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

Entering a Salmon Graveyard | The Great Human Race


less than 1m read
·Nov 11, 2024

Getting deeper, huh? 5,000 years ago in the Pacific Northwest, the seasonal salmon runs sustained huge populations of early humans. Oh, is that a dead fish? But this bounty was only available for a short window of time each year. Look, there's even skin everywhere on the bottom!

Missing the run could deprive an entire community of their main food source. This is a salmon graveyard; there are dead fish everywhere. Fish are floating downriver, fish are trapped in rocks. Look at that, it's huge! Fish, he's not that old. This could be really bad news; it is quite possible that Bill and I are too late.

No, these runs last for several weeks, so we still might have a shot. Look, do you see that? Yep, salmon take advantage of slower-moving water in these rivers and more constricted areas upstream. Salmon like to congregate in pools because they expend less energy maintaining their location in the river.

We can see the fish in the stream; they're everywhere and they're huge! Right there! Oh my god! But there's no way to catch these fish with our bare hands. We gotta come up with a better strategy. The only way Bill and I can truly take advantage of this resource is to recreate some of the basic technologies that people used 5,000 years ago to catch them and process them.

More Articles

View All
Solving quadratics by taking square roots examples | High School Math | Khan Academy
So pause the video and see if you can solve for x here. Figure out which x values will satisfy this equation. All right, let’s work through this, and the way I’m going to do this is I’m going to isolate the (x + 3) squared on one side. The best way to do …
Functions continuous on all real numbers | Limits and continuity | AP Calculus AB | Khan Academy
Which of the following functions are continuous for all real numbers? So let’s just remind ourselves what it means to be continuous, what a continuous function looks like. A continuous function—let’s say that’s my Y-axis, that is my X-axis—a function is …
Proving the SSS triangle congruence criterion using transformations | Geometry | Khan Academy
What we’re going to do in this video is see that if we have two different triangles where the corresponding sides have the same measure. So this orange side has the same length as this orange side. This blue side has the same length as this blue side. Thi…
Allopatric and sympatric speciation | Biology | Khan Academy
[Voiceover] In any discussion of biology or discussion of evolution, the idea of a species will come up over and over again. And we have a whole separate video on species. But the general idea, or the mainstream definition of a species, is a group of orga…
Miracle, Luck or Chance? | The Story of God
Most of us have a turning point in our lives, a pivotal moment where you wondered, “How did this happen?” Mine was 1989. I made three films: Lean on Me, Driving Miss Daisy, and Glory. Did I make it happen? Was someone up there calling the shots, or was I …
Diego Saez Gil - How Pachama Uses Tech to Solve Climate Change
Alright guys, welcome to the podcast! How’s it going to you? It’s going great. So today we have Diego Sayis Gil of Pochamma from the Winter ‘19 batch and Gustav Helstrom, who is a partner at YC. So today we’re here to talk about Diego’s company. Gustav, w…