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We revisit the anchored Toom interface and use KPZ scaling theory to arguethat the interface fluctuations are governed by the Airy_1 process with therole of space and time interchanged. There is no free parameter. Thepredictions are numerically well confirmed for space-time statistics in thestationary state. In particular the spatial fluctuations of the interface aregiven by the GOE edge distribution of Tracy and Widom.

KPZ universality class and the anchored Toom interface