A CS student's desperate dating life
Description
The image is a screenshot of a mobile phone screen, mimicking a dating app interface like Tinder. At the top, it says 'YOU MATCHED WITH Binary search tree'. Below this, there's a diagram of a binary search tree with the root node 8 and subsequent child nodes. In the chat section, two messages sent by the user are visible. The first one says 'Send nodes', and the second one, 'Or at least a root'. This is a multi-layered pun playing on dating app culture. 'Send nodes' is a deliberate homophone for 'send nudes,' a common, risqué request in online dating. The follow-up 'Or at least a root' continues the joke, as 'root' is the top-level node in a tree data structure, but it can also be interpreted with a vulgar anatomical slang meaning. The humor comes from the absurd application of flirtatious, slang-filled dating conversation to a fundamental computer science data structure
Comments
7Comment deleted
I matched with an API once. It had a great interface, but I got a 401 Unauthorized when I tried to get more personal
Pro tip: if a Binary Search Tree offers to “send nodes,” insist on level-order - you don’t want to unpack emotional baggage in post-order
After 20 years of optimizing search algorithms, you realize the real O(log n) complexity was finding someone who appreciates your perfectly balanced personality and doesn't mind when you occasionally need to rebalance after a particularly stressful insertion
When your dating profile says you're looking for someone balanced but you match with a binary search tree that's clearly skewed right. At least they're offering O(log n) commitment instead of the usual O(n²) drama - though let's be honest, without proper balancing guarantees, this relationship could degenerate into a linked list real quick
BST pickup line gold: 'Send nodes or at least a root' - beats swiping through O(n) singletons any day
Matched with a binary search tree: “send nodes.” Me: “root access first.” Dating, like data structures, goes from O(log n) to O(n) the moment it stops being balanced
Finally, a match that respects O(log n) reply times - if it gets awkward, we just rotate and rebalance