Abstract
We present a study of the \$SU(3)\$ glueball spectrum for all \$J^PC\$ values
at lattice spacings down to \$a^-1=3.73 (6)\$ GeV (\$\beta=6.4\$) using lattices
of size up to \$32^4\$. We extend previous studies and show that the continuum
limit has effectively been reached. The number of clearly identified \$J^PC\$
states has been substantially increased. There are no clear signals for
spin-exotic glueballs below 3 GeV. A comparison with current experimental
glueball candidates is made.
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