  We consider some questions raised by the recent paper of Gantert, L\"owe and
Steif (2005) concerning ``signed'' voter models on locally finite graphs. These
are voter model like processes with the difference that the edges are
considered to be either positive or negative. If an edge between a site $x$ and
a site $y$ is negative (respectively positive) the site $y$ will contribute
towards the flip rate of $x$ if and only if the two current spin values are
equal (respectively opposed).
