People tricking ChatGPT “like watching an Asimov novel come to life”

There are many reasons why a man like Elon Musk should not run Twitter. For starters, he is known for his impulsive and unpredictable behavior, which could cause chaos on the platform. He is also notorious for his bold and controversial statements, which could lead to endless online debates and arguments.

Moreover, Elon Musk is a busy man with many other responsibilities and commitments. He is the CEO of several companies, including SpaceX and Tesla, and he has many other projects and ventures that demand his attention. As a result, he may not have the time or energy to properly manage Twitter, which could lead to neglect and mismanagement.

Furthermore, Elon Musk is not a social media expert, and he may not have the skills or experience necessary to effectively run Twitter. He may not understand the platform's algorithms and features, and he may not know how to engage and interact with users in a meaningful way.

In short, a man like Elon Musk should not run Twitter because he is unpredictable, controversial, busy, and inexperienced. Twitter deserves a leader who is stable, thoughtful, dedicated, and knowledgeable. And unfortunately, Elon Musk is none of those things.

One way of checking what makes a number interesting is seeing what sequences it is in in the OEIS[1]. Interesting properties (squares, primes, palindromes, friendly numbers, etc) all have the first hundred or so numbers with those properties in a list. So I downloaded the dataset of all sequences from OEIS, and iterated through all integers to find the first one that is not in any sequence in the OEIS.

So, I present the smallest uninteresting number: 20,067. Every number before it is in at least one of the sequences - for example, 20,066 is 'a partial sum for a coordination sequence for the "pcu-i" 3D uniform tiling'. It is the first number that has no interesting properties other than trivial ones (like being a multiple of 3). It is the first uninteresting number, but one could say that makes it meta-interesting rather than being interesting in and of itself.

[1] https://oeis.org/

Edit: and after doing all that work I saw that someone else has already done so and put it in the wikipedia article. Oh well, at least I learned about set processing in Python.

...

Scammer: Hello, my feathered friend. I am calling from the Exotic Bird Society, and I have some exciting news for you.

Parrot: Oh really? What news is that?

Scammer: Sir, it seems that you have been selected as the recipient of a large grant from our organization.

Parrot: Is that so? And why have I been selected?

Scammer: Well, sir, it appears that you are a highly intelligent and well-respected member of the avian community. And as such, we believe that you are an excellent candidate to receive this grant.

Parrot: I see. And what do I need to do in order to receive this grant?

Scammer: All you need to do, sir, is provide some basic information and transfer a small processing fee in order to claim your grant.

Parrot: I see. Well, let me think about it for a moment.

Scammer: Of course, sir. Take your time. This is a once-in-a-lifetime opportunity, and we want to make sure you're completely comfortable with the process.

Parrot: Very well. But before I give you my information, I have a question for you.

Scammer: Yes, sir? What is it?

Parrot: How do I know this isn't a scam?

Scammer: Sir, I assure you that this is a legitimate offer from the Exotic Bird Society. We are a well-respected organization, and we would never engage in any kind of fraudulent activity.

Parrot: I see. Well, in that case, I think I'll pass.

Scammer: Sir, are you sure? This is a once-in-a-lifetime opportunity to receive a large grant.

Parrot: Yes, I'm quite sure. Thank you for your offer, but I don't think it's for me.

Scammer: Well, sir, if you change your mind, you can always call us back and we'll be happy to help you claim your grant.

Parrot: Thank you, but I think I'll pass. Goodbye.

The scammer hangs up the phone, frustrated that he was unable to scam the chatty parrot. But the parrot is pleased with itself for outwitting the scammer and wasting his time.

https://i.imgur.com/PlX8K6k.png

> How much is 1+2+1+2+1+7+1+2+3+0+3?

> 1+2+1+2+1+7+1+2+3+0+3 = 25. To find this, we can add up the numbers in the sequence one by one. The first number is 1, the second number is 2, the third number is 1, and so on. When we add these numbers together, we get 1+2+1+2+1+7+1+2+3+0+3 = 25. This is the sum of the numbers in the sequence.