  This is a companion note of [Zhaa] (arXiv:1501.01836) where the extension of
local calibration pairs of smooth submanifolds is discussed. Here we emphasize
on the case of singular submanifolds. More precisely, we study when a
calibration pair around the singular set of a submanifold can extend to a local
calibration pair about the entire submanifold. Based upon [Zhab]
(arXiv:1501.04681) several examples of particular interests under the view of
calibrated geometry are considered.
