What's the lockin? Is it really harder than just swapping the jdk path to switch between Coretto and OpenJDK? I understand Coretto being preferable for performance and security patches but I don't imagine it's that big of a deal if one eventually had to switch

It's what happens when content is url encoded and not decoded again later. It's easy to do by accident because you can't tell if a string is already url encoded in any general way, so the processes responsible for sending and receiving need to agree on how/when to encode and decode (i.e. they both have the power to break it for the other)

Just use a password manager

Hi, expert here, calculators have nothing to do with it. There's an agreed upon "Order of Operations" that we teach to kids, and there's a mutual agreement that it's only approximately correct. Calculators have to pick an explicit parsing algorithm, humans don't have to and so they don't. I don't look to a dictionary to tell me what I mean when I speak to another human.

You can build a virtual machine in JavaScript and execute compiled code on it

It's not a lie. 30oz of the lemonade has as much caffeine as 30oz of their dark roast coffee. That's a lot of coffee.

It's based on Chromium.

Yeah, there is a generic syntax highlighting scheme. I had forgotten because it's not very good for some languages, I'd replaced it with a LSP-based implementation years ago.

You should probably start learning before your OS is out of support.

Yeah. What they can't handle is anyone seriously disagreeing with them.

There is a developer setting that enables "kill task" in the task bar right-click menu. I recommend enabling it. I believe this is new since I just found out about it. It may only be in Windows Insider Dev Channel and/or Windows 11 Enterprise version, I'm not sure.

The difference between 0.999... and 1 is 0.

It is possible to define a number system in which there are numbers infinitesimally less than 1, i.e. they are greater than every real number less than 1 (but are not equal to 1). But this has nothing to do with the standard definition of the expression "0.999...," which is defined as the limit of the sequence (0, 0.9, 0.99, 0.999, ...) and hence exactly equal to 1.