmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/maxmac.lisp
 /usr/bin/install -D -m 644 ./maxmin.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/maxmin.lisp
 /usr/bin/install -D -m 644 ./mdebug.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mdebug.lisp
 /usr/bin/install -D -m 644 ./mdefun.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mdefun.lisp
 /usr/bin/install -D -m 644 ./mdot.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mdot.lisp
 /usr/bin/install -D -m 644 ./merror.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/merror.lisp
 /usr/bin/install -D -m 644 ./mforma.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mforma.lisp
 /usr/bin/install -D -m 644 ./mformt.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mformt.lisp
 /usr/bin/install -D -m 644 ./mhayat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mhayat.lisp
 /usr/bin/install -D -m 644 ./mlisp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mlisp.lisp
 /usr/bin/install -D -m 644 ./mload.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mload.lisp
 /usr/bin/install -D -m 644 ./mmacro.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mmacro.lisp
 /usr/bin/install -D -m 644 ./mopers.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mopers.lisp
 /usr/bin/install -D -m 644 ./mormac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mormac.lisp
 /usr/bin/install -D -m 644 ./mrgmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mrgmac.lisp
 /usr/bin/install -D -m 644 ./mstuff.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mstuff.lisp
 /usr/bin/install -D -m 644 ./mtrace.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mtrace.lisp
 /usr/bin/install -D -m 644 ./mutils.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/mutils.lisp
 /usr/bin/install -D -m 644 ./nalgfa.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nalgfa.lisp
 /usr/bin/install -D -m 644 ./newdet.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/newdet.lisp
 /usr/bin/install -D -m 644 ./newinv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/newinv.lisp
 /usr/bin/install -D -m 644 ./nforma.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nforma.lisp
 /usr/bin/install -D -m 644 ./nisimp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nisimp.lisp
 /usr/bin/install -D -m 644 ./nparse.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nparse.lisp
 /usr/bin/install -D -m 644 ./nrat4.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nrat4.lisp
 /usr/bin/install -D -m 644 ./nregex.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nregex.lisp
 /usr/bin/install -D -m 644 ./nset.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nset.lisp
 /usr/bin/install -D -m 644 ./numer.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numer.lisp
 /usr/bin/install -D -m 644 ./numerm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerm.lisp
 /usr/bin/install -D -m 644 ./nummod.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/nummod.lisp
 /usr/bin/install -D -m 644 ./numth.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numth.lisp
 /usr/bin/install -D -m 644 ./openmath.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/openmath.lisp
 /usr/bin/install -D -m 644 ./opers.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/opers.lisp
 /usr/bin/install -D -m 644 ./optim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/optim.lisp
 /usr/bin/install -D -m 644 ./optimize.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/optimize.lisp
 /usr/bin/install -D -m 644 ./option.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/option.lisp
 /usr/bin/install -D -m 644 ./outmis.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/outmis.lisp
 /usr/bin/install -D -m 644 ./pade.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/pade.lisp
 /usr/bin/install -D -m 644 ./parse-body.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/parse-body.lisp
 /usr/bin/install -D -m 644 ./plot.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/plot.lisp
 /usr/bin/install -D -m 644 ./pois2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/pois2.lisp
 /usr/bin/install -D -m 644 ./pois3.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/pois3.lisp
 /usr/bin/install -D -m 644 ./polyrz.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/polyrz.lisp
 /usr/bin/install -D -m 644 ./procs.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/procs.lisp
 /usr/bin/install -D -m 644 ./psolve.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/psolve.lisp
 /usr/bin/install -D -m 644 ./rand-mt19937.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rand-mt19937.lisp
 /usr/bin/install -D -m 644 ./rat3a.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rat3a.lisp
 /usr/bin/install -D -m 644 ./rat3b.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rat3b.lisp
 /usr/bin/install -D -m 644 ./rat3c.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rat3c.lisp
 /usr/bin/install -D -m 644 ./rat3d.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rat3d.lisp
 /usr/bin/install -D -m 644 ./rat3e.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rat3e.lisp
 /usr/bin/install -D -m 644 ./ratmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ratmac.lisp
 /usr/bin/install -D -m 644 ./ratout.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ratout.lisp
 /usr/bin/install -D -m 644 ./ratpoi.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ratpoi.lisp
 /usr/bin/install -D -m 644 ./residu.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/residu.lisp
 /usr/bin/install -D -m 644 ./result.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/result.lisp
 /usr/bin/install -D -m 644 ./risch.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/risch.lisp
 /usr/bin/install -D -m 644 ./rpart.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rpart.lisp
 /usr/bin/install -D -m 644 ./runtim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/runtim.lisp
 /usr/bin/install -D -m 644 ./rzmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/rzmac.lisp
 /usr/bin/install -D -m 644 ./schatc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/schatc.lisp
 /usr/bin/install -D -m 644 ./scs.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/scs.lisp
 /usr/bin/install -D -m 644 ./series.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/series.lisp
 /usr/bin/install -D -m 644 ./server.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/server.lisp
 /usr/bin/install -D -m 644 ./simp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/simp.lisp
 /usr/bin/install -D -m 644 ./sin.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sin.lisp
 /usr/bin/install -D -m 644 ./sinint.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sinint.lisp
 /usr/bin/install -D -m 644 ./sloop.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sloop.lisp
 /usr/bin/install -D -m 644 ./solve.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/solve.lisp
 /usr/bin/install -D -m 644 ./specfn.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/specfn.lisp
 /usr/bin/install -D -m 644 ./spgcd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/spgcd.lisp
 /usr/bin/install -D -m 644 ./sprdet.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sprdet.lisp
 /usr/bin/install -D -m 644 ./strmac.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/strmac.lisp
 /usr/bin/install -D -m 644 ./sublis.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sublis.lisp
 /usr/bin/install -D -m 644 ./sumcon.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sumcon.lisp
 /usr/bin/install -D -m 644 ./suprv1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/suprv1.lisp
 /usr/bin/install -D -m 644 ./sys-proclaim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/sys-proclaim.lisp
 /usr/bin/install -D -m 644 ./tlimit.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/tlimit.lisp
 /usr/bin/install -D -m 644 ./todd-coxeter.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/todd-coxeter.lisp
 /usr/bin/install -D -m 644 ./trans1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trans1.lisp
 /usr/bin/install -D -m 644 ./trans2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trans2.lisp
 /usr/bin/install -D -m 644 ./trans3.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trans3.lisp
 /usr/bin/install -D -m 644 ./trans4.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trans4.lisp
 /usr/bin/install -D -m 644 ./trans5.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trans5.lisp
 /usr/bin/install -D -m 644 ./transf.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/transf.lisp
 /usr/bin/install -D -m 644 ./transl.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/transl.lisp
 /usr/bin/install -D -m 644 ./transm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/transm.lisp
 /usr/bin/install -D -m 644 ./transq.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/transq.lisp
 /usr/bin/install -D -m 644 ./transs.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/transs.lisp
 /usr/bin/install -D -m 644 ./trdata.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trdata.lisp
 /usr/bin/install -D -m 644 ./trgred.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trgred.lisp
 /usr/bin/install -D -m 644 ./trigi.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trigi.lisp
 /usr/bin/install -D -m 644 ./trigo.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trigo.lisp
 /usr/bin/install -D -m 644 ./trmode.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trmode.lisp
 /usr/bin/install -D -m 644 ./troper.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/troper.lisp
 /usr/bin/install -D -m 644 ./trpred.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trpred.lisp
 /usr/bin/install -D -m 644 ./trprop.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trprop.lisp
 /usr/bin/install -D -m 644 ./trutil.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/trutil.lisp
 /usr/bin/install -D -m 644 ./ufact.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/ufact.lisp
 /usr/bin/install -D -m 644 ./utils.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/utils.lisp
 /usr/bin/install -D -m 644 ./zero.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/zero.lisp
 /usr/bin/install -D -m 644 ./autoconf-variables.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/autoconf-variables.lisp
 /usr/bin/install -D -m 644 ./numerical/f2cl-lib.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/f2cl-lib.lisp
 /usr/bin/install -D -m 644 ./numerical/f2cl-package.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/f2cl-package.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/d9aimp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/d9aimp.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/d9b0mp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/d9b0mp.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/d9b1mp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/d9b1mp.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/d9lgmc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/d9lgmc.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/d9upak.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/d9upak.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/daie.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/daie.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dai.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dai.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dasyik.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dasyik.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dasyjy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dasyjy.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesi0.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesi0.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesi1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesi1.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesi.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesi.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesj0.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesj0.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesj1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesj1.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesj.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesj.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesk0.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesk0.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesk1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesk1.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesk.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesk.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesy0.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesy0.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesy1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesy1.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/dbesy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/dbesy.lisp
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 /usr/bin/install -D -m 644 ./numerical/slatec/zshch.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zshch.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zsqrt.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zsqrt.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zuchk.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zuchk.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zunhj.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zunhj.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zuni1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zuni1.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zuni2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zuni2.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zunik.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zunik.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zunk1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zunk1.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zunk2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zunk2.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zuoik.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zuoik.lisp
 /usr/bin/install -D -m 644 ./numerical/slatec/zwrsk.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/numerical/slatec/zwrsk.lisp
 /usr/bin/install -D -m 644 ./autoconf-variables.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/src/autoconf-variables.lisp
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/src'
Making install in lisp-utils
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
make[3]: Nothing to be done for `install-exec-am'.
make[3]: Nothing to be done for `install-data-am'.
