(support rlisp alg poly polydiv arith mathpr ezgcd factor hephys int
matrix rlisp88 rprint fmprint pretty solve desir ineq modsr rsolve algint
arnum assist dummy cantens atensor avector invbase misc boolean cedit
rcref ftr cali camal changevr compact dfpart lie)

(odesolve pf cvit noncom2 physop crack liepde applysym conlaw excalc
gentran fide1 fide numeric randpoly reacteqn roots rlfi roots2 sets
xideal eds dipoly groebner groebnr2 ideals linalg ncpoly normform
orthovec plot gnuplot laplace pm qsum scope sparse spde specfn specfn2
specfaux specbess sfgamma tps limits defint fps trigint ratint mathml
redlog rltools cl ofsf dvfsf cgb acfsf sum zeilberg symaux symmetry
taylor mrvlimit residue susy2 tri trigsimp xcolor wu ztrans geometry
rataprx rtrace)

(alg poly polydiv arith factor int matrix solve desir ineq modsr rsolve
algint arnum assist dummy cantens atensor avector invbase boolean cali
camal changevr compact dfpart lie odesolve pf cvit physop liepde applysym
conlaw excalc gentran fide numeric randpoly reacteqn roots rlfi sets
xideal eds groebner ideals linalg ncpoly normform orthovec laplace pm
qsum scope sparse spde specfn tps limits defint fps trigint ratint mathml
redlog cgb sum zeilberg symmetry taylor mrvlimit residue susy2 tri
trigsimp xcolor wu ztrans geometry rataprx)

