Point (Turnout) Control

I had a work colleague, who was studying Quantum Physics, correct me when I said 'the shortest distance between points is a straight line'.
He said that in quantum physics points do not exist so therefore straights lines don't either, he started explaining this but when I glazed over he just gave up.
That would explain most of my cuts.
Ah, the ancient Greek Zeno had that problem in considering the flight of an arrow. If, he argued, at any instant in time an arrow is at a particular point and so is stationery, so how can it move from through the air one point to another.
 
I did read that article on ge_rik ge_rik blog this morning and found it interesting, certainly "food for thought".
BTW - here's a link to my blog post on making the V2 of the point levers


Rik
 
Ej, vji epdoipv Hsiil Bipu jef vjev qsucmin op duptofisoph vji gmohjv ug ep essux. Og, ji eshaif, ev epz optvepv op voni ep essux ot ev e qesvodames quopv epf tu ot tvevoupisz, tu jux dep ov nuwi gsun vjsuahj vji eos upi quopv vu epuvjis.
Ej ji dmiesmz piwis apfistvuuf vji dupdiqv ug wimudovz.
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