  We revisit the anchored Toom interface and use KPZ scaling theory to argue
that the interface fluctuations are governed by the Airy_1 process with the
role of space and time interchanged. There is no free parameter. The
predictions are numerically well confirmed for space-time statistics in the
stationary state. In particular the spatial fluctuations of the interface are
given by the GOE edge distribution of Tracy and Widom.
