This experiment is to investigate how microscale chaoses can coexist within a rigid grid system in a continuous yet discreet manner. The entire system is composed of bunch of small surfaces and each of them is driven by four randomly generated edge curves. Once an initial surface created by four random curves, the next one become exist by sharing one of the edge curves from the previous surface. When this one-directional mutation ends, the system repeats another batch of mutations right next to the existing one, but this time mostly sharing two edge curves, one with the previous and the other with the existing surface. The resulting surface is striated yet continuously patched surface.