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teenerted1 10-12-2006 03:37 PM

north = pt barrow, alaska
west = nihau is , hawaii
east = calais , maine
south = ka lae pt, hawaii

at least thats the best i can do with the map i have

Jim Richards 10-12-2006 03:44 PM

Quote:

Originally posted by sammyg2
Travelling in an arc that follows the surface of the earth is not the same as travelling in a straight line.

The correct answer is, it can't be done unless we can further our understanding of warping time and/or space.
The cookies don't exist in our universe either.

Wrong. z-axis = constant. We have a 3-d world to work with.

BRPORSCHE 10-12-2006 06:15 PM

teener pay attention to the international date line...

teenerted1 10-12-2006 06:35 PM

Quote:

Originally posted by teenerted1
north = pt barrow, alaska
west = nihau is , hawaii
east = calais , maine
south = ka lae pt, hawaii

at least thats the best i can do with the map i have

edit;
better map at home
west = near islands , alaska
east = some point east of Eastport , maine

sammyg2 10-12-2006 06:40 PM

Wrong?
An arc is 3d.

A line is the shortest distance between two points in space with infinite points along it but has no real dimension. it does not curve, it is not a plane, it is a line. It is two dimensional.

If you started at the north pole and went straight out, you would be in space. Make a right turn and then another, you would still be in space.
Following the curvature of the earth is an arc and not a line.

UconnTim97 10-12-2006 06:43 PM

I thought the eastern most point was West Quoddy, in Maine

masraum 10-12-2006 08:33 PM

Yes, yes, yes, they aren't straight lines, and it isn't really a triangle, but to the person that did the travelling that was the perception, 3 straight lines, 3 90* angles and a triangle. It's all about perception. It's not a straight answer, it's a riddle. Trying to imagine worlds of 2D or >3D is interesting and difficult. I'm reading Flatland, by Edwin A. Abbott right now. Interesting book.

911pcars 10-12-2006 10:39 PM

What kind of cookies were you eating?


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