yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Is That My Real Hand? | Breakthrough


2m read
·Nov 11, 2024

Well, there's a lot of interest in the robotics community. How can we extend the human body, not only with advanced prosthetic limbs for amps, but maybe for exoskeletons? And then, of course, the question is at what point do these external devices become part of your own body representation?

At one point, do you start to feel that this is really me? Sitting in the lab with Henrik and Andreas, one of Henrik's postdocs, I'm about to be put through the rubber hand experiment. "Put your arm here onto the table and inside this little box here. Okay, cover your right side here now."

"Okay, so what I would do now is I will touch your index finger with the brush here, and please look to the index finger of the hand here." Okay, with my hand hidden from view, Andrea starts to stroke my index finger and the index finger of the rubber hand in almost perfect synchrony.

What you experience, I think, is genuinely beginning to become hard to tell whether—yeah, I mean, it's beginning to feel like—yeah, yeah, I'm buying it, that you're rubbing, that you're swiping. That part of my brain is telling me that it's not possible that that's happening, you know? And then when you're not touching it, I go, "No, not happening." Then you touch it, and I'm like, "Yeah, I'm feeling it there." It's totally—now, just, there’s no question that that's my hand, that that's what you're touching.

All that's the—that's the first experiment. That's crazy! That's super crazy! When they connect my finger with the rubber hand's finger and introduce movement to the experiment—well, now the illusion gets totally surreal. "Oh my God, that's my—that's crazy! That's really weird! Oh man, that's nuts!"

There was a real moment where it suddenly switched. I was like, "Now this isn't working," and then suddenly, now it's just—again, the more I'm doing it. But that's the thing, now I'm not doing anything—now you do! That's crazy! I'm doing this—that's crazy! And it only gets more so as it goes on.

"You have a new hand, artificial hand—that's amazing! Can touch it wow!" If they can add a rubber hand to my body that easily, I can only imagine what they could do with a little more effort in planning.

More Articles

View All
Watch One Family's Journey Through A Life-Changing Face Transplant | National Geographic
I love you. You just make sure you have to be dreams, okay? That’s ever. I love you. We’re just outside the door. You’re a great hand into the best. All right, okay? We invent the wrong McDonald’s house as a last week. Two years, there’s so many different…
The Long Road Home | National Geographic
All committee, Reds, red one. Keep your eyes open, boys. Over, guys. See what I’m saying? Where the hell is everyone? Hold position. Culver, you—I know you’re upset, but we talked about this, right? Look, it’s a little like football. I’m the team captain…
Your life was already decided
Oh, hello! Welcome to the video. Um, what were you doing 90 days ago? 90 days ago, you probably didn’t consider that you would be here today. You probably figured you’d be alive, but you probably also didn’t consider what today would feel like. Maybe you…
Get Ahead Of The Game: 15 Asset Classes Set To Soar In 2024
2024 is an election year, so there’s no way the government will let the entire economy go down the drain. Right? Right. That’s what we’re all still hoping. Everyone agrees it’s not going to be an easy year to navigate. With the recession deepening, but no…
Angles in circles word problem | Math | 4th grade | Khan Academy
If Ariana turns the stove dial 135 degrees to the right, what setting will the dial be on? So, two very important things up here: first, she’s turning the dial 135 degrees, and which way is she turning the dial? She’s turning the dial to the right. So he…
Finding zeros of polynomials (2 of 2) | Mathematics III | High School Math | Khan Academy
[Voiceover] In the last video, we factored this polynomial in order to find the real roots. We factored it by grouping, which essentially means doing the distributive property in reverse twice. I mentioned that there’s two ways you could do it. You could …