Figure 2.
The two fibrations of the same orbifold that appear in the first line of the table of Theorem A. As in Figure 1, green fibres are circles, red fibres are intervals and the singular locus is in black. The underlying topological space is $S^2\times S^1$, seen by glueing the inner and outer sphere via a homothety.

The two fibrations of the same orbifold that appear in the first line of the table of Theorem A. As in Figure 1, green fibres are circles, red fibres are intervals and the singular locus is in black. The underlying topological space is |$S^2\times S^1$|⁠, seen by glueing the inner and outer sphere via a homothety.

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