We construct a new family of
-dimensional
Laguerre planes that differ from the classical real Laguerre plane only
in the circles that meet a given circle in precisely two points. These
planes share many properties with but are nonisomorphic to certain
semiclassical Laguerre planes pasted along a circle in that they admit
-dimensional groups of
automorphisms that contain
and are of Kleinewillinghöfer type I.G.1.
