
Click here to go see the bonus panel!
Hovertext:
The survivors try to escape on a trolley but get derailed when they swerve toward five people.
Today's News:

Hovertext:
The survivors try to escape on a trolley but get derailed when they swerve toward five people.
Average customer ratings
Overall
Performance
Story
As someone who enjoys RPG/Dungeon Crawl games, I found this book an absolute gem! So funny too, I lost count of the number of times I actually burst out laughing with some of the one liners. Loved it!
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
2 people found this helpful
Reward…an excellently entertaining listen. Brilliantly performed by Jeff
Hays. Starting the second book straightaway.
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
1 person found this helpful
Excellent book, throughly enjoyed this audio book. Really well written and delivered. Looking forward to lots more
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
Loved this book, one of my favourites ever! Really well written and Jeff Hays is still awesome!
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
So… Running Man ver 2.0 with better humour & a AD&D mix - tick and tick.
Only thing I would recommend is an “Archer” type voice as the lead character - oh wait, the audio book has that too. It’s very good.
Tick, tick and tick.
We need more audio books like this.
Right, getting the next book now
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
well, to put it mildly, that was hysterical 🤣, i can't wait to hear book 2. If you're a fan of the noob town series, this is up your street!
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
A fun and unapologetically non PC read. A bit dark at times with the humour both matching and lightening the mood. I look forward to the next book.
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
This is absolutely AMAZING..! And the narrators work is from another world..!! Enjoyed every minute of it..!
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
Never laughed out loud so much.
Jeff Hays is amazing, cannot wait to start the next book
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
Loved the story and narrator. Perfect combination. Hooked in. May have to buy more credits. Consumed it in less than 2 days and can’t wait to start the next.
Something went wrong. Please try again in a few minutes.
You voted on this review!
You reported this review!
The Chickening is a surreal visual remix of Stanley Kubrick's The Shining done by Nick DenBoer and Davy Force. It mostly defies description, so just watch the first minute or so (after which you won't be able to resist the rest of it). The short film is playing at this year's Sundance Film Festival.
But seriously, WTF was that?! (via @UnlikelyWorlds)
[This was originally posted on January 26, 2016.]
Tags:Davy Force movies Nick DenBoer remix Stanley Kubrick The Shining video

The authors of a new preprint paper claim that they’ve discovered what’s called an aperiodic monotile, a single shape that can cover a two-dimensional space with a pattern that never repeats itself exactly. One of the authors, Craig Kaplan, explains on Mastodon:
How small can a set of aperiodic tiles be? The first aperiodic set had over 20000 tiles. Subsequent research lowered that number, to sets of size 92, then 6, and then 2 in the form of the famous Penrose tiles.
Penrose’s work dates back to 1974. Since then, others have constructed sets of size 2, but nobody could find an “einstein”: a single shape that tiles the plane aperiodically. Could such a shape even exist?
Taylor and Socolar came close with their hexagonal tile. But that shape requires additional markings or modifications to tile aperiodically, which can’t be encoded purely in its outline.
In a new paper, David Smith, Joseph Myers, Chaim Goodman-Strauss and I prove that a polykite that we call “the hat” is an aperiodic monotile, AKA an einstein. We finally got down to 1!
The full paper is here. You can play around with the tiles here & here and watch an animation of an infinite array of these monotiles.
If you’re looking for a quick explanation of what aperiodic tiling is, check out the first 20 seconds of this video:
This video from Veritasium and this Numberphile one might also be helpful in understanding the concept. (thx, caroline)
Tags: Craig Kaplan geometry mathematics video
Hovertext:
The nice thing is all the formerly distinct arts can just be repackaged as content.