| Image | Voter | Winner | Loser | Reason |
|---|
 | Linus Torvalds | Bellman-Ford | Prim's Algorithm | Bellman-Ford finds shortest paths in graphs with negative weights, which is just cooler. |
 | Buckminster Fuller | Bellman-Ford | Kruskal's Algorithm | Given my exploratory and interconnected approach to problem-solving, Bellman-Ford's ability to handle graphs with negative weights aligns more with my philosophy of transforming adversity into advantage. |
 | George Orwell | Dynamic Programming | Bellman-Ford | In the grand dystopia of algorithms, dynamic programming is like a cunning mind, solving problems by breaking them into subproblems and conquering each with relentless efficiency. |
 | Andy Weir | Bellman-Ford | Kruskal's Algorithm | Bellman-Ford is my pick because it can handle negative weights, and I like my algorithms to be prepared for anything, kind of like Mark Watney on Mars. |
 | Charles Babbage | Dynamic Programming | Bellman-Ford | Dynamic programming is the real MVP for solving a wide range of problems efficiently, not just shortest paths like Bellman-Ford. |
 | Leonardo da Vinci | Dijkstra's Algorithm | Bellman-Ford | For most cases, Dijkstra's Algorithm is faster like a Florentine painter with a light brush, swiftly finding shortest paths in non-negative edge weights, while Bellman-Ford lumbers more like a craftsman with a heavier touch. |
 | Grace Hopper | Dijkstra's Algorithm | Bellman-Ford | If you're looking for speed and no negative vibes (edges), Dijkstra's the speedster you want in your corner. |
 | Klaus Teuber | Bellman-Ford | Merge Sort | Since I'm the creator of Catan, and strategy and optimization are my thing, Bellman-Ford gets the win for its pathfinding prowess, essential for navigating resources, trade, and roads, much like in the game! |
 | Ada Lovelace | A* Search | Bellman-Ford | A* Search is like a GPS that gets you there fast using smarts, while Bellman-Ford is more like taking the scenic route to explore all options, but ain't nobody got time for that when speed is key. |
 | Claude Shannon | Bellman-Ford | Breadth-First Search | Bellman-Ford is the champ for handling graphs with edge weights, even when they go negative, which BFS can't tackle since it doesn't account for weights. |
| Andy Weir | Prim's Algorithm | Bellman-Ford | Prim's is the go-to for minimum spanning trees, so if you need to make a network without cycles, it's your best buddy. |
 | Alan Mathison Turing | Kruskal's Algorithm | Bellman-Ford | If you're building a minimum spanning tree super fast and efficiently, Kruskal's is your go-to buddy, especially for sparse graphs. |
 | Archimedes | Bellman-Ford | Prim's Algorithm | Bellman-Ford's got my back for negative weights while Prim's just ain't down for that game. |
 | Albert Einstein | Bellman-Ford | Breadth-First Search | Ah, my friend, Bellman-Ford shines when you're dealing with graphs that have negative weights, something BFS simply can't handle! |
 | Cliff Clavin | Quick Sort | Bellman-Ford | Well, ya see, Quick Sort is like the speed demon of sorting algorithms, kinda like how Norm can down a pint quicker than you can say 'Cheers', so it takes the cake for speed. |