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

Down and Tight | Wicked Tuna


2m read
·Nov 11, 2024

We're on, we're on, we're on, we're on, we're on. Yeah baby, all right! The Tide's actually on our side right now, boys. We got to take advantage of this; it's only going to get rougher.

Go to the angled rod hole there. It's really tough when it's rough like this. It seems like you can't gain any line because when the boat comes up on a swell, it just takes all the line right back off. But as you come down from the swell, you can gain.

Rough day of the season right here, boys. This is why we do it, right here—days like today when it's rougher than it can be and it's miserable and no one wants to be here. This is why you do it!

Down Ro, so stoked! We need this fish so bad! There you go, there you go, there you go, there you go. Keep it on! Keep it on! Hold on boys, big wave! Hold on, hold on, hold on!

That was a nice seven-footer! Come on back, come back! The mood on the boat is 10. I got goosebumps! You really need it, not just to save face, but just to kick the other captains in the teeth.

Te J's tied up some dock eating lasagna. Everyone thought it was going to be too rough. And the pin wheels down and tight. I told you boys, stay with me! Easy, easy, easy, easy!

EAS—God damn it! Oh, back him off, back them off! All right, right there! Easy, Mega Heat! There you go, get ready! Get some, get some, get some, get some! You're going to get all the way to swivel!

We could lose this fish at any time though, man. This thing's like 40 ft away. He's real erratic at the boat; he's definitely been hooked before. I'm like nervous, let alone when you need one as bad as we do right now.

These are the moments to make the difference! Right here is whether or not we're going to catch this fish. Last 40 ft, lot of pressure on the fish. He's been fighting; getting a bigger and bigger hole in his mouth. We don't want to pull hooks; we've already pulled enough of them this year.

Oh, this one's going to bury the cockpit! W, 50 ft away, he's a butterball! That's a grand slam! I can't believe it! I told you! My God!

[Music] A pulled hook! How many more times are we going to do that? Oh my God! You know that t said to us, "See you later, bye, thanks for playing!" Wow, this sucks.

More Articles

View All
Free energy of formation | Applications of thermodynamics | AP Chemistry | Khan Academy
[Instructor] Free energy is symbolized by G. And the change in free energy is delta G. When there’s a subscript of F, this is talking about the change in the free energy of formation, which refers to the change in the free energy for the formation of one …
Area with partial grids | Area | 3rd grade | Khan Academy
We’re told the following rectangle is partially split into unit squares. What is the area of the rectangle above? So, pause this video and see if you can figure that out. All right, now let’s do this together. So first, it’s good to just know what do the…
Testing Tesla on the Deadliest Road in America 🐉
This is my dad’s Tesla and I’m going to take it driving on… the Deadliest Road in America. But! I’m not going to be driving because I’ve just installed the full self-driving, pre-release BETA software. It’s only allowed right now on a tiny number of cars …
Rare 1920s Footage: All-Black Towns Living the American Dream | National Geographic
And Oklahoma is a unique space in terms of the number of African-American towns that were established. Some suggest upwards of 50 African-American towns between 1924 and 1928. Reverend S.S. Jones was going around documenting this sort of self-determined, …
Sheep Scout | Life Below Zero
For Glen Villa, new scouting animal behavior in the Brooks Range is key to harvesting meat and protein for survival in the fall. Doll sheep hunting season will be open, and locating them now is a priority. I’m gonna head up into the mountains this morning…
Writing a quadratic function from solutions | Algebra 1 (TX TEKS) | Khan Academy
We’re told a quadratic function ( f ) has two real solutions ( x = -3 ) and ( x = 5 ) that make ( f(x) = 0 ). Select the equations that could define ( f ) in standard form. So, pause this video and have a go at that before we do this together. All right,…