Find how many possible orientation there are for an orientable Manifold with $k$-connected component.
Can we say that , there are $2^{k}$ possible orientation becasue for all connected component they have 2 orientation ?
Find how many possible orientation there are for an orientable Manifold with $k$-connected component.
Can we say that , there are $2^{k}$ possible orientation becasue for all connected component they have 2 orientation ?
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