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

Volley (W18) - YC Tech Talks: Gaming 2020 (November 9th, 2020)


2m read
·Nov 3, 2024

Hey, how's it going? I'm Max, um, co-founder of a company called Volley Games for voice control devices like Alexa and Google Home devices. Um, we have the number one most popular game on both those platforms, which is sort of a name-that-tune music trivia game called Song Quiz.

Um, we also have some kind of rising star games in the areas of like choose-your-own-adventure style interactive storytelling, um, as well as a pretty ambitious, uh, RPG style voice-controlled game that we're working on that we're pretty excited about. Um, so I think it's kind of an interesting company because it'll be, uh, the first company, you know, the entire interface you're designing for is, um, is brand new.

It's this voice experience. Um, you know, there's no touching, there's no, uh, clicking, and so we're all kind of learning from scratch. Um, but our company is sort of fortunate to be, you know, one of, if not the leader in the space and, uh, have been growing really quickly over the last, uh, three years as these sort of Alexa and Google Home platforms have expanded.

Um, and unless you're concerned, you don't get to work on visuals. Um, our games are also playable across, you know, devices with screens that are voice-controlled, as well as a voice-controlled television, so we're kind of expanding our reach there.

Um, yeah, the company has been growing pretty quickly. We raised the Series A about five months ago, so we've been expanding the team really rapidly. We're 25 people in, uh, San Francisco, although obviously all remote right now.

Um, and we have a couple really cool tech projects that maybe some folks at this conference might be interested in. We're building our own kind of like Unreal Engine for voice, which we think is like the most ambitious kind of gaming engine, uh, for voice-controlled software that we're really excited about.

Um, as well as a lot of, you know, cool new gaming projects, including the ones I mentioned that are already out, as well as, uh, new ones that have not been discussed, uh, or released yet. So if you're interested in working on a brand new platform, a brand new interface, uh, you know, but with the leader in the space and, you know, good growth, um, reach out to me after.

And hiring engineers, data scientists, um, designers all across the board, so I'd love to chat. Thanks so much!

More Articles

View All
Introduction to Middle school biology | Khan Academy
Hi everyone! Sal Khan here and welcome to middle school biology. I have Iman Howard here who manages our STEM content. Welcome, Iman! And why should folks care about middle school biology? Biology is the study of life and so in this course, it really ans…
Remembering John Glenn: See Footage of His Legendary First Orbit of the Earth | National Geographic
Into the soft light of this Florida, Don emerges. Friendship 7 makes its debut to the day of its destiny. The Mercury Atlas stands long, waiting to depart this earth—a quarter of a million pounds of rocket, with thrust equal to three and a half million ho…
The Murder of Carmine Galante | Narco Wars
1978, Carmine Galante goes back to prison for violating parole. They should have held him there, clearly, because he was consorting with criminal associates, violating parole. But Roy Cohn got him out of prison in record time. So he got let out early ‘79…
Worked example: Rewriting definite integral as limit of Riemann sum | AP Calculus AB | Khan Academy
Let’s get some practice rewriting definite integrals as the limit of a Riemann sum. So let’s say I wanted to take the definite integral from π to 2π of cosine of x dx. What I want to do is write it as the limit as n approaches infinity of a Riemann sum. …
Limit of (1-cos(x))/x as x approaches 0 | Derivative rules | AP Calculus AB | Khan Academy
What we want to do in this video is figure out what the limit as ( x ) approaches ( z ) of ( \frac{1 - \cos(x)}{x} ) is equal to. We’re going to assume we know one thing ahead of time: we’re going to assume we know that the limit as ( x ) approaches ( 0 )…
WARNING: The Truth About Bitcoin
The views and opinions expressed in this video are just that: opinions. This content is for entertainment and informational purposes only and should not be taken as investment, financial, or other advice. Aka, don’t listen to some random dude on YouTube a…