I was too scared to go past 7, some body tell me what happened🥺
findallthebears on
Man some of those are hard to look at
pianoboy8 on
An actual beautiful data post. Nice.
AntalRyder on
That escalated a lot quicker than I thought
seedless0 on
Anything over 3 misses the point of using Venn diagram.
Scrapheaper on
Are 9, 10 12 possible? Or just not interesting
everlasting1der on
I wonder if there’s a nonconstructive proof of whether you can do this for an arbitrary number of sets (and whether it can always be rotationally symmetrical!) or if there’s a limit and/or excluded values.
surfergrrl6 on
I love the progression towards *Biblically Accurate Venn Diagram*
GrizbardTheGoblin on
this is giving me anxiety
Pretend-Bend-7975 on
My favourites are the 6 and 7 ones. Simple enough to understand visually and complex enough to be mesmerizing.
Piyh on
N=7 is how I visualized the aliens from blindsight
DeathMetal007 on
Several of the images are missing numbers in areas.
6 group is missing light green near A.
7 group is missing fuschia bottom left. Small area.
Lathryus on
You achieved maximum venn!
Canaduck1 on
Skipping F for G in 6 is bothering me.
LheelaSP on
4 is giving me flashbacks from Keep Talking And Nobody Explodes.
Eldan985 on
4 is beautiful. Most higher ones look terrible.
Salty145 on
I think anything above 3 exists more as a proof of concept than anything with practical application.
NuclearHoagie on
For 5+ groups, I prefer an UpSet plot.
Hazzawoof on
Kids, don’t Venn diagram and drop acid.
etherified on
Why can’t I understand the number system for 6 or 8? Or why F is G?
TuxedoMasked on
If you like Venn Diagrams, go buy the board game Things in Rings. It’s a lot of fun.
cubosh on
by the end it turns into fractals
BasicConsultancy on
I want to understand with some examples… /s
PepperMill_NA on
This does make me miss when r/dataisbeautiful was focused on the representation of data and finding ways to make it succinct, elegant, and beautiful.
27 Comments
Paper for the 11 and 13 group diagram (free download) very interesting read
https://link.springer.com/article/10.1007/s00454-014-9605-6
oh no my head…
but they are so cool 🙂
Everything above 6 is like I’m having a stroke
I was too scared to go past 7, some body tell me what happened🥺
Man some of those are hard to look at
An actual beautiful data post. Nice.
That escalated a lot quicker than I thought
Anything over 3 misses the point of using Venn diagram.
Are 9, 10 12 possible? Or just not interesting
I wonder if there’s a nonconstructive proof of whether you can do this for an arbitrary number of sets (and whether it can always be rotationally symmetrical!) or if there’s a limit and/or excluded values.
I love the progression towards *Biblically Accurate Venn Diagram*
this is giving me anxiety
My favourites are the 6 and 7 ones. Simple enough to understand visually and complex enough to be mesmerizing.
N=7 is how I visualized the aliens from blindsight
Several of the images are missing numbers in areas.
6 group is missing light green near A.
7 group is missing fuschia bottom left. Small area.
You achieved maximum venn!
Skipping F for G in 6 is bothering me.
4 is giving me flashbacks from Keep Talking And Nobody Explodes.
4 is beautiful. Most higher ones look terrible.
I think anything above 3 exists more as a proof of concept than anything with practical application.
For 5+ groups, I prefer an UpSet plot.
Kids, don’t Venn diagram and drop acid.
Why can’t I understand the number system for 6 or 8? Or why F is G?
If you like Venn Diagrams, go buy the board game Things in Rings. It’s a lot of fun.
by the end it turns into fractals
I want to understand with some examples… /s
This does make me miss when r/dataisbeautiful was focused on the representation of data and finding ways to make it succinct, elegant, and beautiful.