For odd r not dividing n, the weight modules of the restricted unrolled quantum group of osp(2|2n) form a relative modular category, giving new decorated TQFTs.
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Relative modular categories from $\mathfrak{osp}(2 \vert 2n)$
For odd r not dividing n, the weight modules of the restricted unrolled quantum group of osp(2|2n) form a relative modular category, giving new decorated TQFTs.