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  • (audience shouts)

  • That's an exiting entrance.

  • Thank you very much. Thank you.

  • You came out here and you just took control.

  • I don't care, I don't care.

  • I don't care.

  • I don't care, care, care, uh.

  • (Conan laughs)

  • I don't know what the rest of the words are.

  • It doesn't matter I guess.

  • That was incredible.

  • You look, you look fantastic.

  • Thank you

  • I haven't seen you in a little while

  • you, man, this is, look at your, your hair

  • has gotten, uh, very long.

  • Let it go, let it go a little bit. Yeah.

  • Is this for a part that you grew it out like that?

  • No, but there's a part in it.

  • I always make sure that there's a part in my hair.

  • Very nice. Very nicely done.

  • Yeah. I just felt like growing it out, you know

  • feeling free as the breeze, you know, I just love it.

  • I love it.

  • I love, I love long hair, you know?

  • (piano music)

  • Gimme it down to there, hair

  • Shoulder length and longer

  • Here baby, there mama

  • Everywhere, yeah daddy

  • Hair, hair, hair, hair

  • Hair, hair, hair

  • Flowing, flowing, long as I keep growing my

  • Hair, hair

  • That was incredible, how are we doing?

  • (Conan laughs)

  • I was stuck, I was stuck.

  • You were going to hold that for a long time,

  • if I didn't get you out of it.

  • I would've been there forever.

  • Yeah.

  • Locked in a time warp.

  • Oh that was ah, that was incredible.

  • Not many guests do that out of nowhere.

  • I've always wanted to do that.

  • Yeah. You've always wanted to do that.

  • Yep, yeah, just worked it out with the band

  • before I came out here.

  • (Conan laughs)

  • Someone should tell me.

  • (fist slams desk)

  • Well, no, it's very good to have you

  • on the show and it's really always fun talking

  • to you and you know, it's interesting,

  • I think people have this perception

  • of you is just being the, you know, funny, crazy guy.

  • They think they know me.

  • Yeah, yeah, exactly.

  • Exactly. And then you snap at them

  • like that and then they get scared.

  • Exactly, exactly.

  • No, but you know, it's funny.

  • They try to feed me. (growling)

  • (Conan laughs)

  • Next thing you know, I'm up on the car,

  • breaking the window.

  • Yeah. But you know, you're,

  • you're deeper than that.

  • Like, I know you're into a lot of reading.

  • What are you reading these days?

  • What are you studying?

  • What are you in to?

  • I got to tell you I love, I absolutely love reading.

  • I love, I'm a huge reader.

  • And when I pick up something, I just can't put it down.

  • You know, like quantum physics

  • that's my favorite.

  • (audience laughs)

  • Quantum physics?

  • Yeah, yeah.

  • Like what, what are you talking about?

  • Quantum physics like, what?

  • Well, I was just reading this

  • incredible paper on the Stochastic phase shifting

  • of a parametrical driven electron and Penning trap.

  • And apparently, uh, a bistability arises dynamically

  • in this specific parametrically driven systems

  • because the phase sigh

  • of the electron steady state oscillation, can

  • either have the two values separated

  • by pi.

  • Yeah, yeah, that's crazy.

  • You know, you, that was amazing. You know,

  • (audience shouts)

  • That's great, that was incredible.

  • Cause you know, it's funny.

  • What shocks me about an electron and a Penning trap is

  • that most amplitude collapses are accompanied

  • by a phase flip, given that the rate

  • of escape from the track, it depends exponentially

  • upon an activation energy, E is the diffusion constant D

  • approaches T sub N and Rowe approaches Epsilon

  • to the negative E over D.

  • Absolutely. Absolutely.

  • Yeah.

  • No question there.

  • We talked about this.

  • Of course, it's a no brainer.

  • Hey Conan, I don't know about that Conan.

  • Have you considered

  • that the parametric driving force excites a nearly

  • resonant electron oscillation that the drive frequency

  • Omega sub D over three equals on mega sub Z plus Epsilon.

  • It's a classic example of the period doubling

  • that occurs when a linear oscillator is strongly driven.

  • (audience laughs)

  • Max, did you just say that the Omega sub D

  • over three equals Omega sub Z plus Epsilon?

  • Yeah.

  • (Conan laughs)

  • It's actually Omega sub D

  • over two equals Omega sub Z plus Epsilon, what?

  • (audience laughs)

  • Wow Max, Max you know nothing about quantum physics.

  • You're right.

  • Ass.

  • (audience laughs)

  • It's lonely over here.

  • (Conan laughs)

  • Lonely man.

  • It certainly is.

  • All right, we're going to take a break.

  • We have a lot to talk about.

  • We haven't scratched the surface.

  • Get outta here.

  • More with Jim Carrey when we come back,

  • stick around.

(audience shouts)

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