Mute-iny on the Bounty
The Luke and Pete Show
Stak Production
4.8 • 1.9K Ratings
🗓️ 7 August 2023
⏱️ 32 minutes
🧾️ Download transcript
Summary
Moore's completely enamoured with a man who's making claims under oath that he's seen an alien in his toilet, or something like that.
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The Luke and Pete Show is the sometimes ridiculous, always funny podcast with Luke Moore and Pete Donaldson: two men who have time on their hands and a good idea of how to waste it. Subscribe to get your comedy podcast fix every Monday and Thursday.
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Transcript
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| 0:00.0 | We're back with a look at Pete Shaw. It is a Monday, the seventh of August. I usually |
| 0:19.0 | get a little bit of some of the August birthdays. Who do you think the best person is on the |
| 0:25.2 | seventh of August? To be honest, it's Brookes Dickinson's birthday. It's the fact I used it in |
| 0:33.9 | the football rambles. So you're wrong on the rambles? Yeah. No, because it's not August |
| 0:38.7 | seventh is when the season kicks off, so I was right on the rambles. Oh, sweet me. Okay. |
| 0:41.8 | Brookes Dickinson. But the list that I had had a lord of like influences and TikTok stars, |
| 0:46.1 | there's like David Decovney. Why is he not on the list? David Decovney of the Red shoe |
| 0:53.7 | diaries. He's not done anything yet. That's recently as he. Well, why is he not on the what? |
| 0:57.7 | Yeah, but the sum of the TikTok stars will literally like one year old or two year old TikTok |
| 1:01.7 | star. And David Decovney's not on there. Charlie Sparons up there. August seventh, 47. Good. |
| 1:06.8 | It's the birthday problem. The birthday paradox, isn't it? The birthday paradox says that you only |
| 1:12.1 | need 23 people to have a 50% chance of two of them having the same birthday. Oh, that's lovely. |
| 1:19.2 | It's a lovely statistical ratio. Yeah, it counts are intuitive because you think of the |
| 1:22.3 | so many days in the year. Why is that the case? But it doesn't happen every time. If you do |
| 1:27.3 | the maths, yeah, it's if you look at the graph, it's what you need 23 people. Actually, but like, |
| 1:32.8 | do you think you did a 180 people something, but you don't? How is that correct? It's great. |
| 1:38.5 | It's probably that sounds that sounds mad. It's true. You only 23 people to to make it a 10% |
| 1:46.0 | possibility. You need some kind of qualification there, surely. Well, I'll read out the explanation |
| 1:49.8 | if you like. Right. The birthday paradox is a very dick of a root. I don't actually. |
| 1:56.0 | I'm editing. So yeah, I know that's not going to happen. It's not going to happen. |
| 1:59.8 | The birthday paradox is a very very radical paradox. Right. It seems wrong at first glance, |
| 2:04.5 | but it is in fact true. While it seems surprising, only 23 individuals are required to reach |
... |
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