#holidays

psych@diasp.org

And finally, as the hectic Week before Holidays turns to a snowy weekend with last-minute gifts, cards, etc...

Here is my 20-somethingth annual online greeting card, something I've done since (gasp!) before Facebook.
Started as an early-adopter gift to friends, family and co-workers without web sites of their own (or "social media").

Happy Holidays - 2024/2025

Here's the latest iteration, just in time to share with folks who haven't sent/exchanged cards f2f - yet. Hopefully enjoyable.

Happy Holidays! ,And Winter Season (or Summer down under)

#2024 #2025 #Holidays #Christmas #Chanukah #Christmakka #Kwanzaa #NewYears

www.fenichel.com/2024

psychmesu@diaspora.glasswings.com

https://mastodon.social/@BenHigbie/113572512938343579 BenHigbie@mastodon.social - These three #quilts have been posted over the last two days and I have had zero people inquire about them. Really disappointing! My mom was really excited about these new ones she created & she called me earlier and asked about them and unfortunately I had to tell her that so far Ive received no messages or interest in them at all. It is really shocking to me how these have received zero interest.

#quilt #quilting #quilters #art #artforsale #gifts #decor #holidays #artist #artists #handmade

waynerad@diasp.org

Happy Moore's Law Day, everybody! For the thirty-fifth anniversary issue of Electronics magazine, which was published on April 19, 1965, Gordon E. Moore, who was working as the director of research and development at Fairchild Semiconductor at the time, was asked to predict what was going to happen in the semiconductor components industry over the next ten years. His response was a brief article entitled, "Cramming more components onto integrated circuits". Within his editorial, he speculated that by 1975 it would be possible to contain as many as 65,000 components on a single quarter-inch semiconductor. "The complexity for minimum component costs has increased at a rate of roughly a factor of two per year. Certainly over the short term this rate can be expected to continue, if not to increase. Over the longer term, the rate of increase is a bit more uncertain, although there is no reason to believe it will not remain nearly constant for at least 10 years."

Moore's Law

#holidays