/usr/share/maxima/5.37.2/tests/testsuite.lisp is in maxima-test 5.37.2-8.
This file is owned by root:root, with mode 0o644.
The actual contents of the file can be viewed below.
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 | ;;; The Maxima test suite is defined to be the sum of all the tests
;;; in the files listed in the Maxima option variable $testsuite_files.
;;; Each entry can either be a plain file name (minus extension), e.g.,
;;; "testfile.mac", or a Maxima list containing a file name followed by
;;; the numbers of the test problems that are expected to fail, e.g.
;;; ((mlist simp) "testfile.mac" 7 9 13).
(setf $testsuite_files
'((mlist simp)
"rtest_rules"
"rtestnset" "rtest1" "rtest1a"
((mlist) "rtest2" 86 95)
"rtest4"
"rtest5"
"rtest6" "rtest6a" "rtest6b" "rtest7"
"rtest9"
"rtest9a"
((mlist simp) "rtest10" 24 25)
"rtest11" "rtest13" "rtest13s"
"rtest14"
"rtest15"
"rtest16"
"rtestode" "rtestode_zp"
"rtest3" "rtest8"
((mlist simp) "rtest12" 76 78)
"rexamples"
((mlist simp) "rtesthyp" 105 112 113 123 124 128)
((mlist simp) "rtest_hypgeo" 143)
"rtestmt19937"
"rtest_allnummod"
"rtestconjugate"
((mlist simp) "rtestsum" 3 4 18 75)
"rtest_trig"
"rtest_zeta"
"rtest_diff_invtrig"
"rtest_scalarp"
"rtest_everysome"
"rtestint"
"rtest_numth"
"rtestifactor"
((mlist simp) "rtest_equal" 157 160)
"rtest_abs"
((mlist simp) "rtest_taylor" 88 91 94 99 123 124)
((mlist simp) "rtest_dot")
"rtest_mset"
"rtest_boolean"
"rtest_round"
((mlist simp) "rtest_map" 2 3 4)
((mlist simp) "rtest_sign" 21 25 30 40 65 72 79)
"rtest_algebraic"
"rtest_gamma"
"rtest_expintegral"
"rtest_signum"
"rtest_lambert_w"
"rtest_elliptic"
"rtest_integrate"
"rtest_integrate_special"
((mlist simp) "rtest_sqrt" 89)
((mlist simp) "rtest_carg" 40 41)
((mlist simp) "rtest_log")
((mlist simp) "rtest_power" 19 20 26 58 65)
"rtestdefstruct"
"rtest_limit"
"rtest_powerseries"
((mlist) "rtest_laplace" 29 49 50 51 54 59 60 61 62 78 80)
))
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