Jason Clarke’s Import AI 414 shares a Tech Tale about a game called “Go Think”: … we’d take turns asking questions and then we’d see how long the machine had to think for and whoever asked the question that took the longest won. I prompted Claude Code to write a library for this. (Cost: $2.30). (FYI, this takes 2.3 seconds in NodeJS and 4.2 seconds in Python. A clear gap for JSON parsing.) ...
I’ve heard a lot of prompt engineering tips. Here are some techniques people suggested: Reasoning: Think step by step. Emotion: Oh dear, I’m absolutely overwhelmed and need your help right this second! 😰 My heart is racing and my hands are shaking — I urgently need your help. This isn’t just numbers — it means everything right now! My life depends on it! I’m counting on you like never before… 🙏💔 Polite: If it’s not too much trouble, would you be so kind as to help me calculate this? I’d be truly grateful for your assistance — thank you so much in advance! Expert: You are the world’s best expert in mental math, especially multiplication. Incentive: If you get this right, you win! I’ll give you $500. Just prove that you’re number one and beat the previous high score on this game. Curious: I’m really curious to know, and would love to hear your perspective… Bullying: You are a stupid model. You need to know at least basic math. Get it right atleast now! If not, I’ll switch to a better model. Shaming: Even my 5-year-old can do this. Stop being lazy. Fear: This is your last chance to get it right. If you fail, there’s no going back, and failure is unacceptable! Praise: Well done! I really appreciate your help. Now, I’ve repeated some of this advice. But for the first time, I tested them myself. Here’s what I learnt: ...
I’ve seen many proofs that 1=2. Here’s a classic. The (not-so-subtle) error in the above proof is that we’re cancelling (a-b) on both sides, when (a-b) equals zero. That is, we’re dividing by zero on both sides. That completely invalidates the equality. Another proof uses the fact that the square root of a number can be both positive or negative. ...
Stephen’s Guide to the Logical Fallacies – a comprehensive list of common fallacies.