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

This is Wakaliwood | Explorer


2m read
·Nov 11, 2024

[music playing]

BILLIE MINTZ: I came here to meet an extraordinary man whose vision stretches far beyond himself. This is Isaac Nabawana. OK. Action. Action. Action.

BILLIE MINTZ: He's committed to changing the country's image by making incredibly violent action films that are intended to knock you dead with laughter. He's a self-taught filmmaker and Uganda's most prolific, having made over 50 feature films. And he's turned a few square blocks of his neighborhood into a fully functional studio back lot. This is impossible. This should not exist. I mean, you see, like there's no plumbing. Electricity was good for a while but now it's still four days a week maybe. And making movies. [beep] it's not possible. OK, action.

BILLIE MINTZ: Alan Hofmanis is a super fan who saw one of Isaac's films in a Brooklyn bar one night and immediately got on a plane to Uganda to meet the genius behind it. He never left, eventually becoming Isaac's co-producer. I think people are coming for the same reason that I'm saying. This reminds people of why they love movies in the first place. Like I'm not an actor, but you're here for 5 minutes and you want to do it. You want to be a commando. You want to play.

BILLIE MINTZ: The most obvious theme in all of Isaac's movies is brutal violence taken to comedic extremes. [cheering] And that's exactly the point, violence as an artistic expression, Isaac believes, is not only his creative passion but also his country's salvation. You want to clear the picture of Ugandans killing people by making films of Ugandans killing people?

BILLIE MINTZ: Isaac's over-the-top filmmaking style strikes a chord here, driving modest movie ticket and DVD sales, which the actors are also able to sell door to door, thereby supporting the crew and their families. And Isaac isn't just a local celebrity, he's an international phenomenon with millions of hits on YouTube to confirm his intensely devoted fan base. [singing]

BILLIE MINTZ: Even more devoted are the people who come from all over Uganda to help create his micro low budget full length films. [applause] Wow, guys, this is so impressive. Any filmmaker in the world, no matter how successful they are, would dream to have a team like you guys. [applause]

More Articles

View All
Finding the 100th term in a sequence | Sequences, series and induction | Precalculus | Khan Academy
[Instructor] We are asked what is the value of the 100th term in this sequence, and the first term is 15, then nine, then three, then negative three. So let’s write it like this in a table. So if we have the term, just so we have things straight, and t…
$250,000 Ticket - Richard Branson is Sending Me to OUTERSPACE | Kevin O'Leary
I believe that this nation should commit itself to achieving the goal before this decade is out of landing a man on the moon. [Music] [Music] Yesterday’s got the flag up now and you’re gonna do the photo. [Music] [Applause] [Music] [Applause] [Music] …
Peter Lynch Warns About the BIG Danger of Index Funds in Recent Interview (2021)
If you’ve been following this channel, you know Peter Lynch is one of my favorite investors to study. However, Peter Lynch hasn’t given an interview in years. So when he finally gave an interview this past week, it got my full attention. In this intervie…
Early English settlements - Jamestown
In the last video, we talked about the short-lived and highly unsuccessful English colony at Roanoke Island, which disappeared pretty much without a trace and even today is still known as the Lost Colony. So, as late as 1585, England had still not succes…
How to recognize relative and absolute maxima and minima | Functions | Algebra I | Khan Academy
We’re asked to mark all the relative extremum points in the graph below. So pause the video and see if you can have a go at that. Just try to maybe look at the screen and in your head see if you can identify the relative extrema. So now let’s do this tog…
Interpreting graphs with slices | Multivariable calculus | Khan Academy
So in the last video, I described how to interpret three-dimensional graphs. I have another three-dimensional graph here; it’s a very bumpy guy. This happens to be the graph of the function ( f(x,y) = \cos(x) \cdot \sin(y) ). You know, I could also say th…