  In this paper we ask whether one can take the limit of multiple SLE as the
number of slits goes to infinity. In the special case of $n$ slits that connect
$n$ points of the boundary to one fixed point, one can take the limit of the
Loewner equation that describes the growth of those slits in a simultaneous
way. In this case, the limit is a deterministic Loewner equation whose vector
field is determined by a complex Burgers equation.
