We　report　on　the　transport　properties　of　the　superhoneycomb　lattice,　the　band　structure　of　which　possesses　a　flat　band　and　Dirac　cones,　according　to　the　tight-binding　approximation.　The　super-honeycomb　model　combines　the　honeycomb　lattice　and　the　Lieb　lattice　and　displays　the　properties　of　both.　It　also　represents　a　hybrid　fermionic　and　bosonic　system,　which　is　rarely　seen　in　nature.　By　choosing　the　phases　of　input　beams　properly,　the　flat-band　mode　of　the　super-honeycomb　lattice　will　be　excited　and　the　input　beams　will　exhibit　strong　localization　during　propagation.　On　the　other　hand,　if　the　modes　of　Dirac　cones　of　the　super-honeycomb　lattice　are　excited,　one　will　observe　conical　diffraction.　Furthermore,　if　the　input　beam　is　properly　chosen　to　excite　a　sublattice　of　the　super-honeycomb　lattice　and　the　modes　of　Dirac　cones　with　different　pseudospins,　e.g.,　by　the　three-beam　interference　pattern,　the　pseudospin-mediated　vortices　will　be　observed.