The new feature, grid scaling, opened up the possibility to construct (or fontstruct) true isometric structures for the first time. There are two ways to do this: stretch the square grid vertically by 1.1547 or compress it horizontally by 0.8660 (= sin60º). I spare you the mathematical details here. Instead, let us enjoy the true triangles and rhombi.
Makes you wonder if this can be constructed physically... The 4 is a bit ambiguous to 9, but other than that, it's awesome :D Does the 01 mean this is a series?
@Frodo7 - Perfect voxels here! Would you mind posting a pic of what 1 grid square looks like? I'm having a hard time seeing what bricks and spaces make up your pattern. If not, I understand. Thanks!
Wow, the first true isometric fontstruction. Another very impressive project, very different from Hommage à Escher and any other fonts in this genre altogether. The indents on top and bottom give this font a unique touch.
Thank you very much for your comments and generous ratings. This is an exiting moment for all of us - having isometric grid and true triangles for the first time in Fontstruct. This was made possible by Rob Meek's brilliant new addition, the grid scaling feature. I know, I repeat myself and echo others, but it can't be emphasized enough: grid scaling is such a simple and elegant solution to a complicated problem. If true hexagonal patterns are possible at such ease, I wonder, what else is also possible? Spherical or hyperbolic distortions of the grid?
Some of your guesses were incorrect, but indicated smart lateral thinking. No doubt, there are several solutions to construct isometric patterns with true triangles. To answer your questions I present my version (see picture).
@Frodo7 - Thank you for the second picture with the grid displayed. After I posted, I realized that the pattern was likely much, much larger than a single square to get the "outline" spacing between the triangles to look so nice. Mathematics ftw!
I thought it had to do something with the 1/4 bricks that stick on top of each other with a white space in the middle (if that makes sense), but then realized some things would work out (but I'm fiddling with them right now). Amazing :)
18 Comments
The 4 is a bit ambiguous to 9, but other than that, it's awesome :D
Does the 01 mean this is a series?
@demonics - According to Frodo7's sample pic, it appears only the Horizontal Grid scale is not 1 (looks like 0.866); the other three settings are 1...
Some of your guesses were incorrect, but indicated smart lateral thinking. No doubt, there are several solutions to construct isometric patterns with true triangles. To answer your questions I present my version (see picture).
Amazing!
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