Hilbert Curve Sierpinsky, Triangle Euler's Spiral (Clothoid), Releaux Triangle..

hey, i don't think that will help you a lot but here's one approach to draw a sierpinsky triangle in an lcd

thank you for this 1st hint

one suggestion: is it also possible to use this algorithm to drawing the triangles like an oscilloscope?
this would be more useful for my project

thanks

not sure what you want to do with an oscilloscope, but here are recursive versions of sierpinski and hilbert.
i thinks it's a pain doing recursions in max, so i chose js for this.

sure in max to do recurcions is difficult,
these curves, figures deals as a source to control several parameters -
the "scope" is only a kind of an "indicator"
and; perhaps using of jit.gl could be one choice
to show 3D figures, torus etc

but again: for what I'm looking for is this:
the triangles (in hilbert) should only be "outlined" in the lcd like a lineto command
the coordinates (x,y) of the lined triangles deals as source for parameters

Peter Elsea shows how to make a Sierpinksi Triangle using LCD in one of his great Max tutorials:

ftp://arts.ucsc.edu/pub/ems/maxtutors/advancedMax/Max&Chaos.pdf

He is plotting points rather than using lines.

thank you for this hint William,
the symmetric variant of Sierpinki's Triangle could be a useful choice

what else about with Euler's Spiral (Clothoid), Releaux Triangle?
have somebody here some solutions?

btw: I'm looking else for a practicable solution of a chu-attractor

of course, I know that examples. of Lorenz, Roessler exists under MaxMsp

to the Hilbert Curve, Sierpinski Triangle:

which modus is useful to get the recursive coordinates of these curves etc
the target is to output the "lined way" as a list etc
or better unpacked to x, y (and: for 3d curves as z values)

thanks for further help and suggestions