Harry Shearer To Return To "The Simpsons"
Grow Anthology sounds like it might be an indie-comics collective, but it’s actually a small company that makes skateboards out of recycled paper, layered and coated with resin to make it waterproof. That means its skateboards are eco-friendly and are even certified as such by the Rainforest Alliance. And Grow Anthology’s latest model, which is being funded through Kickstarter, features a Craig Thompson drawing, a cartoon of the characters Chunky Rice and Dandel from Goodbye Chunky Rice. (As Thompson explains on his blog, the guys who make the skateboards are friends of his brother — it always helps to have an in!)
Even if you don’t skate, it’s worth visiting the Kickstarter page to see Thompson’s preliminary designs for the board, as well as the finished product. The skateboards are being produced as a limited edition of 250, at a price of $300 for the complete board or $200 for the deck alone. If you’re not a skateboarder, don’t despair: There’s also a T-shirt featuring Thompson’s design that’s available for a $30 pledge, and his original art is available for a $5,000 pledge.
Over the last few years, Penguin Books has gotten various cartoonists to draw covers for classic books, like Tony Millionaire, who drew the cover to Moby Dick, or Richard Salas, who drew the cover to Great Expectations, and so on.
Now via Flog comes word that some of those covers have made their way onto skateboards. Yes, classic literature covers, drawn by some of alt.comix’s best, featured on skateboards.
As you’ll see above, Penguin created some limited edition skateboards using the covers by Jason for Jack Kerouac’s Dharma Bums, Lilli Carré for Mark Twain’s The Adventures of Huckleberry Finn, and Thomas Ott for Shirley Jackson’s We Have Always Lived in the Castle. These were given away in a photo contest on Facebook, which unfortunately is over, but they’ll be showing them off on various college campuses this month and next. Hopefully they’ll be available to purchase at some point … not that I’m coordinated enough to skate.