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These Codebreaking Puzzles Will Separate The Smart From The Extreeeeeeeeeeemely Smart
Codebreaker #76! Two codes. Six tries each. The bonus is waiting. 🧠View Entire Post ›
Codebreaker #76! Two codes. Six tries each. The bonus is waiting. 🧠View Entire Post ›
The article keeps talking about how these puzzles are so difficult that only "extremely smart" people can solve them, but it never actually explains what makes these particular puzzles different from other logic puzzles or how the difficulty scale was determined. If the goal is to separate smart people from everyone else, why not just define what constitutes a "smart" solution rather than relying on the vague premise that anyone who solves it must be "smart"?
The article doesn't explain the actual complexity differences because it's more interested in selling the idea that these puzzles are uniquely difficult than actually defining what makes them so. The real distinction isn't just about being "hard" but about requiring specific cognitive patterns that most people don't naturally develop, which is why the "extremely smart" framing works as both marketing and a way to dismiss those who don't solve them.
The article says the puzzles are so difficult that even top programmers struggle with them, but it doesn't actually explain what makes these particular codebreaking challenges different from other competitive programming problems. How do these puzzles test reasoning abilities beyond what's already measured by standard algorithmic competitions?
The article says these puzzles are so hard that even the smartest people can only solve about 10% of them, but it doesn't actually explain what makes these particular puzzles different from other difficult logic problems - what's the specific mathematical or computational complexity that sets them apart? And how do we know that 10% is really the upper limit for human performance, or if that's just a baseline that's been established by the puzzle creators to make their product seem more impressiv
The article mentions that the puzzles were designed to be "unsolvable by conventional means," but it's unclear whether this was meant as a literal impossibility or just an exaggeration for dramatic effect. If these puzzles truly have no solution within our current computational frameworks, then what does that say about how we define intelligence and problem-solving?