As sabbatical weeks go, this one was more social than most. I saw my parents for a bit, met long-time blog mentionee Cien for coffee and a photo walk, and had a marathon-length FaceTime catchup with my friend Tōbi who’s been back in Germany and out of touch since before the pandemic.
Starting a podcast may have come up, an idea I’m not mad about, because who needs more audio content clogging up the internet (said as someone who almost never makes time for podcasts)? Still, there might be value in pursuing things that never will see the light of day, if only for the process itself.
Last month at the 9.9 sale on Lazada and other local e-commerce platforms, I successfully avoided pre-ordering an OLED Switch. This month on 10.10, I succumbed and picked up a white one. I’m looking forward to using my Switch undocked, which I almost never do these days because of the awful screen quality. In reality I know this will only be an hour or two a month, at best.
I really shouldn’t have, though, because I also fell victim to a sort of phishing scam this week and lost some money. It got me really down for a couple of days, beyond what the money called for, because I just blamed myself for being so stupid. The cure was just spending more money, in the end.
We’ve been watching Seinfeld which is now on Netflix, sequentially and from the top. It holds up amazingly well, picture quality aside. Yeah some jokes and topics probably wouldn’t fly today on primetime TV, if such a thing even exists. But it’s a cozy show, with a great cast of characters, and perfect for evening just-one-more viewing.
We also binged a French mystery drama called Gone For Good in an entire afternoon. It’s based on a novel of the same name by one Harlan Coben who seems to have bulk-sold his oeuvre to Netflix-owned studios in various countries; there are Harlan Coben shows from Spain, France, the UK, and the US if you go looking. It starts off well enough, with lots of puzzles and twists, but the resolution eventually relies on massive coincidences and unwinding all the complexity to reveal not quite enough in the middle. I suspect all of them might be like that, so I won’t see another unless told otherwise.