meanwhile Spooky, with 3x the number of achievements
games
Tuesday, June 16, 2026
and ~10% more score
I think the real win is, I have the highest average game completion of 56%
I finish my games the goodest
my top
MHUR the goat
grinding those achievements really payed off
Whats really funny is the MHUR achivements I got are worth the minority of the achivements, because no one has the win 100 competative matches ones
my top are all pretty great
Here I will repost mine scrolled out enough to hit the important one
phijkchu quest in green
also lmao at all my 100% complete games in my top list
Wednesday, June 17, 2026
Dogshit that could only be made better by rob?
I missed this tweet
https://x.com/notch/status/2066305707977183687
He is learning things that will never see use for games he will never finish
Yeah idk
I assume he means cofactor expansions?
Unless he just means 3x3's which you can solve trivially
Replying to Spooky Phijkchu #spooky.131 Click to see attachment 🖼️
Damn maybe its time to unprivate
That is apart of the cofactor expansion, yes
This is a consequence of the fact that swapping any two rows or columns in a determinant swaps the sign
If you want a more concreate explanation, there are geometric interpretations of the determenant I do not know because I do not do geometric algebra
Determanat represents the physical properties of how a matrix is a mapping that transforms an input into an output
so the sign change is kind of a symmetry thing
You get some geometric stuff in 3D
such as the absolute value of the det being the volume of a parallelpiped
I don't really care about the geometric interpretations of determinant tbh
If you just abstractly view it as an operation with properties (which is what I do) then it is perfectly fine
I don't in particular do much determinant stuff other than when doing TA work for lin alg courses, but I am used to it because of how important it is in physics
like there is no guarantee that an arbitrary sampling on a 2-sphere (and other manifolds in additionally higher dimensions) can have an invertible map to a harmonic decomposition, because smoothly swapping two points on the manifold flips the sign of the map's determinant, and at some point in the swap the determinant has to go to 0
Thursday, June 18, 2026
This is the most pretentious trailer I think I've ever seen
sorry for insulting P6 last week
the yogscast are revealing new games that will show up in the jingle jam collection in a couple years
https://store.steampowered.com/app/4111760/Dupery_A_Game_of_Solo_Deduction_Demo/
I have awoo'd at the moon in your pic
may it bring you continued luck
Replying to Spooky Phijkchu #spooky.131 may it bring you continued luck
It has not, im up 260 still
