this post was submitted on 30 Jun 2026
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Comic Strips

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TranscriptAn informational diagram showing different (bad) ways to cut a circular pizza.

  1. A grid cut, labelled “Tic-Tac-Toe”
  2. a regular 8-way cut, but the middle is very off center, labelled “Off-Center Inequality.”
  3. A six-slice cut where each cut is a sinusoidal curve, labelled “Apple Beachball”
  4. A spiral that goes all the way to the middle, labelled “Spiral Cut”
  5. Looks normal, but is labelled “Just draw the lines on with a sharpie”
  6. Regular shaped slices cut out of the middle of the pizza in random positions, labelled “Why”
  7. A side view, showing two long horizontal cuts through the entire disc, labelled “Layer Cake”
  8. Mostly diagonal lines splitting the pizza into shapes, labelled “Tangram”
  9. Two identical pizzas, labelled “Banach-Tarski”
top 20 comments
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[–] FluorideMind@lemmy.world 2 points 3 minutes ago

Ok hear me out. Off center inequality is the best choice. It gives the most options for portion size, like maybe I don't want 2 slices. Maybe I only want 1.4 slices. With all others, that isn't possible.

[–] lugal@sopuli.xyz 14 points 2 hours ago (3 children)

The spiral doesn't even cut it into pieces. It's still one

[–] Steve@startrek.website 2 points 34 minutes ago

You can eat the whole thing like fruit-by-the-foot

[–] TheFogan@programming.dev 4 points 1 hour ago

You must be looking for the article how to cut a pizza into multiple slices. This article was called 9 ways to cut a pizza.

Obviously a more USEFUL article would be 9 ways to cut a pizza into equal slices.

[–] brsrklf@jlai.lu 0 points 46 minutes ago

I definitely saw a comic strip about this exact thing being the right way to cut a pizza for one.

Followed by a demonstration of someone eating the whole thing in one long continuous grind without their hands.

[–] gegil@sopuli.xyz 20 points 3 hours ago (1 children)

How is this not an xkcd comic?

[–] gnutrino@programming.dev 16 points 2 hours ago* (last edited 2 hours ago) (1 children)

Because Banach-Tarski doesn't work in 2d and that's not the sort of mistake Randall could get away with without drowning under messages um-actually-ing him.

But a pizza is 3D.

[–] IAmNorRealTakeYourMeds@lemmy.world 11 points 2 hours ago (1 children)

wouldn't the Babach-Tarski cut end up with both pizzas having the same size as the original?

[–] panda_abyss@lemmy.ca 3 points 2 hours ago (1 children)

Maybe that was the original size for that one

[–] cannedtuna@lemmy.world 3 points 1 hour ago* (last edited 1 hour ago)

My guess is it’s smaller due to the spacing of the comic, more like it’s zoomed out

[–] JohnnyEnzyme@piefed.social 5 points 2 hours ago
[–] janus2@lemmy.zip 5 points 3 hours ago

spiral cut and then lower it over a 3D printed spiral cone thing on top of a lazy susan. now everyone gets to cut a curved pizza ribbon from the bottom

the guests love it and post it all over their socials. the catering staff has a blast making fun of it (and posting it all over their socials)

[–] TomMasz@lemmy.world 2 points 2 hours ago

How to never get asked to make pizza again.

[–] cannedtuna@lemmy.world 7 points 3 hours ago (3 children)

Man I had to look that last one up and I still don’t fully understand it.

Banach-Tarski

[–] marius@feddit.org 8 points 3 hours ago

https://youtube.com/watch?v=s86-Z-CbaHA

Get ready for 24 minutes of not understanding anything

[–] palordrolap@fedia.io 2 points 2 hours ago

It's pretty simple, really. There's a mathematical way of creating a complete cover of all points within a sphere in a finite number of subsets in such a way that those finite subsets can be rearranged into two complete spheres of the same size.

It's kind of like how there are exactly as many points between 0 and 1 on a number line as there are between 0 and 2, so if you take a 0 to 1 segment, and then multiply all distances by 2, you can cut it into two pieces with exactly as many points as the original 0 to 1.

This is the sort of thing that only works with mathematical abstractions, which is why it's paradoxical. You sure as heck can't do this with a pizza, even if it's technically isomorphic to a sphere.

[–] Wildmimic@anarchist.nexus 2 points 3 hours ago

My brain just noped out

[–] ceenote@lemmy.world 5 points 3 hours ago

Honestly, kinda digging the tangram method.

[–] Davel23@fedia.io 4 points 3 hours ago

I recall reading somewhere that if you cut the pizza using the "off-center inequality" method, then have four people each take a piece plus the one directly across from it they will all end up with an equal amount of pizza.