Reminder: Donate to win swag in our annual Charity Drive sweepstakes [Updated]

If you've been too busy playing the best games of 2021 to take part in this year's Ars Technica Charity Drive sweepstakes, don't worry. You still have time to donate to a good cause and get a chance to win your share of over $1,600 worth of swag (no purchase necessary to win). So far, over the end-of-year holidays, nearly 300 readers have contributed almost $30,000 to either the Electronic Frontier Foundation or Child's Play as part of the charity drive (EFF is now leading in the donation totals by about $4,500). That's a long way off from last year's record haul of over $58,000, but there's still plenty of time until the Charity Drive wraps up on Friday, January 7. That doesn't mean you should put your donation off, though. Do yourself and the charities involved a favor and give now while you're thinking about it. See below for instructions on how to enter, and check out the Charity Drive kickoff post for a complete list of available prizes.

How it works

Donating is easy. Simply give to Child's Play using PayPal or donate to the EFF using PayPal, credit card, or bitcoin. You can also support Child's Play directly by picking an item from the Amazon wish list of a specific hospital on its donation page. Give as much or as little as you feel comfortable with—every bit helps. Once that's done, it's time to register your entry in our sweepstakes. Just grab a digital copy of your receipt (a forwarded email, a screenshot, or simply a cut-and-paste of the text) and send it to ArsCharityDrive@gmail.com with your name, postal address, daytime telephone number, and email address by 11:59 pm EST Friday, January 7, 2022. (One entry per person, and each person can only win up to one prize. US residents only. NO PURCHASE NECESSARY. See official rules for more information, including how to enter without making a donation. Also refer to the Ars Technica privacy policy.) We'll then contact the winners and have them choose their prize by January 31 (choosing takes place in the order the winners are drawn). Good luck!