I would like to retract that, it seems to be "fixed" now.
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What about intersecting lines? Ones who's paths cross for one brief instant and then also separate, never to meet again?
And if you really want to get wacky with the metaphors... this is all in classical Euclidean three dimensional space. If you apply non-Euclidean (n)dimensional space time, you can get those relationship lines to do some very, very interesting things.
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What about intersecting lines? Ones who's paths cross for one brief instant and then also separate, never to meet again?
And if you really want to get wacky with the metaphors... this is all in classical Euclidean three dimensional space. If you apply non-Euclidean (n)dimensional space time, you can get those relationship lines to do some very, very interesting things.