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

Heading Into an Ambush | The Long Road Home 360


2m read
·Nov 11, 2024

[Music] I've faced my death at 23 years old. I face my mortality. [Music] I was this skinny, young, overly confident wild young man. Nobody's ever ready for any type of crucible or test like that. [Music] Everything just went to 11 in about one second, and I thought I was hit because some of the shrapnel hit the back of my neck. [Music] And then the fire just became overwhelming. [Music] I don't have a lot of memories. I don't know if it's just I'm repressing it and I don't want to remember; I just don't remember. It seemed like time kind of slowed down. I froze, but the gunfire was going at a different speed; you don't know how to explain that. [Music] It's very fragmented and jagged in the memory. It jumps straight from one scene to the next scene, then on to the next scene. I come up, pages flipped over real quick. All of it's very bright, but there's no sound. I've got a very vivid memory of a woman. I can see it; her headscarf was blue, like a baby blue. She's covered in blood; she's screaming in crime. One of our guys had put down one of their guys, like right there by that doorstep. There's no sound, even though I know she was screaming. The memory stops, and then it jumps straight to the next part where I had a very, very clear picture of myself standing outside myself. I remember the black door swinging open, seeing the women, and I'm yelling at them. I can still see one of the ladies' faces; the traditional Arab woman looked like she would surprise somebody's grandma, you know, was holding a baby. You know, I think about that memory all the time. They're unwilling participants in an ambush. We were too; they just had no way to fight back. [Music] All my memories are out of center. I'm lost, and I'm still in the middle of it. By the same time, you know, everything's just fragmenting. I'm wondering if I would be ready to remember everything because that's a lot to ask. Going down that road, it's a lot harder than actually being there at the moment. But, um, maybe they've got the courage and the wisdom to do it. Now, I just need to build up the muscles for it. [Music] [Music] [Music] You.

More Articles

View All
More advanced subtraction strategies with hundredths
So let’s say we wanted to compute 8 and 38 hundredths minus 4 and 54 hundredths. See if you can pause this video and figure it out on your own. There are multiple strategies for doing this. I’ll tell you the way that my head likes to do this. I would vie…
Little Farms, Big Movement | Branching Out | Part 2
Today my family and I are hitting the road in search of a farm. A vertical farm is a farm, just like it sounds, that is stacked. But since I’m leading this family adventure, it’s not just gonna be your average farm. We are on the hunt to find the next gen…
Formal and informal powers of the US president | US government and civics | Khan Academy
What we’re going to do in this video is talk about the powers of the President of the United States, and we’re going to broadly divide them into two categories. Formal powers are those that are explicitly listed in the United States Constitution, and we’…
Pronoun-antecedent agreement | Syntax | Khan Academy
Hello grammarians! Hello visiting cousin Beth! Hello cousin David! So today, we’re going to be talking about pronoun antecedent agreement. And what is that? So an antecedent is a thing that goes before. So ‘ante’ means before and ‘seedent’ is like a goin…
How To Get Out Of A Funk | 5 Ways to Escape a Depressive Rut
Depression is a serious mental illness, and I am NOT a doctor, so if you are clinically depressed, get some professional help. But you don’t need to have clinical depression to feel like crap once in a while. In my life, I feel like I’ve lost my mojo, lik…
Introduction to polynomial division
Earlier in your algebraic careers, you learned how to multiply polynomials. So, for example, if we had (x + 2) times (4x + 5), we learned that this is the same thing as really doing the distributive property twice. You could multiply (x) times (4x) to ge…