  Kager, Nienhuis, and Kadanoff conjectured that the hull generated from the
Loewner equation driven by two constant functions with constant weights could
be generated by a single rapidly and randomly oscillating function. We prove
their conjecture and generalize to multiple continuous driving functions. In
the process, we generalize to multiple hulls a result of Roth and Schleissinger
that says multiple slits can be generated by constant weight functions. The
proof gives a simulation method for hulls generated by the multiple Loewner
equation.
