  We find AdS5 solutions holographically dual to compactifications of
six-dimensional N=(1,0) supersymmetric field theories on Riemann surfaces with
punctures. We simplify a previous analysis of supersymmetric AdS5 IIA
solutions, and with a suitable Ansatz we find explicit solutions organized in
three classes, where an O8--D8 stack, D6- and D4-branes are simultaneously
present, localized and partially localized. The D4-branes are smeared over the
Riemann surface and this is interpreted as the presence of a uniform
distribution of punctures. For the first class we identify the corresponding
six-dimensional theory as an E-string theory coupled to a quiver gauge theory.
The second class of solutions lacks D6-branes and its central charge scales as
$n^{5/2}$, suggesting a five-dimensional origin for the dual field theory. The
last class has elements of the previous two.
