In any category, one can try to move objects in the direction indicated by some global deformation class. An example would be to move points on a manifold in the direction of a vector field. As this example shows, the existence of global deformations is a tricky issue involving some form of compactness, but uniqueness is more robust an easier to obtain. I will apply this idea to Fukaya categories, and compare the result with known phenomena in symplectic topology.