  We obtain a local two weight $Tb$ theorem with an energy side condition for
higher dimensional fractional Calder\'{o}n-Zygmund operators. The proof follows
the general outline of the proof for the corresponding one-dimensional $Tb$
theorem in [SaShUr12], but encountering a number of new challenges, including
several arising from the failure in higher dimensions of T. Hyt\"{o}nen's
one-dimensional two weight $A_{2}$ inequality [Hyt].
