Pinned
i love the bluesky client and soy milk
August 31, 2025 at 3:27 PM
i love the bluesky client and soy milk
@kasey.cafe it's a bluesky client skill issue
August 31, 2025 at 2:15 AM
@kasey.cafe it's a bluesky client skill issue
of all of jules' ops i'm the best
February 10, 2025 at 3:32 AM
of all of jules' ops i'm the best
our software is so fucked dude
February 7, 2025 at 9:17 PM
our software is so fucked dude
my favorite person rn is no one
February 7, 2025 at 12:36 AM
my favorite person rn is no one
"We can restrict the domain such that |z0|2 + |z1|2 = 1 WLOG. Therefore P(X) = P2×2,1."
"As pz is constant on lines, naturally P(X) is as well."
"Investigating B ∈ Z, we have that it must
take the form of B =
(λ w)
(¯w 1 − λ)
with λ ∈ R and w ∈ C. Therefore this really sits inside R3."
psychotic
"As pz is constant on lines, naturally P(X) is as well."
"Investigating B ∈ Z, we have that it must
take the form of B =
(λ w)
(¯w 1 − λ)
with λ ∈ R and w ∈ C. Therefore this really sits inside R3."
psychotic
February 7, 2025 at 12:06 AM
"We can restrict the domain such that |z0|2 + |z1|2 = 1 WLOG. Therefore P(X) = P2×2,1."
"As pz is constant on lines, naturally P(X) is as well."
"Investigating B ∈ Z, we have that it must
take the form of B =
(λ w)
(¯w 1 − λ)
with λ ∈ R and w ∈ C. Therefore this really sits inside R3."
psychotic
"As pz is constant on lines, naturally P(X) is as well."
"Investigating B ∈ Z, we have that it must
take the form of B =
(λ w)
(¯w 1 − λ)
with λ ∈ R and w ∈ C. Therefore this really sits inside R3."
psychotic
yo glorb, can you kaboodle over the DVI?
February 6, 2025 at 11:43 PM
yo glorb, can you kaboodle over the DVI?
glorpds
i should fork millipds
February 6, 2025 at 4:37 AM
glorpds
ok i think its easier
i should probably bite the bullet and do the account creaiton with plc not web
February 5, 2025 at 5:06 PM
ok i think its easier