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/lisp-utils'
Making install in tests
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
make[3]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests
 /usr/bin/install -D -m 644 ./rexamples.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rexamples.mac
 /usr/bin/install -D -m 644 ./rtest10.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest10.mac
 /usr/bin/install -D -m 644 ./rtest11.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest11.mac
 /usr/bin/install -D -m 644 ./rtest12.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest12.mac
 /usr/bin/install -D -m 644 ./rtest13.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest13.mac
 /usr/bin/install -D -m 644 ./rtest13s.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest13s.mac
 /usr/bin/install -D -m 644 ./rtest14.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest14.mac
 /usr/bin/install -D -m 644 ./rtest15.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest15.mac
 /usr/bin/install -D -m 644 ./rtest16.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest16.mac
 /usr/bin/install -D -m 644 ./rtest1a.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest1a.mac
 /usr/bin/install -D -m 644 ./rtest1.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest1.mac
 /usr/bin/install -D -m 644 ./rtest2.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest2.mac
 /usr/bin/install -D -m 644 ./rtest3.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest3.mac
 /usr/bin/install -D -m 644 ./rtest4.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest4.mac
 /usr/bin/install -D -m 644 ./rtest5.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest5.mac
 /usr/bin/install -D -m 644 ./rtest6a.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest6a.mac
 /usr/bin/install -D -m 644 ./rtest6b.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest6b.mac
 /usr/bin/install -D -m 644 ./rtest6.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest6.mac
 /usr/bin/install -D -m 644 ./rtest7.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest7.mac
 /usr/bin/install -D -m 644 ./rtest8.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest8.mac
 /usr/bin/install -D -m 644 ./rtest9a.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest9a.mac
 /usr/bin/install -D -m 644 ./rtest9.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest9.mac
 /usr/bin/install -D -m 644 ./rtestode.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestode.mac
 /usr/bin/install -D -m 644 ./rtestode_zp.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestode_zp.mac
 /usr/bin/install -D -m 644 ./rtestnset.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestnset.mac
 /usr/bin/install -D -m 644 ./rtesthyp.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtesthyp.mac
 /usr/bin/install -D -m 644 ./rtestmt19937.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestmt19937.mac
 /usr/bin/install -D -m 644 ./mcond_display_elseif.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/mcond_display_elseif.mac
 /usr/bin/install -D -m 644 ./mcond_display_elseif.out /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/mcond_display_elseif.out
 /usr/bin/install -D -m 644 ./rtestmcond_display.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestmcond_display.mac
 /usr/bin/install -D -m 644 ./rtest_allnummod.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_allnummod.mac
 /usr/bin/install -D -m 644 ./rtestconjugate.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestconjugate.mac
 /usr/bin/install -D -m 644 ./rtestsum.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestsum.mac
 /usr/bin/install -D -m 644 ./rtest_trig.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_trig.mac
 /usr/bin/install -D -m 644 ./rtest_zeta.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_zeta.mac
 /usr/bin/install -D -m 644 ./rtest_diff_invtrig.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_diff_invtrig.mac
 /usr/bin/install -D -m 644 ./rtest_scalarp.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_scalarp.mac
 /usr/bin/install -D -m 644 ./rtest_everysome.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_everysome.mac
 /usr/bin/install -D -m 644 ./rtestint.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestint.mac
 /usr/bin/install -D -m 644 ./rtestifactor.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtestifactor.mac
 /usr/bin/install -D -m 644 ./rtest_equal.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_equal.mac
 /usr/bin/install -D -m 644 ./rtest_abs.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_abs.mac
 /usr/bin/install -D -m 644 ./rtest_taylor.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_taylor.mac
 /usr/bin/install -D -m 644 ./rtest_dot.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_dot.mac
 /usr/bin/install -D -m 644 ./rtest_mset.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_mset.mac
 /usr/bin/install -D -m 644 ./rtest_boolean.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/rtest_boolean.mac
 /usr/bin/install -D -m 644 ./testsuite.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/tests/testsuite.lisp
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/tests'
Making install in doc
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
Making install in info
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
Making install in es
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es
 /usr/bin/install -D -m 644 ./contents.hhc /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/contents.hhc
 /usr/bin/install -D -m 644 ./index.hhk /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/index.hhk
 /usr/bin/install -D -m 644 ./header.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/header.hhp
 /usr/bin/install -D -m 644 ./maxima.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima.hhp
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es
 /usr/bin/install -D -m 644 ./maxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima.html
 /usr/bin/install -D -m 644 ./maxima_10.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_10.html
 /usr/bin/install -D -m 644 ./maxima_11.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_11.html
 /usr/bin/install -D -m 644 ./maxima_12.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_12.html
 /usr/bin/install -D -m 644 ./maxima_13.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_13.html
 /usr/bin/install -D -m 644 ./maxima_14.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_14.html
 /usr/bin/install -D -m 644 ./maxima_15.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_15.html
 /usr/bin/install -D -m 644 ./maxima_16.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_16.html
 /usr/bin/install -D -m 644 ./maxima_17.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_17.html
 /usr/bin/install -D -m 644 ./maxima_18.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_18.html
 /usr/bin/install -D -m 644 ./maxima_19.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_19.html
 /usr/bin/install -D -m 644 ./maxima_1.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_1.html
 /usr/bin/install -D -m 644 ./maxima_20.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_20.html
 /usr/bin/install -D -m 644 ./maxima_21.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_21.html
 /usr/bin/install -D -m 644 ./maxima_22.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_22.html
 /usr/bin/install -D -m 644 ./maxima_23.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_23.html
 /usr/bin/install -D -m 644 ./maxima_24.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_24.html
 /usr/bin/install -D -m 644 ./maxima_25.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_25.html
 /usr/bin/install -D -m 644 ./maxima_26.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_26.html
 /usr/bin/install -D -m 644 ./maxima_27.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_27.html
 /usr/bin/install -D -m 644 ./maxima_28.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_28.html
 /usr/bin/install -D -m 644 ./maxima_29.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_29.html
 /usr/bin/install -D -m 644 ./maxima_2.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_2.html
 /usr/bin/install -D -m 644 ./maxima_30.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_30.html
 /usr/bin/install -D -m 644 ./maxima_31.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_31.html
 /usr/bin/install -D -m 644 ./maxima_32.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_32.html
 /usr/bin/install -D -m 644 ./maxima_33.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_33.html
 /usr/bin/install -D -m 644 ./maxima_34.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_34.html
 /usr/bin/install -D -m 644 ./maxima_35.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_35.html
 /usr/bin/install -D -m 644 ./maxima_36.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_36.html
 /usr/bin/install -D -m 644 ./maxima_37.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_37.html
 /usr/bin/install -D -m 644 ./maxima_38.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_38.html
 /usr/bin/install -D -m 644 ./maxima_39.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_39.html
 /usr/bin/install -D -m 644 ./maxima_3.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_3.html
 /usr/bin/install -D -m 644 ./maxima_40.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_40.html
 /usr/bin/install -D -m 644 ./maxima_41.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_41.html
 /usr/bin/install -D -m 644 ./maxima_42.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_42.html
 /usr/bin/install -D -m 644 ./maxima_43.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_43.html
 /usr/bin/install -D -m 644 ./maxima_44.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_44.html
 /usr/bin/install -D -m 644 ./maxima_45.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_45.html
 /usr/bin/install -D -m 644 ./maxima_46.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_46.html
 /usr/bin/install -D -m 644 ./maxima_47.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_47.html
 /usr/bin/install -D -m 644 ./maxima_48.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_48.html
 /usr/bin/install -D -m 644 ./maxima_49.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_49.html
 /usr/bin/install -D -m 644 ./maxima_4.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_4.html
 /usr/bin/install -D -m 644 ./maxima_50.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_50.html
 /usr/bin/install -D -m 644 ./maxima_51.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_51.html
 /usr/bin/install -D -m 644 ./maxima_52.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_52.html
 /usr/bin/install -D -m 644 ./maxima_53.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_53.html
 /usr/bin/install -D -m 644 ./maxima_54.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_54.html
 /usr/bin/install -D -m 644 ./maxima_55.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_55.html
 /usr/bin/install -D -m 644 ./maxima_56.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_56.html
 /usr/bin/install -D -m 644 ./maxima_57.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_57.html
 /usr/bin/install -D -m 644 ./maxima_58.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_58.html
 /usr/bin/install -D -m 644 ./maxima_59.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_59.html
 /usr/bin/install -D -m 644 ./maxima_5.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_5.html
 /usr/bin/install -D -m 644 ./maxima_60.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_60.html
 /usr/bin/install -D -m 644 ./maxima_61.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_61.html
 /usr/bin/install -D -m 644 ./maxima_62.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_62.html
 /usr/bin/install -D -m 644 ./maxima_63.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_63.html
 /usr/bin/install -D -m 644 ./maxima_64.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_64.html
 /usr/bin/install -D -m 644 ./maxima_65.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_65.html
 /usr/bin/install -D -m 644 ./maxima_66.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_66.html
 /usr/bin/install -D -m 644 ./maxima_67.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_67.html
 /usr/bin/install -D -m 644 ./maxima_68.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_68.html
 /usr/bin/install -D -m 644 ./maxima_69.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_69.html
 /usr/bin/install -D -m 644 ./maxima_6.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_6.html
 /usr/bin/install -D -m 644 ./maxima_70.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_70.html
 /usr/bin/install -D -m 644 ./maxima_71.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_71.html
 /usr/bin/install -D -m 644 ./maxima_72.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_72.html
 /usr/bin/install -D -m 644 ./maxima_73.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_73.html
 /usr/bin/install -D -m 644 ./maxima_74.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_74.html
 /usr/bin/install -D -m 644 ./maxima_75.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_75.html
 /usr/bin/install -D -m 644 ./maxima_76.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_76.html
 /usr/bin/install -D -m 644 ./maxima_77.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_77.html
 /usr/bin/install -D -m 644 ./maxima_78.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_78.html
 /usr/bin/install -D -m 644 ./maxima_79.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_79.html
 /usr/bin/install -D -m 644 ./maxima_7.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_7.html
 /usr/bin/install -D -m 644 ./maxima_80.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_80.html
 /usr/bin/install -D -m 644 ./maxima_81.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_81.html
 /usr/bin/install -D -m 644 ./maxima_82.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_82.html
 /usr/bin/install -D -m 644 ./maxima_83.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_83.html
 /usr/bin/install -D -m 644 ./maxima_84.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_84.html
 /usr/bin/install -D -m 644 ./maxima_85.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_85.html
 /usr/bin/install -D -m 644 ./maxima_8.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_8.html
 /usr/bin/install -D -m 644 ./maxima_9.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_9.html
 /usr/bin/install -D -m 644 ./maxima_abt.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_abt.html
 /usr/bin/install -D -m 644 ./maxima_fot.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_fot.html
 /usr/bin/install -D -m 644 ./maxima_ovr.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_ovr.html
 /usr/bin/install -D -m 644 ./maxima_toc.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es/maxima_toc.html
test -z "/usr/share/info/es" || mkdir -p -- "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es"
 /usr/bin/install -D -m 644 './maxima.info' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info'
 /usr/bin/install -D -m 644 './maxima.info-1' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-1'
 /usr/bin/install -D -m 644 './maxima.info-2' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-2'
 /usr/bin/install -D -m 644 './maxima.info-3' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-3'
 /usr/bin/install -D -m 644 './maxima.info-4' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-4'
 /usr/bin/install -D -m 644 './maxima.info-5' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-5'
 /usr/bin/install -D -m 644 './maxima.info-6' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-6'
 /usr/bin/install -D -m 644 './maxima.info-7' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima.info-7'
/usr/bin/install -D -m 644 maxima-index.lisp "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es/maxima-index.lisp"
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es'
Making install in es.utf8
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8
