top | item 45853424 (no title) irchans | 3 months ago I think this 6 set Venn Diagram is nice because I made it. :)http://162.243.213.31/wp-content/uploads/2012/08/Ven3.png discuss order hn newest stogot|3 months ago How did you make this? It is nice. Why does the red line have a heart-shaped bounce/curve in the open white space instead of just being round? irchans|3 months ago Type "Polar plot 6 curves of the form r = (1 + Sin[2^(k - 1) t]/2^(k - 1)) where k =1, 2, .., 6 and t=0 to 2 Pi each curve should be a different color" into ChatGPT5.https://chatgpt.com/share/690f675d-c340-8013-b598-41fe487b4e...It has the nice properties that you can do any number of sets (in theory) and all the boundary intersections are either osculating or perpendicular. recursive|3 months ago Looks like sinusoids in polar coordinates
stogot|3 months ago How did you make this? It is nice. Why does the red line have a heart-shaped bounce/curve in the open white space instead of just being round? irchans|3 months ago Type "Polar plot 6 curves of the form r = (1 + Sin[2^(k - 1) t]/2^(k - 1)) where k =1, 2, .., 6 and t=0 to 2 Pi each curve should be a different color" into ChatGPT5.https://chatgpt.com/share/690f675d-c340-8013-b598-41fe487b4e...It has the nice properties that you can do any number of sets (in theory) and all the boundary intersections are either osculating or perpendicular. recursive|3 months ago Looks like sinusoids in polar coordinates
irchans|3 months ago Type "Polar plot 6 curves of the form r = (1 + Sin[2^(k - 1) t]/2^(k - 1)) where k =1, 2, .., 6 and t=0 to 2 Pi each curve should be a different color" into ChatGPT5.https://chatgpt.com/share/690f675d-c340-8013-b598-41fe487b4e...It has the nice properties that you can do any number of sets (in theory) and all the boundary intersections are either osculating or perpendicular.
stogot|3 months ago
irchans|3 months ago
https://chatgpt.com/share/690f675d-c340-8013-b598-41fe487b4e...
It has the nice properties that you can do any number of sets (in theory) and all the boundary intersections are either osculating or perpendicular.
recursive|3 months ago