  We present an asymptotically flat and stationary multi-black lens solution
with bi-axisymmetry of $U(1)\times U(1)$ as a supersymmetric solution in the
five-dimensional minimal ungauged supergravity. We show that the spatial cross
section of each degenerate Killing horizon admits different lens space
topologies of $L(n,1)=S^3/{\mathbb Z_n}$ as well as a sphere $S^3$. Moreover,
we show that in contrast to the higher dimensional Majumdar-Papapertrou
multi-black hole and multi-BMPV black hole spacetimes, the metric is smooth on
each horizon even if the horizon topology is spherical.
