Several weeks ago, when I posted about Brain Candy Live!, I mentioned being a fan of Adam Savage’s work. Well, I saw him post a YouTube video announcing that he’d be curating a Maker Box for Quarterly and jumped on it. Apparently I’m not getting enough from my AdaBox and HackerBoxes subscriptions, which I already have a hard time keeping up with. I do love getting surprise packages and I understand some of it is paying for an experience.
It was unclear how many boxes Adam would be involved in, but it definitely sounded like multiple. Turns out there will be two, announced in a teaser of the first box. At $99 per box, it’s a pricey subscription compared to others. What they don’t tell you is that it’s another $8 for shipping, so really $107. Bit of a surprise when my other subscriptions include shipping in the quoted price.
The first of Adam’s boxes, which is Quarterly’s Maker Box #MKR08, arrived this week. Of course I did an unboxing video. Doing these has become good practice at describing things on-the-fly.
Neat box. Very unique. I’d been thinking about buying several items in the box, so it’s nice when a surprise comes through like this. Each Quarterly Maker Box must come with a puzzle that leads you to a web page about the contents. So naturally I worked on the puzzle before diving into the projects. To go along with one of the themes of the box, the puzzle involved doing a scaled drawing. It was actually a lot of fun and I think it turned out pretty well!
I’ll publish some other posts as I work on the projects.
I think we had a cube at some point as kids, but I never put any time into learning how to solve one. I recently watched a video (and part 2) from my YouTube subscriptions which pushed me to order this set of speed cubes for $10.99 on Amazon. I also learned of the existence of different sizes from that video. Figured they go well with my fidget cube and fidget spinners too. These speed cubes are different from the old school cubes we had growing up, because you can start to rotate a different area before completing a full rotation elsewhere. I used a step by step guide from You can do the Rubik’s Cube to learn the 2×2 and a series of videos from Think Maths for the 3×3.