This is a special case of the Brahmagupta–Fibonacci identity.
According to the identity, (c^2 + d^2)^2 = (c^2 - d^2)^2 + (2cd)^2
which are the expressions you found for a
and b
(modulo sign)
This is a special case of the Brahmagupta–Fibonacci identity.
According to the identity, (c^2 + d^2)^2 = (c^2 - d^2)^2 + (2cd)^2
which are the expressions you found for a
and b
(modulo sign)
Running nyx just shows some of the circuits (guard, middle, exit) but I seem to have no way of associating those circuits with fetchmail’s traffic. Anyone know how to track which exit node is used for various sessions?
In nyx
, on the first page, press e
and enable STREAM events. These have the following form:
[stream id] [status] [circuit id] [hostname/ip]:[port] ...
Find the correct stream based on hostname/ip, then you can cross-reference the [circuit id]
with the items on the Connections page.
This element is never generated as a candidate in the picker, probably a quirk of this specific site. I just looked at the DOM and saw this related element next to the dark mode button.
Also add acoup.blog##.darkmode-layer
to your filters.
You can take the package from the Ubuntu PPA, which is generally updated quickly, and rebuild for Debian using the instructions here.
fn foo(x: i32) {
match x {
const { 3.pow(3) } => println!("three cubed"),
_ => {}
}
}
But it looks like inline_const_pat
is still unstable, only inline_const
in expression position is now stabilized.
It's because it has to work in pattern contexts as well, which are not expressions.
According to Wikipedia:
In March or April 2023, it dimmed to magnitude 12.3. A similar dimming occurred in the year before the 1946 outburst, indicating that it will likely erupt between April and September 2024.
The insight is that
c^2 + d^2
factors as(c + id)(c - id)
in the Gaussian integers, and shuffling factors in its square and multiplying gives both sides of the identity.