OK all you intelligent people, how can I formally represent uncertainty in distances? That is, I want to be able to say, X is a certain distance and angle from Y, but both of these are within +-20%, or something similar. I also need a way of comparing statements so that one with less uncertainty can be given priority. Try to make it in the form
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no wonder AI is useless. Now, how to generate random numbers? Because of course, any 'random number generator' inside a computer is never going to be truly random.
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> i didn't even count that a near miss! we had bags of time. the way back,
> on the other hand, was rather a different story, one which featured us
> sprinting across the tarmac as the plane door was eased shut. i'm not
> even joking.
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well done!
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Cut the strings into eight equal lengths maintaining the order and orientation of the strings. Light the same end of each eight string. If the eighths burn for the same time, your 15 minutes will be measured by burning, sequentially, the second 1/8 of one string and the seventh 1/8 of the other. If the eighths take different amounts of time then burn the second 1/8 of each string consecutively.
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Now.... can you think of a way of measuring 15 mins with just one string? You will never be able to get *exactly* 15 mins, but you can get very close...
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Now, it seems reasonable to make the metric of uncertainty the area of the the "box" in which Y may lie. This is actally a rhomboid but for reasonably small values of b it approximates to a rectangle, of which the area is 4er.sin(b).
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