Mathematics tools

Uncached CAS call

This section always sends a genuine call to the CAS, regardless of the current cache settings. This is needed to ensure the connection to the CAS is really currently working.

You have chosen the "default" version of Maxima, so no Maxima version checking is being done. Your raw connection is actually using version "5.45.1" (45.1). CAS returned data as expected. You have a live connection to the CAS.

Platform: linux
Maxima shell command: maxima
Maxima initial command: load("/var/www/data/perfdata/stack/maximalocal.mac");


Maxima timeout: 10

cab:block([],print("[STACKSTART Locals= [ 0=[ error= ["), cte("CASresult",errcatch(diff(x^n,x))), print("1=[ error= ["), cte("STACKversion",errcatch(stackmaximaversion)), print("2=[ error= ["), cte("MAXIMAversion",errcatch(MAXIMA_VERSION_STR)), print("3=[ error= ["), cte("MAXIMAversionnum",errcatch(MAXIMA_VERSION_NUM)), print("4=[ error= ["), cte("externalformat",errcatch(adjust_external_format())), print("5=[ error= ["), cte("CAStime",errcatch(CAStime:"2023-07-03 18:23:20")), print("] ]"), return(true));

Start: 1688388800.4381, End: 1688388803.7223, Taken = 3.2842018604279

CAS result

Maxima 5.45.1 https://maxima.sourceforge.io
using Lisp GNU Common Lisp (GCL) GCL 2.6.12
Distributed under the GNU Public License. See the file COPYING.
Dedicated to the memory of William Schelter.
The function bug_report() provides bug reporting information.
(%i1) warning: encountered undefined variable %_ce_rem in translation.
define: warning: redefining the built-in function intervalp
warning: variable simp (declared type boolean) assigned type any.
define: warning: redefining the built-in function texnumformat
warning: encountered undefined variable stackintfmt in translation.
[ STACK-Maxima started, library version 2023060500 ] 
(%o0) "/var/www/data/perfdata/stack/maximalocal.mac"
(%i1) 
[STACKSTART Locals= [ 0=[ error= [ 
(too long, I think it is good)

Unpacked result as

Array
(
    [0] => Array
        (
            [key] => CASresult
            [value] => n*x^(n-1)
            [dispvalue] => n*x^(n-1)
            [display] => n\,x^{n-1}
            [error] => 
        )

    [1] => Array
(again very long, think it is good)