I live in a rain forest, so this post confused me for a minute. I was expecting some kind of on-screen optical illusion, but it turned to be asking about actual physical trees outside my window.
Yeah, I can see trees. I can see about fifty trees without standing up from my desk. I cut down more than three trees a month, probably. The weirdest ones are yagrumo - in about five years they can be fifty feet tall and the wood is so soft you can cut them down with a butter knife, just about. Before moving here, I'd never really considered that the Venn circles of "tree" and "weed" can overlap.
Depends on what part of Budapest. One of the reasons people like Zugló (14th district) is the many trees. And farther out it's even better, of course.
But a lot of the trees in Hungary just don't grow that big, maybe the most marked difference when I first saw it after growing up in Indiana. When we lived in the 16th district of Budapest, there was one neighborhood I used to walk the dog in that had these massive old American sycamores. Those things were beautiful.
One of the funniest moments I remember from that class is he suddenly noticed the parens didn't match in the snippet he'd written on the board - so he counted through the trailing ))))) and inserted a close paren at the right place.
(Thanks for this complaint - I hadn't realized that Rehling's thesis was linked from the Waybacked version of his personal page, and that finally completes my collection!)
You can also read Chapter 10 in Hofstadter's 1995 book "Fluid Concepts and Creative Analogies" for a pretty solid overview.
But yeah, seeing this project immediately reminded me of Letter Spirit, since it's basically a web editor for gridfonts.
Yeah, I can see trees. I can see about fifty trees without standing up from my desk. I cut down more than three trees a month, probably. The weirdest ones are yagrumo - in about five years they can be fifty feet tall and the wood is so soft you can cut them down with a butter knife, just about. Before moving here, I'd never really considered that the Venn circles of "tree" and "weed" can overlap.