 /usr/bin/install -D -m 644 ./contents.hhc /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/contents.hhc
 /usr/bin/install -D -m 644 ./index.hhk /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/index.hhk
 /usr/bin/install -D -m 644 ./header.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/header.hhp
test -z "/usr/share/info/es.utf8" || mkdir -p -- "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8"
 /usr/bin/install -D -m 644 './maxima.info' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info'
 /usr/bin/install -D -m 644 './maxima.info-1' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-1'
 /usr/bin/install -D -m 644 './maxima.info-2' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-2'
 /usr/bin/install -D -m 644 './maxima.info-3' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-3'
 /usr/bin/install -D -m 644 './maxima.info-4' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-4'
 /usr/bin/install -D -m 644 './maxima.info-5' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-5'
 /usr/bin/install -D -m 644 './maxima.info-6' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-6'
 /usr/bin/install -D -m 644 './maxima.info-7' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima.info-7'
/usr/bin/install -D -m 644 maxima-index.lisp "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/es.utf8/maxima-index.lisp"
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8
 /usr/bin/install -D -m 644 ./maxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima.html
 /usr/bin/install -D -m 644 ./maxima_10.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_10.html
 /usr/bin/install -D -m 644 ./maxima_11.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_11.html
 /usr/bin/install -D -m 644 ./maxima_12.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_12.html
 /usr/bin/install -D -m 644 ./maxima_13.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_13.html
 /usr/bin/install -D -m 644 ./maxima_14.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_14.html
 /usr/bin/install -D -m 644 ./maxima_15.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_15.html
 /usr/bin/install -D -m 644 ./maxima_16.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_16.html
 /usr/bin/install -D -m 644 ./maxima_17.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_17.html
 /usr/bin/install -D -m 644 ./maxima_18.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_18.html
 /usr/bin/install -D -m 644 ./maxima_19.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_19.html
 /usr/bin/install -D -m 644 ./maxima_1.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_1.html
 /usr/bin/install -D -m 644 ./maxima_20.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_20.html
 /usr/bin/install -D -m 644 ./maxima_21.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_21.html
 /usr/bin/install -D -m 644 ./maxima_22.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_22.html
 /usr/bin/install -D -m 644 ./maxima_23.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_23.html
 /usr/bin/install -D -m 644 ./maxima_24.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_24.html
 /usr/bin/install -D -m 644 ./maxima_25.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_25.html
 /usr/bin/install -D -m 644 ./maxima_26.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_26.html
 /usr/bin/install -D -m 644 ./maxima_27.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_27.html
 /usr/bin/install -D -m 644 ./maxima_28.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_28.html
 /usr/bin/install -D -m 644 ./maxima_29.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_29.html
 /usr/bin/install -D -m 644 ./maxima_2.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_2.html
 /usr/bin/install -D -m 644 ./maxima_30.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_30.html
 /usr/bin/install -D -m 644 ./maxima_31.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_31.html
 /usr/bin/install -D -m 644 ./maxima_32.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_32.html
 /usr/bin/install -D -m 644 ./maxima_33.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_33.html
 /usr/bin/install -D -m 644 ./maxima_34.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_34.html
 /usr/bin/install -D -m 644 ./maxima_35.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_35.html
 /usr/bin/install -D -m 644 ./maxima_36.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_36.html
 /usr/bin/install -D -m 644 ./maxima_37.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_37.html
 /usr/bin/install -D -m 644 ./maxima_38.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_38.html
 /usr/bin/install -D -m 644 ./maxima_39.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_39.html
 /usr/bin/install -D -m 644 ./maxima_3.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_3.html
 /usr/bin/install -D -m 644 ./maxima_40.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_40.html
 /usr/bin/install -D -m 644 ./maxima_41.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_41.html
 /usr/bin/install -D -m 644 ./maxima_42.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_42.html
 /usr/bin/install -D -m 644 ./maxima_43.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_43.html
 /usr/bin/install -D -m 644 ./maxima_44.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_44.html
 /usr/bin/install -D -m 644 ./maxima_45.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_45.html
 /usr/bin/install -D -m 644 ./maxima_46.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_46.html
 /usr/bin/install -D -m 644 ./maxima_47.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_47.html
 /usr/bin/install -D -m 644 ./maxima_48.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_48.html
 /usr/bin/install -D -m 644 ./maxima_49.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_49.html
 /usr/bin/install -D -m 644 ./maxima_4.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_4.html
 /usr/bin/install -D -m 644 ./maxima_50.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_50.html
 /usr/bin/install -D -m 644 ./maxima_51.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_51.html
 /usr/bin/install -D -m 644 ./maxima_52.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_52.html
 /usr/bin/install -D -m 644 ./maxima_53.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_53.html
 /usr/bin/install -D -m 644 ./maxima_54.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_54.html
 /usr/bin/install -D -m 644 ./maxima_55.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_55.html
 /usr/bin/install -D -m 644 ./maxima_56.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_56.html
 /usr/bin/install -D -m 644 ./maxima_57.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_57.html
 /usr/bin/install -D -m 644 ./maxima_58.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_58.html
 /usr/bin/install -D -m 644 ./maxima_59.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_59.html
 /usr/bin/install -D -m 644 ./maxima_5.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_5.html
 /usr/bin/install -D -m 644 ./maxima_60.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_60.html
 /usr/bin/install -D -m 644 ./maxima_61.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_61.html
 /usr/bin/install -D -m 644 ./maxima_62.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_62.html
 /usr/bin/install -D -m 644 ./maxima_63.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_63.html
 /usr/bin/install -D -m 644 ./maxima_64.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_64.html
 /usr/bin/install -D -m 644 ./maxima_65.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_65.html
 /usr/bin/install -D -m 644 ./maxima_66.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_66.html
 /usr/bin/install -D -m 644 ./maxima_67.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_67.html
 /usr/bin/install -D -m 644 ./maxima_68.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_68.html
 /usr/bin/install -D -m 644 ./maxima_69.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_69.html
 /usr/bin/install -D -m 644 ./maxima_6.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_6.html
 /usr/bin/install -D -m 644 ./maxima_70.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_70.html
 /usr/bin/install -D -m 644 ./maxima_71.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_71.html
 /usr/bin/install -D -m 644 ./maxima_72.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_72.html
 /usr/bin/install -D -m 644 ./maxima_73.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_73.html
 /usr/bin/install -D -m 644 ./maxima_74.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_74.html
 /usr/bin/install -D -m 644 ./maxima_75.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_75.html
 /usr/bin/install -D -m 644 ./maxima_76.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_76.html
 /usr/bin/install -D -m 644 ./maxima_77.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_77.html
 /usr/bin/install -D -m 644 ./maxima_78.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_78.html
 /usr/bin/install -D -m 644 ./maxima_79.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_79.html
 /usr/bin/install -D -m 644 ./maxima_7.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_7.html
 /usr/bin/install -D -m 644 ./maxima_80.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_80.html
 /usr/bin/install -D -m 644 ./maxima_81.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_81.html
 /usr/bin/install -D -m 644 ./maxima_82.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_82.html
 /usr/bin/install -D -m 644 ./maxima_83.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_83.html
 /usr/bin/install -D -m 644 ./maxima_84.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_84.html
 /usr/bin/install -D -m 644 ./maxima_85.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_85.html
 /usr/bin/install -D -m 644 ./maxima_8.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_8.html
 /usr/bin/install -D -m 644 ./maxima_9.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_9.html
 /usr/bin/install -D -m 644 ./maxima_abt.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_abt.html
 /usr/bin/install -D -m 644 ./maxima_fot.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_fot.html
 /usr/bin/install -D -m 644 ./maxima_ovr.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_ovr.html
 /usr/bin/install -D -m 644 ./maxima_toc.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/es.utf8/maxima_toc.html
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/es.utf8'
Making install in pt
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt
 /usr/bin/install -D -m 644 ./contents.hhc /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/contents.hhc
 /usr/bin/install -D -m 644 ./index.hhk /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/index.hhk
 /usr/bin/install -D -m 644 ./header.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/header.hhp
 /usr/bin/install -D -m 644 ./maxima.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima.hhp
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt
 /usr/bin/install -D -m 644 ./maxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima.html
 /usr/bin/install -D -m 644 ./maxima_10.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_10.html
 /usr/bin/install -D -m 644 ./maxima_11.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_11.html
 /usr/bin/install -D -m 644 ./maxima_12.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_12.html
 /usr/bin/install -D -m 644 ./maxima_13.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_13.html
 /usr/bin/install -D -m 644 ./maxima_14.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_14.html
 /usr/bin/install -D -m 644 ./maxima_15.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_15.html
 /usr/bin/install -D -m 644 ./maxima_16.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_16.html
 /usr/bin/install -D -m 644 ./maxima_17.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_17.html
 /usr/bin/install -D -m 644 ./maxima_18.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_18.html
 /usr/bin/install -D -m 644 ./maxima_19.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_19.html
 /usr/bin/install -D -m 644 ./maxima_1.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_1.html
 /usr/bin/install -D -m 644 ./maxima_20.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_20.html
 /usr/bin/install -D -m 644 ./maxima_21.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_21.html
 /usr/bin/install -D -m 644 ./maxima_22.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_22.html
 /usr/bin/install -D -m 644 ./maxima_23.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_23.html
 /usr/bin/install -D -m 644 ./maxima_24.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_24.html
 /usr/bin/install -D -m 644 ./maxima_25.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_25.html
 /usr/bin/install -D -m 644 ./maxima_26.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_26.html
 /usr/bin/install -D -m 644 ./maxima_27.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_27.html
 /usr/bin/install -D -m 644 ./maxima_28.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_28.html
 /usr/bin/install -D -m 644 ./maxima_29.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_29.html
 /usr/bin/install -D -m 644 ./maxima_2.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_2.html
 /usr/bin/install -D -m 644 ./maxima_30.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_30.html
 /usr/bin/install -D -m 644 ./maxima_31.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_31.html
 /usr/bin/install -D -m 644 ./maxima_32.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_32.html
 /usr/bin/install -D -m 644 ./maxima_33.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_33.html
 /usr/bin/install -D -m 644 ./maxima_34.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_34.html
 /usr/bin/install -D -m 644 ./maxima_35.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_35.html
 /usr/bin/install -D -m 644 ./maxima_36.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_36.html
 /usr/bin/install -D -m 644 ./maxima_37.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_37.html
 /usr/bin/install -D -m 644 ./maxima_38.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_38.html
 /usr/bin/install -D -m 644 ./maxima_39.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_39.html
 /usr/bin/install -D -m 644 ./maxima_3.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_3.html
 /usr/bin/install -D -m 644 ./maxima_40.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_40.html
 /usr/bin/install -D -m 644 ./maxima_41.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_41.html
 /usr/bin/install -D -m 644 ./maxima_42.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_42.html
 /usr/bin/install -D -m 644 ./maxima_43.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_43.html
 /usr/bin/install -D -m 644 ./maxima_44.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_44.html
 /usr/bin/install -D -m 644 ./maxima_45.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_45.html
 /usr/bin/install -D -m 644 ./maxima_46.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_46.html
 /usr/bin/install -D -m 644 ./maxima_47.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_47.html
 /usr/bin/install -D -m 644 ./maxima_48.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_48.html
 /usr/bin/install -D -m 644 ./maxima_49.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_49.html
 /usr/bin/install -D -m 644 ./maxima_4.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_4.html
 /usr/bin/install -D -m 644 ./maxima_50.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_50.html
 /usr/bin/install -D -m 644 ./maxima_51.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_51.html
 /usr/bin/install -D -m 644 ./maxima_52.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_52.html
 /usr/bin/install -D -m 644 ./maxima_53.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_53.html
 /usr/bin/install -D -m 644 ./maxima_54.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_54.html
