This version omits the square faces so that we can inside the prisms
13/n
#geogebra #geometry #origami #design #MathArt #MastoArt #FediArt #CreativeToots #animation #loop #Procedural #polyhedron #polyhedra
This version omits the square faces so that we can inside the prisms
13/n
#geogebra #geometry #origami #design #MathArt #MastoArt #FediArt #CreativeToots #animation #loop #Procedural #polyhedron #polyhedra
And here's a skeletal octahedron transforming into three cuboids (and back again).
Even though this seems easier to visualise, I find some of the configurations fascinating, especially the three cuboids when three edges meet at common points, and the three cubes.
12/n
#geogebra #geometry #origami #design #MathArt #MastoArt #FediArt #CreativeToots #animation #loop #Procedural #polyhedron #polyhedra
Here's WXYZ https://foldworks.net/wp-content/uploads/2018/06/wxyz.pdf transforming into four triangular prisms (and back again)
11/n
#origami #geogebra #geometry #design #MathArt #MastoArt #FediArt #CreativeToots #animation #loop #Procedural
The next step will be to make the pentagonal faces have windows like Daniel Kwan's
#origami #geogebra #geometry #mathematics #design #MathArt #papercraft #craft #FediArt #CreativeToots
Is there a program equivalent to
printf("Hello World!\n");
in Geogebra?
And if so, is there a tutorial or book that teaches to poor dumb programmers with examples like that?