In one instance, a natural spring that fed the nearby village of Pipola dried up, forcing residents to fetch water from wells in a neighboring village, while other villagers simply fled to other neighboring villages to live.

“It's our one-month friendiversary,” Maeve explained. “Remember? We met exactly one month ago today.”

The trawler landed a ten-ton haul.

As the preferred metrics applied to symplectic forms are Kähler metrics one could ask for the Riemannian structure which would make the cone with the metric ◌̅g=dt²+t²ᵍ together with the symplectic form 𝜔 into a Kähler manifold. Then ◌̅g and 𝜔 define a complex structure ◌̅𝛷. Alternatively, one could ask for a Riemannian metric g on M which would define a Kähler metric h on 𝒵 via a Riemannian submersion.