Explore the fascinating world of non-intersecting Brownian bridges and their macroscopic limit shapes in this 43-minute conference talk presented by Istvan Prause from the University of Eastern Finland. Delve into the concept of Brownian watermelon and examine limit shapes from the perspective of the tangent plane method. Discover the intriguing connection between these limit shapes and those of random Young tableaux. Gain valuable insights into the algebraic and probabilistic aspects of universality in vertex models through this presentation, which was part of IPAM's Vertex Models workshop.