 /usr/bin/install -D -m 644 ./maxima_55.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_55.html
 /usr/bin/install -D -m 644 ./maxima_56.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_56.html
 /usr/bin/install -D -m 644 ./maxima_57.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_57.html
 /usr/bin/install -D -m 644 ./maxima_58.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_58.html
 /usr/bin/install -D -m 644 ./maxima_59.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_59.html
 /usr/bin/install -D -m 644 ./maxima_5.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_5.html
 /usr/bin/install -D -m 644 ./maxima_60.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_60.html
 /usr/bin/install -D -m 644 ./maxima_61.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_61.html
 /usr/bin/install -D -m 644 ./maxima_62.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_62.html
 /usr/bin/install -D -m 644 ./maxima_63.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_63.html
 /usr/bin/install -D -m 644 ./maxima_64.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_64.html
 /usr/bin/install -D -m 644 ./maxima_65.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_65.html
 /usr/bin/install -D -m 644 ./maxima_66.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_66.html
 /usr/bin/install -D -m 644 ./maxima_67.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_67.html
 /usr/bin/install -D -m 644 ./maxima_68.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_68.html
 /usr/bin/install -D -m 644 ./maxima_69.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_69.html
 /usr/bin/install -D -m 644 ./maxima_6.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_6.html
 /usr/bin/install -D -m 644 ./maxima_70.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_70.html
 /usr/bin/install -D -m 644 ./maxima_71.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_71.html
 /usr/bin/install -D -m 644 ./maxima_72.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_72.html
 /usr/bin/install -D -m 644 ./maxima_73.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_73.html
 /usr/bin/install -D -m 644 ./maxima_74.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_74.html
 /usr/bin/install -D -m 644 ./maxima_75.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_75.html
 /usr/bin/install -D -m 644 ./maxima_76.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_76.html
 /usr/bin/install -D -m 644 ./maxima_77.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_77.html
 /usr/bin/install -D -m 644 ./maxima_78.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_78.html
 /usr/bin/install -D -m 644 ./maxima_79.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_79.html
 /usr/bin/install -D -m 644 ./maxima_7.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_7.html
 /usr/bin/install -D -m 644 ./maxima_80.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_80.html
 /usr/bin/install -D -m 644 ./maxima_81.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_81.html
 /usr/bin/install -D -m 644 ./maxima_82.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_82.html
 /usr/bin/install -D -m 644 ./maxima_83.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_83.html
 /usr/bin/install -D -m 644 ./maxima_84.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_84.html
 /usr/bin/install -D -m 644 ./maxima_85.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_85.html
 /usr/bin/install -D -m 644 ./maxima_8.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_8.html
 /usr/bin/install -D -m 644 ./maxima_9.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_9.html
 /usr/bin/install -D -m 644 ./maxima_abt.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_abt.html
 /usr/bin/install -D -m 644 ./maxima_fot.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_fot.html
 /usr/bin/install -D -m 644 ./maxima_ovr.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_ovr.html
 /usr/bin/install -D -m 644 ./maxima_toc.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt/maxima_toc.html
test -z "/usr/share/info/pt" || mkdir -p -- "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt"
 /usr/bin/install -D -m 644 './maxima.info' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info'
 /usr/bin/install -D -m 644 './maxima.info-1' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-1'
 /usr/bin/install -D -m 644 './maxima.info-2' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-2'
 /usr/bin/install -D -m 644 './maxima.info-3' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-3'
 /usr/bin/install -D -m 644 './maxima.info-4' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-4'
 /usr/bin/install -D -m 644 './maxima.info-5' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-5'
 /usr/bin/install -D -m 644 './maxima.info-6' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-6'
 /usr/bin/install -D -m 644 './maxima.info-7' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima.info-7'
/usr/bin/install -D -m 644 maxima-index.lisp "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt/maxima-index.lisp"
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt'
Making install in pt.utf8
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8
 /usr/bin/install -D -m 644 ./contents.hhc /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/contents.hhc
 /usr/bin/install -D -m 644 ./index.hhk /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/index.hhk
 /usr/bin/install -D -m 644 ./header.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/header.hhp
test -z "/usr/share/info/pt.utf8" || mkdir -p -- "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8"
 /usr/bin/install -D -m 644 './maxima.info' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info'
 /usr/bin/install -D -m 644 './maxima.info-1' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-1'
 /usr/bin/install -D -m 644 './maxima.info-2' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-2'
 /usr/bin/install -D -m 644 './maxima.info-3' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-3'
 /usr/bin/install -D -m 644 './maxima.info-4' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-4'
 /usr/bin/install -D -m 644 './maxima.info-5' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-5'
 /usr/bin/install -D -m 644 './maxima.info-6' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-6'
 /usr/bin/install -D -m 644 './maxima.info-7' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima.info-7'
/usr/bin/install -D -m 644 maxima-index.lisp "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/pt.utf8/maxima-index.lisp"
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8
 /usr/bin/install -D -m 644 ./maxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima.html
 /usr/bin/install -D -m 644 ./maxima_10.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_10.html
 /usr/bin/install -D -m 644 ./maxima_11.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_11.html
 /usr/bin/install -D -m 644 ./maxima_12.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_12.html
 /usr/bin/install -D -m 644 ./maxima_13.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_13.html
 /usr/bin/install -D -m 644 ./maxima_14.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_14.html
 /usr/bin/install -D -m 644 ./maxima_15.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_15.html
 /usr/bin/install -D -m 644 ./maxima_16.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_16.html
 /usr/bin/install -D -m 644 ./maxima_17.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_17.html
 /usr/bin/install -D -m 644 ./maxima_18.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_18.html
 /usr/bin/install -D -m 644 ./maxima_19.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_19.html
 /usr/bin/install -D -m 644 ./maxima_1.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_1.html
 /usr/bin/install -D -m 644 ./maxima_20.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_20.html
 /usr/bin/install -D -m 644 ./maxima_21.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_21.html
 /usr/bin/install -D -m 644 ./maxima_22.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_22.html
 /usr/bin/install -D -m 644 ./maxima_23.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_23.html
 /usr/bin/install -D -m 644 ./maxima_24.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_24.html
 /usr/bin/install -D -m 644 ./maxima_25.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_25.html
 /usr/bin/install -D -m 644 ./maxima_26.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_26.html
 /usr/bin/install -D -m 644 ./maxima_27.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_27.html
 /usr/bin/install -D -m 644 ./maxima_28.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_28.html
 /usr/bin/install -D -m 644 ./maxima_29.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_29.html
 /usr/bin/install -D -m 644 ./maxima_2.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_2.html
 /usr/bin/install -D -m 644 ./maxima_30.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_30.html
 /usr/bin/install -D -m 644 ./maxima_31.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_31.html
 /usr/bin/install -D -m 644 ./maxima_32.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_32.html
 /usr/bin/install -D -m 644 ./maxima_33.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_33.html
 /usr/bin/install -D -m 644 ./maxima_34.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_34.html
 /usr/bin/install -D -m 644 ./maxima_35.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_35.html
 /usr/bin/install -D -m 644 ./maxima_36.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_36.html
 /usr/bin/install -D -m 644 ./maxima_37.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_37.html
 /usr/bin/install -D -m 644 ./maxima_38.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_38.html
 /usr/bin/install -D -m 644 ./maxima_39.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_39.html
 /usr/bin/install -D -m 644 ./maxima_3.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_3.html
 /usr/bin/install -D -m 644 ./maxima_40.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_40.html
 /usr/bin/install -D -m 644 ./maxima_41.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_41.html
 /usr/bin/install -D -m 644 ./maxima_42.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_42.html
 /usr/bin/install -D -m 644 ./maxima_43.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_43.html
 /usr/bin/install -D -m 644 ./maxima_44.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_44.html
 /usr/bin/install -D -m 644 ./maxima_45.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_45.html
 /usr/bin/install -D -m 644 ./maxima_46.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_46.html
 /usr/bin/install -D -m 644 ./maxima_47.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_47.html
 /usr/bin/install -D -m 644 ./maxima_48.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_48.html
 /usr/bin/install -D -m 644 ./maxima_49.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_49.html
 /usr/bin/install -D -m 644 ./maxima_4.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_4.html
 /usr/bin/install -D -m 644 ./maxima_50.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_50.html
 /usr/bin/install -D -m 644 ./maxima_51.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_51.html
 /usr/bin/install -D -m 644 ./maxima_52.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_52.html
 /usr/bin/install -D -m 644 ./maxima_53.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_53.html
 /usr/bin/install -D -m 644 ./maxima_54.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_54.html
 /usr/bin/install -D -m 644 ./maxima_55.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_55.html
 /usr/bin/install -D -m 644 ./maxima_56.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_56.html
 /usr/bin/install -D -m 644 ./maxima_57.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_57.html
 /usr/bin/install -D -m 644 ./maxima_58.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_58.html
 /usr/bin/install -D -m 644 ./maxima_59.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_59.html
 /usr/bin/install -D -m 644 ./maxima_5.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_5.html
 /usr/bin/install -D -m 644 ./maxima_60.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_60.html
 /usr/bin/install -D -m 644 ./maxima_61.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_61.html
 /usr/bin/install -D -m 644 ./maxima_62.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_62.html
 /usr/bin/install -D -m 644 ./maxima_63.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_63.html
 /usr/bin/install -D -m 644 ./maxima_64.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_64.html
 /usr/bin/install -D -m 644 ./maxima_65.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_65.html
 /usr/bin/install -D -m 644 ./maxima_66.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_66.html
 /usr/bin/install -D -m 644 ./maxima_67.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_67.html
 /usr/bin/install -D -m 644 ./maxima_68.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_68.html
 /usr/bin/install -D -m 644 ./maxima_69.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_69.html
 /usr/bin/install -D -m 644 ./maxima_6.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_6.html
 /usr/bin/install -D -m 644 ./maxima_70.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_70.html
 /usr/bin/install -D -m 644 ./maxima_71.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_71.html
 /usr/bin/install -D -m 644 ./maxima_72.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_72.html
 /usr/bin/install -D -m 644 ./maxima_73.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_73.html
 /usr/bin/install -D -m 644 ./maxima_74.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_74.html
 /usr/bin/install -D -m 644 ./maxima_75.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_75.html
 /usr/bin/install -D -m 644 ./maxima_76.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_76.html
 /usr/bin/install -D -m 644 ./maxima_77.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_77.html
 /usr/bin/install -D -m 644 ./maxima_78.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_78.html
 /usr/bin/install -D -m 644 ./maxima_79.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_79.html
 /usr/bin/install -D -m 644 ./maxima_7.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_7.html
 /usr/bin/install -D -m 644 ./maxima_80.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_80.html
 /usr/bin/install -D -m 644 ./maxima_81.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_81.html
 /usr/bin/install -D -m 644 ./maxima_82.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_82.html
 /usr/bin/install -D -m 644 ./maxima_83.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_83.html
 /usr/bin/install -D -m 644 ./maxima_84.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_84.html
 /usr/bin/install -D -m 644 ./maxima_85.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_85.html
 /usr/bin/install -D -m 644 ./maxima_8.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_8.html
 /usr/bin/install -D -m 644 ./maxima_9.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_9.html
 /usr/bin/install -D -m 644 ./maxima_abt.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_abt.html
 /usr/bin/install -D -m 644 ./maxima_fot.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_fot.html
 /usr/bin/install -D -m 644 ./maxima_ovr.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_ovr.html
 /usr/bin/install -D -m 644 ./maxima_toc.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/pt.utf8/maxima_toc.html
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info/pt.utf8'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
pattern=`printf "\r$"` ; \
	bad_files=`find . -name '*.texi' -print | xargs grep -l -e "$pattern"` ; \
	[ -z  "$bad_files" ] || ( echo "WARNING: The following files have DOS-style EOLs: $bad_files" ; \
	echo "Run /doc/info/fix_crlf to fix the problem." )
