The Earth's surface is finite, but what about the universe? In this video, we delve into the fascinating concept of cosmic curvature and its implications. We explore the idea that the universe could be infinite, stretching endlessly without an edge. But we also consider the possibility of a finite universe, and how it can achieve borderlessness through curvature. We discuss the tools mathematicians use to understand the geometry of the Earth and the universe, including triangles and parallel lines. By studying the cosmic microwave background, we uncover evidence that suggests the universe is flat. However, we also examine the limitations of our measurements and the possibility of a curved universe on a much larger scale. Get ready to dive into the wild world of topology, where dimensions can wrap around and create mind-bending shapes like the Mobius strip and Klein bottle. We explore the concept of closed topologies and the search for intersection points in the CMB. Join us on this cosmic journey as we unravel the mysteries of the universe's curvature and consider the mind-boggling concept of the multiverse.