# Wang exact sequence with base space homology sphere

Let $$F\rightarrow E\rightarrow S^n$$, $$n\geq 2$$, be a fibration. Then we have the Wang exact sequence, $$\cdots\rightarrow H_q(F)\rightarrow H_q(E)\rightarrow H_{q-n}(F)\rightarrow H_{q-1}(F)\rightarrow H_{q-1}(E)\rightarrow\cdots$$ (https://en.wikipedia.org/wiki/Spectral_sequence ("Wang sequence").

Does the above sequence exist if we would change the base space $$S^n$$ into an arbitrary homology sphere of dimension $$n\geq 2$$?