pattern=`printf "\t"` ; \
	bad_files=`find . -name '*.texi' -print | xargs grep -l -e "$pattern"` ; \
	[ -z  "$bad_files" ] || ( echo "WARNING: The following files have unexpanded Tabs: $bad_files" ; \
	echo "Run /doc/info/fix_tab to fix the problem." )
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html
 /usr/bin/install -D -m 644 ./figures/dynamics1.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics1.gif
 /usr/bin/install -D -m 644 ./figures/dynamics2.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics2.gif
 /usr/bin/install -D -m 644 ./figures/dynamics3.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics3.gif
 /usr/bin/install -D -m 644 ./figures/dynamics4.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics4.gif
 /usr/bin/install -D -m 644 ./figures/dynamics5.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics5.gif
 /usr/bin/install -D -m 644 ./figures/dynamics6.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics6.gif
 /usr/bin/install -D -m 644 ./figures/dynamics7.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics7.gif
 /usr/bin/install -D -m 644 ./figures/dynamics8.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics8.gif
 /usr/bin/install -D -m 644 ./figures/dynamics9.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics9.gif
 /usr/bin/install -D -m 644 ./figures/dynamics10.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/dynamics10.gif
 /usr/bin/install -D -m 644 ./figures/implicit_plot.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/implicit_plot.gif
 /usr/bin/install -D -m 644 ./figures/plotdf1.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotdf1.gif
 /usr/bin/install -D -m 644 ./figures/plotdf2.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotdf2.gif
 /usr/bin/install -D -m 644 ./figures/plotdf3.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotdf3.gif
 /usr/bin/install -D -m 644 ./figures/plotdf4.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotdf4.gif
 /usr/bin/install -D -m 644 ./figures/plotdf5.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotdf5.gif
 /usr/bin/install -D -m 644 ./figures/plotdf6.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotdf6.gif
 /usr/bin/install -D -m 644 ./figures/plotting1.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting1.gif
 /usr/bin/install -D -m 644 ./figures/plotting2.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting2.gif
 /usr/bin/install -D -m 644 ./figures/plotting3.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting3.gif
 /usr/bin/install -D -m 644 ./figures/plotting4.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting4.gif
 /usr/bin/install -D -m 644 ./figures/plotting5.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting5.gif
 /usr/bin/install -D -m 644 ./figures/plotting6.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting6.gif
 /usr/bin/install -D -m 644 ./figures/plotting7.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting7.gif
 /usr/bin/install -D -m 644 ./figures/plotting8.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting8.gif
 /usr/bin/install -D -m 644 ./figures/plotting9.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting9.gif
 /usr/bin/install -D -m 644 ./figures/plotting10.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting10.gif
 /usr/bin/install -D -m 644 ./figures/plotting11.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting11.gif
 /usr/bin/install -D -m 644 ./figures/plotting12.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting12.gif
 /usr/bin/install -D -m 644 ./figures/plotting13.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting13.gif
 /usr/bin/install -D -m 644 ./figures/plotting14.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting14.gif
 /usr/bin/install -D -m 644 ./figures/plotting15.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting15.gif
 /usr/bin/install -D -m 644 ./figures/plotting16.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting16.gif
 /usr/bin/install -D -m 644 ./figures/plotting17.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting17.gif
 /usr/bin/install -D -m 644 ./figures/plotting18.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting18.gif
 /usr/bin/install -D -m 644 ./figures/plotting19.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting19.gif
 /usr/bin/install -D -m 644 ./figures/plotting20.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting20.gif
 /usr/bin/install -D -m 644 ./figures/plotting21.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting21.gif
 /usr/bin/install -D -m 644 ./figures/plotting22.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting22.gif
 /usr/bin/install -D -m 644 ./figures/plotting23.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting23.gif
 /usr/bin/install -D -m 644 ./figures/plotting24.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting24.gif
 /usr/bin/install -D -m 644 ./figures/plotting25.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/plotting25.gif
 /usr/bin/install -D -m 644 ./figures/orthopoly1.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/figures/orthopoly1.gif
 /usr/bin/install -D -m 644 ./contents.hhc /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/contents.hhc
 /usr/bin/install -D -m 644 ./index.hhk /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/index.hhk
 /usr/bin/install -D -m 644 ./header.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/header.hhp
 /usr/bin/install -D -m 644 ./maxima.hhp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima.hhp
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html
 /usr/bin/install -D -m 644 ./maxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima.html
 /usr/bin/install -D -m 644 ./maxima_10.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_10.html
 /usr/bin/install -D -m 644 ./maxima_11.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_11.html
 /usr/bin/install -D -m 644 ./maxima_12.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_12.html
 /usr/bin/install -D -m 644 ./maxima_13.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_13.html
 /usr/bin/install -D -m 644 ./maxima_14.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_14.html
 /usr/bin/install -D -m 644 ./maxima_15.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_15.html
 /usr/bin/install -D -m 644 ./maxima_16.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_16.html
 /usr/bin/install -D -m 644 ./maxima_17.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_17.html
 /usr/bin/install -D -m 644 ./maxima_18.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_18.html
 /usr/bin/install -D -m 644 ./maxima_19.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_19.html
 /usr/bin/install -D -m 644 ./maxima_1.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_1.html
 /usr/bin/install -D -m 644 ./maxima_20.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_20.html
 /usr/bin/install -D -m 644 ./maxima_21.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_21.html
 /usr/bin/install -D -m 644 ./maxima_22.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_22.html
 /usr/bin/install -D -m 644 ./maxima_23.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_23.html
 /usr/bin/install -D -m 644 ./maxima_24.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_24.html
 /usr/bin/install -D -m 644 ./maxima_25.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_25.html
 /usr/bin/install -D -m 644 ./maxima_26.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_26.html
 /usr/bin/install -D -m 644 ./maxima_27.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_27.html
 /usr/bin/install -D -m 644 ./maxima_28.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_28.html
 /usr/bin/install -D -m 644 ./maxima_29.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_29.html
 /usr/bin/install -D -m 644 ./maxima_2.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_2.html
 /usr/bin/install -D -m 644 ./maxima_30.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_30.html
 /usr/bin/install -D -m 644 ./maxima_31.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_31.html
 /usr/bin/install -D -m 644 ./maxima_32.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_32.html
 /usr/bin/install -D -m 644 ./maxima_33.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_33.html
 /usr/bin/install -D -m 644 ./maxima_34.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_34.html
 /usr/bin/install -D -m 644 ./maxima_35.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_35.html
 /usr/bin/install -D -m 644 ./maxima_36.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_36.html
 /usr/bin/install -D -m 644 ./maxima_37.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_37.html
 /usr/bin/install -D -m 644 ./maxima_38.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_38.html
 /usr/bin/install -D -m 644 ./maxima_39.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_39.html
 /usr/bin/install -D -m 644 ./maxima_3.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_3.html
 /usr/bin/install -D -m 644 ./maxima_40.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_40.html
 /usr/bin/install -D -m 644 ./maxima_41.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_41.html
 /usr/bin/install -D -m 644 ./maxima_42.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_42.html
 /usr/bin/install -D -m 644 ./maxima_43.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_43.html
 /usr/bin/install -D -m 644 ./maxima_44.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_44.html
 /usr/bin/install -D -m 644 ./maxima_45.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_45.html
 /usr/bin/install -D -m 644 ./maxima_46.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_46.html
 /usr/bin/install -D -m 644 ./maxima_47.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_47.html
 /usr/bin/install -D -m 644 ./maxima_48.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_48.html
 /usr/bin/install -D -m 644 ./maxima_49.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_49.html
 /usr/bin/install -D -m 644 ./maxima_4.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_4.html
 /usr/bin/install -D -m 644 ./maxima_50.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_50.html
 /usr/bin/install -D -m 644 ./maxima_51.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_51.html
 /usr/bin/install -D -m 644 ./maxima_52.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_52.html
 /usr/bin/install -D -m 644 ./maxima_53.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_53.html
 /usr/bin/install -D -m 644 ./maxima_54.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_54.html
 /usr/bin/install -D -m 644 ./maxima_55.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_55.html
 /usr/bin/install -D -m 644 ./maxima_56.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_56.html
 /usr/bin/install -D -m 644 ./maxima_57.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_57.html
 /usr/bin/install -D -m 644 ./maxima_58.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_58.html
 /usr/bin/install -D -m 644 ./maxima_59.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_59.html
 /usr/bin/install -D -m 644 ./maxima_5.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_5.html
 /usr/bin/install -D -m 644 ./maxima_60.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_60.html
 /usr/bin/install -D -m 644 ./maxima_61.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_61.html
 /usr/bin/install -D -m 644 ./maxima_62.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_62.html
 /usr/bin/install -D -m 644 ./maxima_63.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_63.html
 /usr/bin/install -D -m 644 ./maxima_64.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_64.html
 /usr/bin/install -D -m 644 ./maxima_65.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_65.html
 /usr/bin/install -D -m 644 ./maxima_66.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_66.html
 /usr/bin/install -D -m 644 ./maxima_67.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_67.html
 /usr/bin/install -D -m 644 ./maxima_68.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_68.html
 /usr/bin/install -D -m 644 ./maxima_69.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_69.html
 /usr/bin/install -D -m 644 ./maxima_6.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_6.html
 /usr/bin/install -D -m 644 ./maxima_70.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_70.html
 /usr/bin/install -D -m 644 ./maxima_71.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_71.html
 /usr/bin/install -D -m 644 ./maxima_72.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_72.html
 /usr/bin/install -D -m 644 ./maxima_73.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_73.html
 /usr/bin/install -D -m 644 ./maxima_74.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_74.html
 /usr/bin/install -D -m 644 ./maxima_75.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_75.html
 /usr/bin/install -D -m 644 ./maxima_76.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_76.html
 /usr/bin/install -D -m 644 ./maxima_77.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_77.html
 /usr/bin/install -D -m 644 ./maxima_78.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_78.html
 /usr/bin/install -D -m 644 ./maxima_79.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_79.html
 /usr/bin/install -D -m 644 ./maxima_7.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_7.html
 /usr/bin/install -D -m 644 ./maxima_80.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_80.html
 /usr/bin/install -D -m 644 ./maxima_81.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_81.html
 /usr/bin/install -D -m 644 ./maxima_82.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_82.html
 /usr/bin/install -D -m 644 ./maxima_83.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_83.html
 /usr/bin/install -D -m 644 ./maxima_84.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_84.html
 /usr/bin/install -D -m 644 ./maxima_85.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_85.html
 /usr/bin/install -D -m 644 ./maxima_86.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_86.html
 /usr/bin/install -D -m 644 ./maxima_87.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_87.html
 /usr/bin/install -D -m 644 ./maxima_8.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_8.html
 /usr/bin/install -D -m 644 ./maxima_9.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_9.html
 /usr/bin/install -D -m 644 ./maxima_abt.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_abt.html
 /usr/bin/install -D -m 644 ./maxima_fot.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_fot.html
 /usr/bin/install -D -m 644 ./maxima_ovr.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_ovr.html
 /usr/bin/install -D -m 644 ./maxima_toc.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/maxima_toc.html
test -z "/usr/share/info" || mkdir -p -- "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info"
/usr/bin/install -D -m 644 maxima-index.lisp "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima-index.lisp"
test -z "/usr/share/info" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info"
 /usr/bin/install -D -m 644 './maxima.info' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info'
 /usr/bin/install -D -m 644 './maxima.info-1' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-1'
 /usr/bin/install -D -m 644 './maxima.info-2' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-2'
 /usr/bin/install -D -m 644 './maxima.info-3' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-3'
 /usr/bin/install -D -m 644 './maxima.info-4' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-4'
 /usr/bin/install -D -m 644 './maxima.info-5' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-5'
 /usr/bin/install -D -m 644 './maxima.info-6' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-6'
 /usr/bin/install -D -m 644 './maxima.info-7' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/maxima.info-7'
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/info'
Making install in man
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
make[4]: Nothing to be done for `install-exec-am'.
