We specialise the construction of orbifold graph TQFTs introduced in Carqueville et al. (Orbifold graph TQFTs) to Reshetikhin–Turaev defect TQFTs. We explain that the modular fusion category \(\mathcal {C}_\mathcal {A}\) constructed in Mulevičius and Runkel (Quant Topol 13(3):459–523, 2023. https://doi.org/10.4171/QT/170) from an orbifold datum \(\mathcal {A}\) in a given modular fusion category \(\mathcal {C}\) is a special case of the Wilson line ribbon categories introduced as part of the general theory of orbifold graph TQFTs. Using this, we prove that the Reshetikhin–Turaev TQFT obtained from \(\mathcal {C}_\mathcal {A}\) is equivalent to the orbifold of the TQFT for \(\mathcal {C}\) with respect to the orbifold datum \(\mathcal {A}\) .
