The article begins with a reference to XKCD #2347, which humorously depicts modern digital infrastructure as a tower of precariously stacked blocks. The author realizes this metaphor can effectively illustrate software dependencies. Traditional models like UML and architecture diagrams often fail to convey the intuitive relationships between components. The idea is to visualize dependencies as a literal tower, where each block represents a piece of software, resting on others it depends on. As the author explores this concept, they quickly discover the complexity of rendering a dependency graph as a tower. The problem is NP-hard, meaning there's no quick solution for arranging blocks without crossings. While there are approximation algorithms and heuristics to navigate this complexity, the author finds inspiration in the Sugiyama Framework. This established method for node-link diagrams involves layering nodes, minimizing crossings, and assigning coordinates. However, Sugiyama's approach only reduces crossings, which won't work for the tower model that requires complete elimination. To tackle the challenges of stacking software dependencies, the author identifies three key structural issues: transitive dependencies, long edges, and tangled motifs. Each of these complicates the arrangement of blocks. The author outlines two solutions: first, performing a transitive reduction to eliminate redundant edges that create impossible stacking scenarios; second, shortening long edges by inserting dummy nodes, allowing for a more continuous and stable structure. These steps aim to transform a complex graph into a more manageable form that can be effectively visualized as a stackable tower.