test -z "/usr/share/man/man1" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/man/man1"
 /usr/bin/install -D -m 644 './maxima.1' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/man/man1/maxima.1'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/man'
Making install in intromax
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
make[4]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/doc/html" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html"
 /usr/bin/install -D -m 644 'intromax.html' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/html/intromax.html'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/intromax'
Making install in share
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
make[4]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/doc/share" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/share"
 /usr/bin/install -D -m 644 'bessel.usg' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/share/bessel.usg'
 /usr/bin/install -D -m 644 'brchre.txt' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/share/brchre.txt'
 /usr/bin/install -D -m 644 'romberg.usg' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/share/romberg.usg'
 /usr/bin/install -D -m 644 'translation_hints.txt' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/share/translation_hints.txt'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/share'
Making install in emaxima
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[4]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/doc" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc"
 /usr/bin/install -D -m 644 'EMaximaIntro.ps' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/EMaximaIntro.ps'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc/emaxima'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[4]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc
 /usr/bin/install -D -m 644 ./contributors /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/contributors
 /usr/bin/install -D -m 644 ./implementation/dir_vars.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/implementation/dir_vars.txt
 /usr/bin/install -D -m 644 ./implementation/external-interface.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/implementation/external-interface.txt
 /usr/bin/install -D -m 644 ./misc/completescanoffunctionssortedbybytecodelength.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/completescanoffunctionssortedbybytecodelength.txt
 /usr/bin/install -D -m 644 ./misc/grepforvariables.sh /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/grepforvariables.sh
 /usr/bin/install -D -m 644 ./misc/maximafunctions.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/maximafunctions.txt
 /usr/bin/install -D -m 644 ./misc/maximafunctionsundocumented.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/maximafunctionsundocumented.txt
 /usr/bin/install -D -m 644 ./misc/maximaitemspresentinbothfunctionandvariablescans.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/maximaitemspresentinbothfunctionandvariablescans.txt
 /usr/bin/install -D -m 644 ./misc/maximavariables.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/maximavariables.txt
 /usr/bin/install -D -m 644 ./misc/maximavariablesundocumented.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/maximavariablesundocumented.txt
 /usr/bin/install -D -m 644 ./misc/processlisfiles.sh /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/processlisfiles.sh
 /usr/bin/install -D -m 644 ./misc/weirdvariables.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/weirdvariables.txt
 /usr/bin/install -D -m 644 ./misc/workingvariables.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/workingvariables.txt
 /usr/bin/install -D -m 644 ./misc/x.awk /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/doc/misc/x.awk
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/doc'
Making install in interfaces
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
Making install in emacs
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
Making install in emaxima
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/emacs" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs"
 /usr/bin/install -D -m 644 'emaxima.sty' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/emaxima.sty'
 /usr/bin/install -D -m 644 'emaxima.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/emaxima.el'
 /usr/bin/install -D -m 644 'maxima.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/maxima.el'
 /usr/bin/install -D -m 644 'maxima-font-lock.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/maxima-font-lock.el'
 /usr/bin/install -D -m 644 'emaxima.lisp' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/emaxima.lisp'
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/emaxima'
Making install in misc
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/emacs" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs"
 /usr/bin/install -D -m 644 'bookmode.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/bookmode.el'
 /usr/bin/install -D -m 644 'dbl.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/dbl.el'
 /usr/bin/install -D -m 644 'smart-complete.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/smart-complete.el'
 /usr/bin/install -D -m 644 'sshell.el' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/emacs/sshell.el'
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs/misc'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[5]: Nothing to be done for `install-exec-am'.
make[5]: Nothing to be done for `install-data-am'.
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/emacs'
Making install in xmaxima
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
Making install in msgs
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
make[5]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/msgs
 /usr/bin/install -D -m 644 ./ru.msg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/msgs/ru.msg
 /usr/bin/install -D -m 644 ./es.msg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/msgs/es.msg
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/msgs'
Making install in doc
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
Making install in figures
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[6]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[6]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/xmaxima/html/figures" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/figures"
 /usr/bin/install -D -m 644 'xmaxima.gif' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/figures/xmaxima.gif'
 /usr/bin/install -D -m 644 'plot2d.gif' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/figures/plot2d.gif'
 /usr/bin/install -D -m 644 'plot3d.gif' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/figures/plot3d.gif'
 /usr/bin/install -D -m 644 'sliders.gif' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/figures/sliders.gif'
make[6]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc/figures'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[6]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[6]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html
 /usr/bin/install -D -m 644 ./xmaxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima.html
 /usr/bin/install -D -m 644 ./xmaxima_1.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_1.html
 /usr/bin/install -D -m 644 ./xmaxima_2.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_2.html
 /usr/bin/install -D -m 644 ./xmaxima_3.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_3.html
 /usr/bin/install -D -m 644 ./xmaxima_4.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_4.html
 /usr/bin/install -D -m 644 ./xmaxima_5.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_5.html
 /usr/bin/install -D -m 644 ./xmaxima_6.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_6.html
 /usr/bin/install -D -m 644 ./xmaxima_7.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_7.html
 /usr/bin/install -D -m 644 ./xmaxima_8.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_8.html
 /usr/bin/install -D -m 644 ./xmaxima_abt.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_abt.html
 /usr/bin/install -D -m 644 ./xmaxima_toc.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/html/xmaxima_toc.html
test -z "/usr/share/info" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info"
 /usr/bin/install -D -m 644 './xmaxima.info' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/info/xmaxima.info'
make[6]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima/doc'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[5]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
test -z "/usr/bin" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/bin"
 /usr/bin/install -D 'xmaxima' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/bin/xmaxima'
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima
 /usr/bin/install -D -m 644 ./demos.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/demos.html
 /usr/bin/install -D -m 644 ./examples.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/examples.html
 /usr/bin/install -D -m 644 ./intro.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/intro.html
 /usr/bin/install -D -m 644 ./plotmaxima.html /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/plotmaxima.html
 /usr/bin/install -D -m 644 ./maxima-new.png /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/maxima-new.png
 /usr/bin/install -D -m 644 ./maxima-new.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/maxima-new.gif
 /usr/bin/install -D -m 644 ./maxima-icon.ico /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/maxima-icon.ico
 /usr/bin/install -D -m 644 ./maxima-icon.png /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/maxima-icon.png
 /usr/bin/install -D -m 644 ./maxima-icon.gif /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/xmaxima/maxima-icon.gif
make[5]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces/xmaxima'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[4]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[4]: Nothing to be done for `install-exec-am'.
make[4]: Nothing to be done for `install-data-am'.
make[4]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/interfaces'
Making install in share
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
make[3]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share
 /usr/bin/install -D -m 644 ./maxima-init.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/maxima-init.lisp
 /usr/bin/install -D -m 644 ./share.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/share.usg
 /usr/bin/install -D -m 644 ./template.texi /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/template.texi
 /usr/bin/install -D -m 644 ./builtins-list.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/builtins-list.txt
 /usr/bin/install -D -m 644 ./specfun.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/specfun.lisp
 /usr/bin/install -D -m 644 ./affine/README /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/README
 /usr/bin/install -D -m 644 ./affine/affine.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/affine.lisp
 /usr/bin/install -D -m 644 ./affine/affine.system /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/affine.system
 /usr/bin/install -D -m 644 ./affine/amacros.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/amacros.lisp
 /usr/bin/install -D -m 644 ./affine/aquotient.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/aquotient.lisp
 /usr/bin/install -D -m 644 ./affine/compat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/compat.lisp
 /usr/bin/install -D -m 644 ./affine/dim-3.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/dim-3.lisp
 /usr/bin/install -D -m 644 ./affine/dim4-help.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/dim4-help.lisp
 /usr/bin/install -D -m 644 ./affine/dummy-gc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/dummy-gc.lisp
 /usr/bin/install -D -m 644 ./affine/macbasic.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/macbasic.mac
 /usr/bin/install -D -m 644 ./affine/make.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/make.lisp
 /usr/bin/install -D -m 644 ./affine/makefile /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/makefile
 /usr/bin/install -D -m 644 ./affine/modsimp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/modsimp.lisp
 /usr/bin/install -D -m 644 ./affine/ndotsimp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/ndotsimp.lisp
 /usr/bin/install -D -m 644 ./affine/new-rat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/new-rat.lisp
 /usr/bin/install -D -m 644 ./affine/polya.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/polya.lisp
 /usr/bin/install -D -m 644 ./affine/polyb.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/polyb.lisp
 /usr/bin/install -D -m 644 ./affine/polybas.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/polybas.lisp
 /usr/bin/install -D -m 644 ./affine/polyc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/polyc.lisp
 /usr/bin/install -D -m 644 ./affine/polyd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/polyd.lisp
 /usr/bin/install -D -m 644 ./affine/polysmp.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/polysmp.lisp
 /usr/bin/install -D -m 644 ./affine/sheafa.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sheafa.lisp
 /usr/bin/install -D -m 644 ./affine/sheafb.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sheafb.lisp
 /usr/bin/install -D -m 644 ./affine/sheafc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sheafc.lisp
 /usr/bin/install -D -m 644 ./affine/sloop.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sloop.lisp
 /usr/bin/install -D -m 644 ./affine/sparsemat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sparsemat.lisp
 /usr/bin/install -D -m 644 ./affine/sub-proj.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sub-proj.lisp
 /usr/bin/install -D -m 644 ./affine/sys-declaim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sys-declaim.lisp
 /usr/bin/install -D -m 644 ./affine/sys-proclaim.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sys-proclaim.lisp
 /usr/bin/install -D -m 644 ./affine/sysdef.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/sysdef.lisp
 /usr/bin/install -D -m 644 ./affine/todd-coxeter.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/affine/todd-coxeter.lisp
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 /usr/bin/install -D -m 644 ./contrib/stirling.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/contrib/stirling.mac
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 /usr/bin/install -D -m 644 ./diff_form/curvture2.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/diff_form/curvture2.mac
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 /usr/bin/install -D -m 644 ./diffequations/linde1.mc /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/diffequations/linde1.mc
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 /usr/bin/install -D -m 644 ./diffequations/pmain.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/diffequations/pmain.mac
 /usr/bin/install -D -m 644 ./draw/draw.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/draw/draw.lisp
 /usr/bin/install -D -m 644 ./dynamics/complex_dynamics.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/dynamics/complex_dynamics.lisp
 /usr/bin/install -D -m 644 ./dynamics/dynamics.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/dynamics/dynamics.mac
 /usr/bin/install -D -m 644 ./dynamics/plotdf.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/dynamics/plotdf.lisp
 /usr/bin/install -D -m 644 ./integequations/inteqn.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integequations/inteqn.mac
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 /usr/bin/install -D -m 644 ./integequations/intexs.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integequations/intexs.mac
 /usr/bin/install -D -m 644 ./integration/antid.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integration/antid.dem
 /usr/bin/install -D -m 644 ./integration/antid.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integration/antid.mac
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 /usr/bin/install -D -m 644 ./integration/delta.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integration/delta.dem
 /usr/bin/install -D -m 644 ./integration/delta.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integration/delta.mac
 /usr/bin/install -D -m 644 ./integration/delta.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/integration/delta.usg
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 /usr/bin/install -D -m 644 ./lapack/lapack.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack.mac
 /usr/bin/install -D -m 644 ./lapack/lapack.system /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack.system
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 /usr/bin/install -D -m 644 ./lapack/load-lapack.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/load-lapack.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/blas-lisp.system /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/blas-lisp.system
 /usr/bin/install -D -m 644 ./lapack/blas/blas-package.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/blas-package.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/dasum.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/dasum.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/daxpy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/daxpy.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/dcabs1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/dcabs1.lisp
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 /usr/bin/install -D -m 644 ./lapack/blas/ddot.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ddot.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/dgbmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/dgbmv.lisp
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 /usr/bin/install -D -m 644 ./lapack/blas/dspr2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/dspr2.lisp
