The Amazing Brain
Wonder Cabinet
Wonder Cabinet Productions
4.8 • 1K Ratings
🗓️ 7 September 2014
⏱️ 51 minutes
🧾️ Download transcript
Summary
It's hard to wrap your head around the future of the human brrain. Augmented intelligence, memory playback, downloadable skills - it's all coming. We explore the future of the mind, and hear how a brain injury can transform your life. Struck By Genius - Jason Padgett; Future of the Mind - Michio Kaku; Disharmony; Dangerous Idea: Simulating drugs through hypnosis; On Our Minds: Against Football.
Transcript
Click on a timestamp to play from that location
| 0:00.0 | It's to the best of our knowledge. I'm Anne Strange Champs. Today, the amazing brain. |
| 0:08.9 | It's kind of hard to wrap your head around the future of the human brain. |
| 0:12.3 | Augmented intelligence, memory playback systems, downloadable skill sets. |
| 0:17.8 | If you think computers are powerful, just wait until science starts hacking the brain. |
| 0:22.7 | Can you imagine one day having a brain net where the internet is replaced by a brain net where we send memories, |
| 0:30.0 | emotions, and feelings on the internet? |
| 0:32.2 | Today we'll get a glimpse of new brain technologies that are already on the drawing board. |
| 0:36.6 | Of course, the human brain is already |
| 0:38.9 | one of the most malleable, resilient systems in the universe. For example, Jason Padgett has |
| 0:45.4 | what neurologists call acquired savant syndrome. A traumatic brain injury turned him into a math, |
| 0:51.4 | genius. Every day, in the most ordinary daily activities, running water in the |
| 0:56.3 | sink, making coffee, he sees mathematically. He describes it in his memoir, struck by genius. |
| 1:04.6 | Imagine like when everything moves, instead of it looking smooth, it looks like individual, |
| 1:10.4 | like discrete picture frames coming in. |
| 1:13.4 | So it's kind of like hitting pause on your TV and watching frame by frame, but in real time. |
| 1:19.2 | And it's so geometric. It's just absolutely amazing. |
| 1:22.5 | Or watching water go down the drain, any type of spiral. |
| 1:26.1 | Instead of looking like it's this smooth spiral like |
| 1:29.8 | it used to look like, it looks like these little straight tangent lines around the edge, which is like |
| 1:34.5 | a recursive form of the Pythagorean theorem. It's like taking A squared plus B squared equals C, but then you |
| 1:40.3 | re-input C as A in the next little triangle and B, say, for instance, always equals |
| 1:45.3 | one and that creates one type of spiral. And how those numbers vary make it spiral, you know, |
... |
Please login to see the full transcript.
Disclaimer: The podcast and artwork embedded on this page are from Wonder Cabinet Productions, and are the property of its owner and not affiliated with or endorsed by Tapesearch.
Generated transcripts are the property of Wonder Cabinet Productions and are distributed freely under the Fair Use doctrine. Transcripts generated by Tapesearch are not guaranteed to be accurate.
Copyright © Tapesearch 2026.

