- fph parentAnother legitimate complaint is how much police force is deployed each week in and around stadiums. The public pays the costs for security, big soccer gets the profits.
- It is not unrealistic at all. The Olympics are run by politicians, essentially, since they appoint the committees, make the investments, build the infrastructure.
And the ones pushing for these bans are the sport media tycoons: this fight isn't about Anna's Archive, it is about people watching soccer illegally. Because that is where the real money is.
- This writeup suggests the question: are there operating systems that support un-forgeable password requests? That is, these requests have a certain color, window detail, or UI feature that can be produced only by a system dialog, not emulated by a malicious app.
I suppose it is hard to design this feature in a system where applications can go full-screen and draw what they want on the screen, pixel by pixel.
Maybe something like the system asking you to press ctrl+alt+del before entering your password, where ctrl+alt+del is a key combination that cannot be intercepted by an application.
- https://lpc.events/event/19/contributions/2099/ is a much better reference in my view. It is the original conference website, it contains all the material in text format as well, and it does not force you to watch a video (and maybe an ad or two before that, idk, I use adblock). I call this link "primary" and the Youtube video "secondary" (as well as Phoronix).
- What happens most of the time with unexperienced or distracted users is that they write things like `norm(S - T)` to compute how close two vectors are, but one of them is a row vector and the other is a column vector, so the result is silently completely wrong.
Matlab's functions like to create row vectors (e.g., linspace) in a world where column vectors are more common, so this is a common occurrence.
So `[1,2,3] + [4;5;6]` is a concise syntax for an uncommon operation, but unfortunately it is very similar to a frequent mistake for a much more common operation.
Julia tells the two operations (vector sum and outer sum) apart very elegantly: one is `S - T` and the other is `S .- T`: the dot here is very idiomatic and consistent with the rest of the syntax.