Freek Wiedijk
@freekwiedijk.bsky.social
🔑proofs⚙️dances🔥bodies⭐️dreams
Pinned
Reposted by Freek Wiedijk
Happy holidays from Jólakötturinn, the Icelandic fairytale cat who eats you on Christmas morning if your clothes aren't nice! Nope, he's not a moral lesson about keeping your clothes clean. He's just a reminder of the ever-present potential for senseless violence in an unpredictable universe! Skål!
November 20, 2025 at 2:41 PM
Happy holidays from Jólakötturinn, the Icelandic fairytale cat who eats you on Christmas morning if your clothes aren't nice! Nope, he's not a moral lesson about keeping your clothes clean. He's just a reminder of the ever-present potential for senseless violence in an unpredictable universe! Skål!
Reposted by Freek Wiedijk
Stage 2 - I rather like the accidental poetry of Google translate
November 18, 2025 at 2:03 PM
Stage 2 - I rather like the accidental poetry of Google translate
Quote-post with your favourite bit of #HaskellDisinformation. We'll start: It is well-grounded in Category Theory, and you must learn it in order to program with the language.
i really wish people that don't actively use haskell understood haskell, like, at all
November 17, 2025 at 12:13 PM
Another labyrinth 🥰
November 16, 2025 at 4:12 PM
Another labyrinth 🥰
Reposted by Freek Wiedijk
Nancy By Ernie Bushmiller
November 15,1947
November 15,1947
November 15, 2025 at 11:39 PM
Nancy By Ernie Bushmiller
November 15,1947
November 15,1947
Post your favorite Star Trek character. Wrong answers only.
November 15, 2025 at 11:10 PM
Post your favorite Star Trek character. Wrong answers only.
Reposted by Freek Wiedijk
It's funny how mathematicians sometimes confuse 0 and infinity. We say that the characteristic of a field can be 0, but that the order of an element in a group can be infinity. These are two different conventions expressing the same idea. 1/2
November 15, 2025 at 10:15 AM
It's funny how mathematicians sometimes confuse 0 and infinity. We say that the characteristic of a field can be 0, but that the order of an element in a group can be infinity. These are two different conventions expressing the same idea. 1/2
I love how Suno pronounces praalhansen as prakalansen 😁 @scheijen.bsky.social
November 15, 2025 at 1:57 PM
I love how Suno pronounces praalhansen as prakalansen 😁 @scheijen.bsky.social
Reposted by Freek Wiedijk
Interieur van de Gotische Zaal, paleis Kneuterdijk, Den Haag
https://botfrens.com/collections/216/contents/1007083
https://botfrens.com/collections/216/contents/1007083
November 14, 2025 at 6:11 PM
Interieur van de Gotische Zaal, paleis Kneuterdijk, Den Haag
https://botfrens.com/collections/216/contents/1007083
https://botfrens.com/collections/216/contents/1007083
Vandaag kwam ik er achter dat de Kris Kras kolder krant door Jean Dulieu werd geschreven! 🥰
November 14, 2025 at 6:34 PM
Vandaag kwam ik er achter dat de Kris Kras kolder krant door Jean Dulieu werd geschreven! 🥰
Reposted by Freek Wiedijk
What's not to love about an axolotl (Ambystoma mexicanum)?
They've got feathery gills, tiny amphibian bodies & happy little faces 😀.
But did you know they're masters of regeneration? Let's talk about why *being cute* and *growing back severed limbs* are, in fact, related.
They've got feathery gills, tiny amphibian bodies & happy little faces 😀.
But did you know they're masters of regeneration? Let's talk about why *being cute* and *growing back severed limbs* are, in fact, related.
a small axolotl is walking on a piece of paper .
Alt: a small pink axolotl is smiling at the camera and forcing water over feathery gills in a way that looks like they're smiling with their whole body.
media.tenor.com
November 14, 2025 at 1:49 PM
What's not to love about an axolotl (Ambystoma mexicanum)?
They've got feathery gills, tiny amphibian bodies & happy little faces 😀.
But did you know they're masters of regeneration? Let's talk about why *being cute* and *growing back severed limbs* are, in fact, related.
They've got feathery gills, tiny amphibian bodies & happy little faces 😀.
But did you know they're masters of regeneration? Let's talk about why *being cute* and *growing back severed limbs* are, in fact, related.
Felt like posting this again 🤗
November 14, 2025 at 1:18 PM
Felt like posting this again 🤗
`source_to_flat_recordtypeenvironment_generation_storeseldefgeneration_fupd`
November 11, 2025 at 11:52 AM
`source_to_flat_recordtypeenvironment_generation_storeseldefgeneration_fupd`
The labyrinth on Storeberg in Gamlestaden 🥰
November 9, 2025 at 3:19 PM
The labyrinth on Storeberg in Gamlestaden 🥰
Reposted by Freek Wiedijk
My personal bias is the ideal form of art is middlebrow, meaning it has the accessibility of pop art but the depth and strangeness of high art. Shakespeare, Austen, Twain, etc. It seems like there have been times and places that encouraged this, but they are perhaps rare?
November 7, 2025 at 3:45 PM
My personal bias is the ideal form of art is middlebrow, meaning it has the accessibility of pop art but the depth and strangeness of high art. Shakespeare, Austen, Twain, etc. It seems like there have been times and places that encouraged this, but they are perhaps rare?
Reposted by Freek Wiedijk
Submitting a motion to change ‘vibe coding’ to ‘pseudoprogramming’
November 3, 2025 at 10:54 PM
Submitting a motion to change ‘vibe coding’ to ‘pseudoprogramming’
Reposted by Freek Wiedijk
Ik rijdt door Zweden met een "Interrail Global Pass, 1st class Senior". Door dat "Senior" voel ik me nu een bejaarde 😁
November 4, 2025 at 11:22 AM
Ik rijdt door Zweden met een "Interrail Global Pass, 1st class Senior". Door dat "Senior" voel ik me nu een bejaarde 😁
I recently learned that some mathematicians deny the existence of large numbers.
www.youtube.com/watch?v=4cFg...
www.youtube.com/watch?v=4cFg...
These Mathematicians Don’t Believe Large Numbers Exist. I’m Serious.
YouTube video by Sabine Hossenfelder
www.youtube.com
November 2, 2025 at 6:51 PM
November 2, 2025 at 4:21 PM
Les vacances de Hegel / Hegel's holidays - 1960
https://botfrens.com/collections/61/contents/3112148
https://botfrens.com/collections/61/contents/3112148
November 2, 2025 at 4:12 PM
I really liked V5.2 🤷
November 1, 2025 at 2:20 PM
I really liked V5.2 🤷
Reposted by Freek Wiedijk
Democrats 66 win in the Netherlands. Git gone, Geert!
October 31, 2025 at 11:36 PM
Democrats 66 win in the Netherlands. Git gone, Geert!