A while back, some of us had discussions about traffic jams and knots.

 

I had posted something that was sorta cute, Israel Eisenberg and G. Wade
Johnson came up with some improvements as I recall.

 

Well here's another version, borrowing some of each:

 

http://cs.sru.edu/~ddailey/svg/knot1.svg 

 

The moving vehicle has a mask applied to it that has bridge/tunnels that
blink from bridge to tunnel.

 

The problem is the non-rectangular crossing. Is there any way to bevel the
end of a stroke?

 

The problem of multiple vehicles having different speeds is still a huge
one.

 

I've been thinking that it would be fun to have a construct, sort of like a
<diagram> (owing some of its definitional construct to the Venn and Euler
diagrams - see http://theory.cs.uvic.ca/~cos/venn/VennEJC.html ) . It would
allow the identification of simple overs and unders in a collection of edges
of four-regular graphs such that bridge/tunnels as well as up and down path
segments could automatically be constructed from paths, and accordingly
motivate traffic flow diagrams, Celtic knots, and Borromean rings. Maybe
we'll build one.

 

BTW, try making some of the diagrams in the above survey of Venn diagrams.
You'll find a good sampling of large realms of 2D content that SVG is quite
ill prepared, at present, to handle very well! Along those lines,
feComposite and feBlend (with feImage inside) are remarkably ill supported
by extant browsers! Try any colors other than the six primaries in the
example at http://cs.sru.edu/~ddailey/svg/Vplay1.svg to see bit of what I
mean.

 

Cheers

David



[Non-text portions of this message have been removed]



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