;;; 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)
        "rtestnset" "rtest1" "rtest1a" "rtest2" "rtest4"
        "rtest5"
        "rtest6" "rtest6a" "rtest6b" "rtest7"
        ((mlist simp) "rtest9" 82)
        "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" 103 104 105 112 113 123 124 128)
        ((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 96 99 118 119 120 121 123 124)
        ((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 77 79)
        "rtest_algebraic"
        ((mlist simp) "rtest_gamma" 473 474)
        "rtest_expintegral"
        "rtest_signum"
        "rtest_lambert_w"
        "rtest_elliptic"
        "rtest_integrate"
        "rtest_integrate_special"
        "rtest_ask"
        ((mlist simp) "rtest_sqrt" 89)
        ((mlist simp) "rtest_carg" 40 41)
        ((mlist simp) "rtest_log" 11)
        ((mlist simp) "rtest_power" 19 20 26 58 62 65)
	))
