sorting Memes

Ah, the infamous "StalinSort" – where elements don't get rearranged, they get purged . This "O(n) algorithm" is technically correct in the most horrifying way possible. Sure, you'll end up with a sorted list... mostly because you've executed all the elements that dared to be out of order. It's the same energy as fixing bugs by deleting the code that contains them. Congratulations, you've optimized your way to a solution that would make computer science professors wake up in cold sweats. Efficiency through elimination – the algorithm works because the witnesses don't.

OH. MY. GOD. The absolute AUDACITY of Bogo Sort, the superhero nobody asked for! 💀 This algorithm is literally just shuffling cards until they accidentally fall in order . Seven attempts to sort THREE elements?! I can't even! That's like needing seven tries to put your shoes on the right feet! And the flowchart? Check for sorted → if not, SHUFFLE EVERYTHING and pray to the algorithm gods. That's not a sorting algorithm, that's a gambling addiction with extra steps! The best part? It has "the potential to rival quicksort" in the same way I have the potential to win an Olympic gold medal if they suddenly make procrastination a competitive sport. Theoretical O(1)? Sure, and I'm theoretically dating a supermodel! 🙄

Ah, the mythical parallel universe where bogosort—the algorithm equivalent of throwing a deck of cards in the air and hoping they land in order—actually works reliably. In our dimension, this disaster of an O(n×n!) algorithm would take longer than the heat death of the universe to sort your Netflix queue. But somewhere out there, developers are using it in production and getting promotions while we're stuck optimizing quicksort like suckers.

Ah yes, the infamous "Stalin Sort" - where elements that don't fit the desired order simply... disappear. While Quicksort and Merge Sort are busy doing honest algorithmic work, Stalin Sort just executes any element that's out of place and moves on. No recursion, no partitioning, just cold, efficient elimination. O(n) performance guaranteed because dissenting elements aren't given a second chance. Probably not what they teach in CS classes, but hey, it technically produces a sorted array!

Somewhere in a parallel universe, bogosort finishes in O(1) time, git merge has no conflicts, and printers just work. Meanwhile, in our reality, we're still waiting for that one-in-a-googol chance where our randomly shuffled array accidentally ends up sorted. The cosmic joke is that even quantum computers would give up before bogosort succeeds. Such is life in the worst timeline.

OH. MY. GOD. The absolute AUDACITY of this algorithm! 💅 It's claiming to sort arrays in O(0) time which is LITERALLY IMPOSSIBLE in computer science! The secret? It just does NOTHING and expects the array to already be sorted! This is like claiming you can clean your entire apartment in zero seconds if it's already spotless! The sheer LAZINESS of that 'pass' statement is sending me into orbit! It's the programming equivalent of showing up to a group project and taking credit while doing absolutely nothing! ✨

Ah yes, the revolutionary O(n) sorting algorithm that's "faster than merge sort" — just ask the user to input an already sorted array. Genius level problem-solving right there. This is the coding equivalent of claiming you've invented a teleportation device when you're actually just telling people to walk to their destination. The real innovation is the sheer audacity.