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 /usr/bin/install -D -m 644 ./lapack/blas/dznrm2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/dznrm2.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/icamax.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/icamax.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/idamax.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/idamax.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/isamax.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/isamax.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/izamax.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/izamax.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/lsame.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/lsame.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/xerbla.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/xerbla.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zaxpy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zaxpy.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zcopy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zcopy.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zdotc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zdotc.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zdotu.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zdotu.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zdscal.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zdscal.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zgbmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zgbmv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zgemm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zgemm.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zgemv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zgemv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zgerc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zgerc.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zgeru.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zgeru.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zhbmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zhbmv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zhemm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zhemm.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zhemv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zhemv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zher2k.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zher2k.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zher2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zher2.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zherk.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zherk.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zher.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zher.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zhpmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zhpmv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zhpr2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zhpr2.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zhpr.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zhpr.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zrotg.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zrotg.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zscal.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zscal.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zswap.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zswap.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zsymm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zsymm.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zsyr2k.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zsyr2k.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/zsyrk.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/zsyrk.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztbmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztbmv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztbsv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztbsv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztpmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztpmv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztpsv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztpsv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztrmm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztrmm.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztrmv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztrmv.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztrsm.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztrsm.lisp
 /usr/bin/install -D -m 644 ./lapack/blas/ztrsv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/blas/ztrsv.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dbdsdc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dbdsdc.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dbdsqr.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dbdsqr.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/ddisna.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/ddisna.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgebak.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgebak.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgebal.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgebal.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgebd2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgebd2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgebrd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgebrd.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgeev.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgeev.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgeevx.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgeevx.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgehd2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgehd2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgehrd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgehrd.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgelq2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgelq2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgelqf.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgelqf.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgeqr2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgeqr2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgeqrf.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgeqrf.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgesdd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgesdd.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgesvd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgesvd.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgesv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgesv.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgetf2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgetf2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgetrf.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgetrf.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dgetrs.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dgetrs.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dhseqr.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dhseqr.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlabad.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlabad.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlabrd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlabrd.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlacon.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlacon.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlacpy.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlacpy.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dladiv.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dladiv.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlaed6.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlaed6.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlaexc.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlaexc.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlahqr.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlahqr.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlahrd.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlahrd.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlaln2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlaln2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlamch.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlamch.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlamrg.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlamrg.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlange.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlange.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlanhs.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlanhs.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlanst.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlanst.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlanv2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlanv2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlapy2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlapy2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlaqtr.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlaqtr.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlarfb.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlarfb.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlarfg.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlarfg.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlarf.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlarf.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlarft.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlarft.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlarfx.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlarfx.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlartg.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlartg.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlas2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlas2.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlascl.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlascl.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlasd0.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlasd0.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlasd1.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlasd1.lisp
 /usr/bin/install -D -m 644 ./lapack/lapack/dlasd2.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/lapack/lapack/dlasd2.lisp
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 /usr/bin/install -D -m 644 ./sym/resolvante.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/resolvante.mac
 /usr/bin/install -D -m 644 ./sym/schur.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/schur.lisp
 /usr/bin/install -D -m 644 ./sym/sym.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/sym.mac
 /usr/bin/install -D -m 644 ./sym/sym.system /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/sym.system
 /usr/bin/install -D -m 644 ./sym/sym1.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/sym1.mac
 /usr/bin/install -D -m 644 ./sym/symtest.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/symtest.mac
 /usr/bin/install -D -m 644 ./sym/testsuite.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/testsuite.lisp
 /usr/bin/install -D -m 644 ./sym/treillis.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/treillis.lisp
 /usr/bin/install -D -m 644 ./sym/tri.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/tri.lisp
 /usr/bin/install -D -m 644 ./sym/util.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/sym/util.lisp
 /usr/bin/install -D -m 644 ./tensor/ademo.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ademo.dem
 /usr/bin/install -D -m 644 ./tensor/adsitter.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/adsitter.dem
 /usr/bin/install -D -m 644 ./tensor/allnutt.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/allnutt.dem
 /usr/bin/install -D -m 644 ./tensor/atensor.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/atensor.dem
 /usr/bin/install -D -m 644 ./tensor/atensor.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/atensor.mac
 /usr/bin/install -D -m 644 ./tensor/bianchi.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/bianchi.dem
 /usr/bin/install -D -m 644 ./tensor/canten.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/canten.lisp
 /usr/bin/install -D -m 644 ./tensor/car_iden.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/car_iden.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor.mac
 /usr/bin/install -D -m 644 ./tensor/ctensor1.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor1.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor2.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor2.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor3.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor3.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor4.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor4.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor5.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor5.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor6.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor6.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor7.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor7.dem
 /usr/bin/install -D -m 644 ./tensor/ctensor8.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ctensor8.dem
 /usr/bin/install -D -m 644 ./tensor/ex_calc.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ex_calc.dem
 /usr/bin/install -D -m 644 ./tensor/ex_calc.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/ex_calc.mac
 /usr/bin/install -D -m 644 ./tensor/gener.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/gener.lisp
 /usr/bin/install -D -m 644 ./tensor/godel.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/godel.dem
 /usr/bin/install -D -m 644 ./tensor/helicity.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/helicity.dem
 /usr/bin/install -D -m 644 ./tensor/hodge.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/hodge.dem
 /usr/bin/install -D -m 644 ./tensor/iframe.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/iframe.mac
 /usr/bin/install -D -m 644 ./tensor/itensor.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor.lisp
 /usr/bin/install -D -m 644 ./tensor/itensor1.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor1.dem
 /usr/bin/install -D -m 644 ./tensor/itensor2.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor2.dem
 /usr/bin/install -D -m 644 ./tensor/itensor3.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor3.dem
 /usr/bin/install -D -m 644 ./tensor/itensor4.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor4.dem
 /usr/bin/install -D -m 644 ./tensor/itensor5.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor5.dem
 /usr/bin/install -D -m 644 ./tensor/itensor6.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor6.dem
 /usr/bin/install -D -m 644 ./tensor/itensor8.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor8.dem
 /usr/bin/install -D -m 644 ./tensor/itensor9.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/itensor9.dem
 /usr/bin/install -D -m 644 ./tensor/kaluza.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/kaluza.dem
 /usr/bin/install -D -m 644 ./tensor/lckdt.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/lckdt.mac
 /usr/bin/install -D -m 644 ./tensor/mail-archive.txt /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/mail-archive.txt
 /usr/bin/install -D -m 644 ./tensor/maxwell.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/maxwell.dem
 /usr/bin/install -D -m 644 ./tensor/petrov.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/petrov.dem
 /usr/bin/install -D -m 644 ./tensor/plasma.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/plasma.dem
 /usr/bin/install -D -m 644 ./tensor/rainich.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/rainich.dem
 /usr/bin/install -D -m 644 ./tensor/reissner.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/reissner.dem
 /usr/bin/install -D -m 644 ./tensor/schwarz.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/schwarz.dem
 /usr/bin/install -D -m 644 ./tensor/spinor.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/spinor.dem
 /usr/bin/install -D -m 644 ./tensor/symtry.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/symtry.lisp
 /usr/bin/install -D -m 644 ./tensor/taubnut.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/taubnut.dem
 /usr/bin/install -D -m 644 ./tensor/tendemo.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tendemo.mac
 /usr/bin/install -D -m 644 ./tensor/tensor.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tensor.dem
 /usr/bin/install -D -m 644 ./tensor/tentex.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tentex.lisp
 /usr/bin/install -D -m 644 ./tensor/tests/atest.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tests/atest.mac
 /usr/bin/install -D -m 644 ./tensor/tests/ctest.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tests/ctest.mac
 /usr/bin/install -D -m 644 ./tensor/tests/do_tests.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tests/do_tests.mac
 /usr/bin/install -D -m 644 ./tensor/tests/itest.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tests/itest.mac
 /usr/bin/install -D -m 644 ./tensor/tests/testsuite.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tests/testsuite.lisp
 /usr/bin/install -D -m 644 ./tensor/tetrad.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/tetrad.dem
 /usr/bin/install -D -m 644 ./tensor/weyl.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/tensor/weyl.dem
 /usr/bin/install -D -m 644 ./trigonometry/atrig1.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/atrig1.mac
 /usr/bin/install -D -m 644 ./trigonometry/atrig1.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/atrig1.usg
 /usr/bin/install -D -m 644 ./trigonometry/ntrig.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/ntrig.mac
 /usr/bin/install -D -m 644 ./trigonometry/ntrig.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/ntrig.usg
 /usr/bin/install -D -m 644 ./trigonometry/spangl.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/spangl.mac
 /usr/bin/install -D -m 644 ./trigonometry/spangl.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/spangl.usg
 /usr/bin/install -D -m 644 ./trigonometry/trgsmp.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/trgsmp.mac
 /usr/bin/install -D -m 644 ./trigonometry/trigrat.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/trigonometry/trigrat.lisp
 /usr/bin/install -D -m 644 ./utils/mactex-utilities.lisp /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/utils/mactex-utilities.lisp
 /usr/bin/install -D -m 644 ./vector/vect.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vect.dem
 /usr/bin/install -D -m 644 ./vector/vect.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vect.mac
 /usr/bin/install -D -m 644 ./vector/vect.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vect.usg
 /usr/bin/install -D -m 644 ./vector/vect_transform.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vect_transform.mac
 /usr/bin/install -D -m 644 ./vector/vector.dem /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vector.dem
 /usr/bin/install -D -m 644 ./vector/vector.mac /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vector.mac
 /usr/bin/install -D -m 644 ./vector/vector.usg /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/share/vector/vector.usg
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/share'
Making install in demo
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
make[3]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
test -z "/usr/share/maxima/5.12.0/demo" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo"
 /usr/bin/install -D -m 644 'array.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/array.dem'
 /usr/bin/install -D -m 644 'cf.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/cf.dem'
 /usr/bin/install -D -m 644 'demo.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/demo.dem'
 /usr/bin/install -D -m 644 'eaton1.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/eaton1.dem'
 /usr/bin/install -D -m 644 'eaton2.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/eaton2.dem'
 /usr/bin/install -D -m 644 'ezgcd.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/ezgcd.dem'
 /usr/bin/install -D -m 644 'hypgeo.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/hypgeo.dem'
 /usr/bin/install -D -m 644 'macex.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/macex.dem'
 /usr/bin/install -D -m 644 'macro.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/macro.dem'
 /usr/bin/install -D -m 644 'manual.demo' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/manual.demo'
 /usr/bin/install -D -m 644 'newfac.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/newfac.dem'
 /usr/bin/install -D -m 644 'plots.mac' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/plots.mac'
 /usr/bin/install -D -m 644 'romberg.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/romberg.dem'
 /usr/bin/install -D -m 644 'subscr.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/subscr.dem'
 /usr/bin/install -D -m 644 'sumcon.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/sumcon.dem'
 /usr/bin/install -D -m 644 'trgsmp.dem' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/share/maxima/5.12.0/demo/trgsmp.dem'
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/demo'
Making install in plotting
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
test -z "/usr/lib/maxima/5.12.0" || /bin/mkdir -p "/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/lib/maxima/5.12.0"
 /usr/bin/install -D 'mgnuplot' '/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp/usr/lib/maxima/5.12.0/mgnuplot'
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/plotting'
make[2]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[3]: Entering directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[3]: Nothing to be done for `install-exec-am'.
