  We give examples of points with particularly low height on elliptic curves
over quadratic fields, recovered by a search over elliptic divisibility
sequences. The smallest example identified satisfies dh(P)=0.0077127...:
improving on the previous smallest for curves over quadratic fields of
dh(P)=0.0194426... given by Everest and Ward; and comparable with some of the
examples of smallest height on curves over Q tabulated by Elkies.
