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Exploration: LIVE!

Do You Trust Me

Exploration: LIVE!

Headgum

Society & Culture, Comedy

4.8579 Ratings

🗓️ 8 January 2025

⏱️ 68 minutes

🧾️ Download transcript

Summary

Ideas Covered:

  • Bus in trouble
  • Do you trust me
  • Fake ass

Exploration: LIVE! is a weekly podcast in which Brooklyn comedians Charlie Bardey and Natalie Rotter-Laitman explore some of the most (and least) pressing ideas, theories, axioms and concepts out there. 

Subscribe and Rate Exploration: LIVE! on Apple Podcasts and Spotify and leave us a review to read on a future episode!

Exploration: LIVE! has a Patreon! Subscribe here for 3 bonus episodes every month!

Follow Charlie on Instagram and Twitter.

Follow Natalie on Instagram and Twitter.

Follow the show:

Twitter: @explorationlive

Instagram: @explorationlivecomedy

TikTok: @explorationlivecomedy

See Privacy Policy at https://art19.com/privacy and California Privacy Notice at https://art19.com/privacy#do-not-sell-my-info.

Transcript

Click on a timestamp to play from that location

0:00.0

This is a headgum podcast.

0:07.6

Life gets pretty boring when every day's the same.

0:15.0

Take me on a rocket ship to see the earth from space.

0:21.3

I'm then it's still right.

0:23.3

Baby,

0:25.0

want to come to.

0:26.9

Maybe.

0:28.7

It's exploration time.

0:31.6

Exploration.

0:34.7

Charlie just put a big baby bell in his mouth.

0:37.1

Okay.

0:38.9

And we can start with that because now I'm done. Here's what I want to say. You know what comes up in math questions all the time on various tests? Yeah. Yeah. You have to know. You have to know where you were to get where you're going. Exactly. No. But that is true. Of course. It is true. Two lines. sometimes they'll have geometry problems, they'll have two radii within a circle and they'll make up sun.

0:57.8

Radii being the But that is true. Of course, it is true. Two lines. Sometimes they'll have geometry problems.

0:54.4

They'll have two radii within a circle and they'll make up...

0:57.4

Radii being the center of the circle.

1:00.2

Lines from the center of the circle to the rim of the circle, a plural of radius.

1:05.6

And sometimes you'll have two of those and they'll make up a triangle and you have to remember that two radii are going to be the same length. Oh, they have to be. If they're within the same circle, yes. Obviously, it's a circle. That's right. But it's not an oval. Right, that wouldn't be true. That wouldn't be true. So it's a triangle, but the floor of it is curved? Two of the sides of it. Or if you just have two of the sides and then the other line connecting them. Oh, you have to have three lines. Yes, that's right. Yeah, it's really good. I love it. Thank you. What is that? Can we not actually do that? Sorry, can we start with not that? Are you sure? Okay. Yeah, yeah, yeah, yeah, sorry.

1:46.1

Why?

1:46.6

I don't know, I don't know.

1:47.3

Just a vibe.

1:48.0

Charlie, please.

1:48.8

Okay, okay, we can keep it. It's great. I don't understand. I'm almost hurt. Okay, yeah, yeah, of course. I loved it. Now I feel like an idiot. I'm like, I thought it was going to work, but then the way Natalie reacted.

...

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