/bin/bash /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/install-sh -d /stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0/debian/tmp
make[3]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[2]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
make[1]: Leaving directory `/stuff/proj/emacs/ubuntu-emacs/maxima/maxima-5.12.0'
mkdir -p $(pwd)/debian/tmp/usr/share/doc/maxima-doc
cp -a debian/tmp/usr/share/maxima/5.12.0/doc/* \
		$(pwd)/debian/tmp/usr/share/doc/maxima-doc 
rm -rf debian/tmp/usr/share/maxima/5.12.0/doc
ln -snf ../../doc/maxima-doc debian/tmp/usr/share/maxima/5.12.0/doc
mkdir -p $(pwd)/debian/tmp/usr/share/doc/xmaxima
cp -a debian/tmp/usr/share/maxima/5.12.0/xmaxima/* \
		$(pwd)/debian/tmp/usr/share/doc/xmaxima 
rm -rf debian/tmp/usr/share/maxima/5.12.0/xmaxima
ln -snf ../../doc/xmaxima debian/tmp/usr/share/maxima/5.12.0/xmaxima
mkdir -p debian/tmp/usr/share/emacs/site-lisp/maxima
cp -a debian/tmp/usr/share/maxima/5.12.0/emacs/* \
		debian/tmp/usr/share/emacs/site-lisp/maxima
rm debian/tmp/usr/share/emacs/site-lisp/maxima/dbl.el
mkdir -p debian/tmp/usr/share/texmf/tex/latex
mv debian/tmp/usr/share/emacs/site-lisp/maxima/*sty \
		debian/tmp/usr/share/texmf/tex/latex
rm -rf debian/tmp/usr/share/maxima/5.12.0/emacs
ln -snf ../../emacs/site-lisp/maxima debian/tmp/usr/share/maxima/5.12.0/emacs
for i in debian/tmp/usr/bin/xmaxima \
		debian/tmp/usr/lib/maxima/5.12.0/mgnuplot ; do \
		cat $i | sed  -e 's,^#!/bin/sh,#!/usr/bin/wish,1' \
			-e 's,^exec wish,#exec wish,1' \
			-e 's,\${prefix}/share,/usr/share,1' \
                        -e 's,[Nn]etscape,sensible-browser,g' >tmp && chmod 755 tmp && \
			mv tmp $i ; done
mkdir -p debian/tmp/usr/share/applications
cp debian/xmaxima.desktop debian/tmp/usr/share/applications
mkdir -p debian/tmp/usr/share/pixmaps
ln -s /usr/share/doc/xmaxima/maxima-icon.png debian/tmp/usr/share/pixmaps/maxima-icon.png
cp debian/maximabook-19-Sept-2004.pdf debian/tmp/usr/share/doc/maxima-doc
cd debian/tmp/usr/share/info && \
		for i in $(find -name "*.info"); do if ! grep -q START-INFO-DIR-ENTRY $i ; then k=$(basename $i); k=${k%.*}; awk '{if (!i) {i=1;printf("INFO-DIR-SECTION Maxima\nSTART-INFO-DIR-ENTRY\n* Maxima-%s: (%s).  A computer algebra system -- contributions.\nEND-INFO-DIR-ENTRY\n",k,k);}} {print}' k=$k $i >$i.tmp; diff -u $i $i.tmp ; mv $i.tmp $i ; fi ; done
--- ./xmaxima.info	2007-07-06 10:10:20.000000000 -0400
+++ ./xmaxima.info.tmp	2007-07-06 10:10:27.000000000 -0400
@@ -1,3 +1,7 @@
+INFO-DIR-SECTION Maxima
+START-INFO-DIR-ENTRY
+* Maxima-xmaxima: (xmaxima).  A computer algebra system -- contributions.
+END-INFO-DIR-ENTRY
 This is xmaxima.info, produced by makeinfo version 4.8 from
 xmaxima.texi.
 
cat debian/tmp/usr/share/info/maxima.info | \
		awk '/START-INFO-DIR-ENTRY/ {print "INFO-DIR-SECTION Maxima"}{print}' >debian/foo && \
		mv debian/foo debian/tmp/usr/share/info/maxima.info
cat debian/tmp/usr/share/man/man1/maxima.1 | \
		sed 's,^.TH MAXIMA 1L,.TH MAXIMA 1,1' >debian/foo && \
		mv debian/foo debian/tmp/usr/share/man/man1/maxima.1
cp -a debian/plotting debian/tips debian/tmp/usr/share/doc/maxima-doc/
for i in $(find debian/tmp/usr/share/doc/maxima-doc/{plotting,tips} -name "*.uu") ; do \
		cat $i | uudecode > ${i%.uu} && rm $i ; done
find: debian/tmp/usr/share/doc/maxima-doc/{plotting,tips}: No such file or directory
for i in $(find debian/tmp/usr/share/doc/maxima-doc/{plotting,tips} -name "*.shtml") ; do \
		mv $i ${i%.shtml}.html ; done
find: debian/tmp/usr/share/doc/maxima-doc/{plotting,tips}: No such file or directory
for i in $(find debian/tmp/usr/share/info -name "maxima-index.lisp") ; do \
		mkdir -p debian/tmp/usr/share/doc/maxima-doc/$(basename $(dirname $i)) && \
                mv $i debian/tmp/usr/share/doc/maxima-doc/$(basename $(dirname $i)) ; done
chmod 755 ./debian/tmp/usr/share/maxima/5.12.0/share/contrib/lurkmathml/mathmltest
dh_install
touch install-stamp
dh_testdir -i
dh_testroot -i
dh_installdocs -i
dh_installexamples -i
dh_installmenu -i
dh_installemacsen -i
dh_installcron -i
dh_installman -i
dh_installinfo -p maxima-doc debian/tmp/usr/share/info/*info*
dh_installchangelogs  -i
dh_link -i
dh_strip -i
dh_compress -i -X.shtml -X.hh
dh_fixperms -i
dh_installdeb -i
dh_shlibdeps -i
dh_gencontrol -i
dh_md5sums -i
dh_builddeb -i
warning, `debian/maxima-src/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `maxima-src' in `../maxima-src_5.12.0-1ubuntu2_all.deb'.
warning, `debian/maxima-test/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `maxima-test' in `../maxima-test_5.12.0-1ubuntu2_all.deb'.
warning, `debian/maxima-doc/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `maxima-doc' in `../maxima-doc_5.12.0-1ubuntu2_all.deb'.
warning, `debian/maxima-emacs/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `maxima-emacs' in `../maxima-emacs_5.12.0-1ubuntu2_all.deb'.
warning, `debian/maxima-share/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `maxima-share' in `../maxima-share_5.12.0-1ubuntu2_all.deb'.
dh_testdir -a
dh_testroot -a
dh_installdocs -a
dh_installexamples -a
dh_installmenu -a
dh_installemacsen -a
dh_installcron -a
dh_installman -a
dh_installinfo -a
dh_installchangelogs  -a
dh_link -a
dh_strip -a 
dh_compress -a
dh_fixperms -a
dh_installdeb -a
dh_shlibdeps -a
dh_gencontrol -a
dh_md5sums -a
dh_builddeb -a
warning, `debian/maxima/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `maxima' in `../maxima_5.12.0-1ubuntu2_i386.deb'.
warning, `debian/xmaxima/DEBIAN/control' contains user-defined field `Original-Maintainer'
dpkg-deb: ignoring 1 warnings about the control file(s)
dpkg-deb: building package `xmaxima' in `../xmaxima_5.12.0-1ubuntu2_i386.deb'.
 dpkg-genchanges
dpkg-genchanges: not including original source code in upload
Use of uninitialized value in print at /usr/bin/debuild line 1081.
ver: 5.12.0-1ubuntu2 since:  debemail:
dpkg-buildpackage (debuild emulation): binary and diff upload (original source NOT included)
Now running lintian...
W: maxima source: substvar-source-version-is-deprecated maxima-test
W: maxima source: substvar-source-version-is-deprecated maxima-doc
W: maxima source: substvar-source-version-is-deprecated xmaxima
W: maxima source: substvar-source-version-is-deprecated maxima-emacs
W: maxima source: substvar-source-version-is-deprecated maxima-share
W: maxima source: source-contains-CVS-dir src/numerical/slatec/fortran/CVS
W: maxima-doc: info-document-missing-dir-section usr/share/info/es/maxima.info.gz
W: maxima-doc: info-document-missing-dir-section usr/share/info/es.utf8/maxima.info.gz
W: maxima-doc: info-document-missing-dir-section usr/share/info/pt.utf8/maxima.info.gz
W: maxima-doc: info-document-missing-dir-section usr/share/info/pt/maxima.info.gz
Finished running lintian.
Now signing changes and any dsc files...
 signfile maxima_5.12.0-1ubuntu2.dsc Michael W. Olson (GNU address) <mwolson@gnu.org>

 signfile maxima_5.12.0-1ubuntu2_i386.changes Michael W. Olson (GNU address) <mwolson@gnu.org>

Successfully signed dsc and changes files