  We consider a fundamental string in a bubbling geometry of arbitrary genus
dual to a half-supersymmetric Wilson loop in a general large representation
$\mathbf{R}$ of the $SU(N)$ gauge group in ${\cal N}=4$ Supersymmetric
Yang-Mills. We demonstrate, under some mild conditions, that the minimum value
of the string classical action for a bubbling geometry of arbitrary genus
precisely matches the correlator of a Wilson loop in the fundamental
representation and one in a general large representation. We work out the case
in which the large representation is given by a rectangular Young Tableau,
corresponding to a genus one bubbling geometry, explicitly. We also present
explicit results in the field theory for a correlator of two Wilson loops: a
large one in an arbitrary representation and a "small" one in the fundamental,
totally symmetric or totally antisymmetric representation.
