Cows for Cash | Explorer

less than 1m read

·Nov 11, 2024

So I joined the Oklahoma State Police Department in 1974. When I retired in 2008, I was at home watching The Young and the Restless on the TV when my wife came through there, and she said, "You will find something to do."

Back in the 1800s, you got caught stealing cattle, what happened? They'd find a rope, and they'd find a tree, and they'd stamp your ticket right there.

"Hey, what you got, man?" The rancher called me. He had yesterday morning about 10 steers that were in his corral. And when he got here yesterday afternoon, they were gone.

Cattle theft is really lucrative for the people who steal these cattle. If I steal your TV that you spent $2000 for, I maybe get $50 for it. But the cattle aren't like that. If I steal your cow, I can take that cow to a stock market and it's going to bring $1,200, $1,500 a head. It's quick money if you don't get caught.

These tracks right here look like they've got out. We want to stop this kind of thing from happening. But what these guys—when we arrest these people when they're stealing cattle—it is not uncommon anymore. We hear it every day. The reason why is because of their addictions to meth.

Graphing shifted functions | Mathematics III | High School Math | Khan Academy

Another Major Market Bubble Just Burst.

View All

Start Your Affordable Watch Collection Here

[Applause] [Music] In the last year, a lot of people have been writing me saying, “Okay Kevin, this is just absolutely great! Every time you’re talking about a watch, it’s a one-of-a-kind that no one else can get, and you’re such a rich person talking ab…

Ron Conway - Startup Investor School Day 4

That was a, I think, a fantastic survey, a summary of how to think about what it means to be a good investor. Paul Graham actually wrote an entire essay about what it means to be a good investor, with Ron Conway as the subject of the essay. So, the guinea…

Worked example: sequence explicit formula | Series | AP Calculus BC | Khan Academy

If a_sub_n is equal to (n^2 - 10) / (n + 1), determine a_sub_4 + a_sub_9. Well, let’s just think about each of these independently. a_sub_4, let me write it this way: a the fourth term. So a_sub_4, so our n, our lowercase n, is going to be four. It’s go…

Irregular plural nouns | the MUTANT PLURALS | Grammar | Khan Academy

Hello Garans! Welcome to irregular plurals part four: the mutant plurals. Ooh, yes, friends! These words have mutant superpowers, uh, in that they can transform weirdly and obnoxiously, not obeying any other rules of English pluralization. But here’s the…

Christopher Columbus part 2

Hey Becca, hey Kim. All right, so you’ve brought me here to talk about Columbus and the origins of Columbus Day. So, what’s the deal with Christopher Columbus? Was he a good guy? So, that’s a great question, Kim, and it’s something that historians and pe…

This Duck Has a Foot Growing On Its Head - Smarter Every Day 25

Hey, it’s me Destin. This week I’ve been in the lab, or my garage, working on my thesis. So, I’m trying to finish it, so I can’t give you an awesome video this week. To hold you over, I’ll give you some video of when me and my daughter went to the fair an…

Cows for Cash | Explorer

More Articles