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What's the shortest distance between two point...

What's the shortest distance between two point...

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a

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Einstein said it was a straight line. What does everyone think?

M
sorozatgyilkos

leölés ellenfeleim

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A geodesic ?


Edit: Then again, it could be a wormhole.

P
Upward Spiral

Halfway

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0.

DR

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Originally posted by Palynka
0.
Would a distance of zero between two points make them just one point?


--

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Mystic Meg

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Originally posted by ashaman
Einstein said it was a straight line. What does everyone think?
A sailer would tell you it's a great circle route.

P-

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Upward Spiral

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Originally posted by Doctor Rat
Would a distance of zero between two points make them just one point?


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0,99999(9)...=1

DS
I'm A Mighty Pirate™

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Originally posted by Phlabibit
A sailer would tell you it's a great circle route.

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Really? I think sailors might disagree with that.

duecer
anybody seen my

underpants??

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Originally posted by ashaman
Einstein said it was a straight line. What does everyone think?
Einstein was a hack!

N

The sky

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Originally posted by Daemon Sin
Really? I think sailors might disagree with that.
He was talking about sailers, not sailors.

cashthetrash
PoPeYe

This is embarrasking

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Are there truly any straight lines or are they all flawed?

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I'm A Mighty Pirate™

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Originally posted by Nordlys
He was talking about sailers, not sailors.
Well, he was talking about "a sailer".

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Upward Spiral

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Originally posted by Daemon Sin
Well, he was talking about "a sailer".
Pepeye?

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Mystic Meg

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Originally posted by Daemon Sin
Well, he was talking about "a sailer".
Damn, am I the only one who chats with inanimate objects?

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huckleberryhound
Devout Agnostic.

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Originally posted by ashaman
Einstein said it was a straight line. What does everyone think?
Einstein wasn't a taxi driver then 😛

STS

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Originally posted by Daemon Sin
Really? I think sailors might disagree with that.
Any aviator or sailor could tell you that on a globe a great circle route is the shortest distance between two points, when you talk about long distances. It's a curved line arc on a flat two dimensional chart.

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