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Double a it is in the books a space ship going in one direction for as
long as it takes will circle back to where it started from. we know space is curved and there is no straight line from A to B We are in a closed loop system. So big you do not feel the little curve. TreBert |
#2
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![]() "G=EMC^2 Glazier" wrote in message ... Double a it is in the books a space ship going in one direction for as long as it takes will circle back to where it started from. we know space is curved and there is no straight line from A to B We are in a closed loop system. So big you do not feel the little curve. TreBert To say a straight line is really curved is pretty warped thinking, if you ask me. |
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Mark Its Einstein thinking. I wish it was all mine. I can only add to
the great theories of Einstein. He is very clever TreBert |
#4
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On May 28, 4:00*pm, "Mark Earnest" wrote:
"G=EMC^2 Glazier" wrote in message ... Double a *it is in the books a space ship going in one direction for as long as it takes will circle back to where it started from. we know space is curved and there is no straight line from A to B * * * We are in a closed loop system. So big you do not feel the little curve. TreBert To say a straight line is really curved is pretty warped thinking, if you ask me. You got it! Warped space-time! Double-A |
#5
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![]() "G=EMC^2 Glazier" wrote in message ... Mark Its Einstein thinking. I wish it was all mine. I can only add to the great theories of Einstein. He is very clever TreBert OK, Bert, if it was what Einstein says, then I am sure his mathematical brilliance was just running away with him. Either the line is straight or it isn't. What could be simpler than that? |
#6
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On May 28, 11:13*pm, "Mark Earnest" wrote:
"G=EMC^2 Glazier" wrote in message ... Mark Its Einstein thinking. I wish it was all mine. I can only add to the great theories of Einstein. He is very clever *TreBert OK, Bert, if it was what Einstein says, then I am sure his mathematical brilliance was just running away with him. Either the line is straight or it isn't. What could be simpler than that? Nothing is simple except in math. All straight lines you'll ever cross in this universe are really just tangential approximations of curves. You never run on a straight-line here on Earth -- it's curved after all and at all points point to the center, thus warping surfaces even though very slightly and not noticeable for small enough *tangents*. Let alone out there, where you're always in orbit around some gravity well... |
#7
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![]() "namekuseijin" wrote in message ... On May 28, 11:13 pm, "Mark Earnest" wrote: "G=EMC^2 Glazier" wrote in message ... Mark Its Einstein thinking. I wish it was all mine. I can only add to the great theories of Einstein. He is very clever TreBert OK, Bert, if it was what Einstein says, then I am sure his mathematical brilliance was just running away with him. Either the line is straight or it isn't. What could be simpler than that? Nothing is simple except in math. All straight lines you'll ever cross in this universe are really just tangential approximations of curves. You never run on a straight-line here on Earth -- it's curved after all and at all points point to the center, thus warping surfaces even though very slightly and not noticeable for small enough *tangents*. Let alone out there, where you're always in orbit around some gravity well... Ever grab ordinary string by two ends and pull it tight? That is a pretty good representation of a straight line: the shortest distance between two points. If you averaged out the position of each part of the string, it would indeed average out as a straight line. |
#8
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On May 29, 1:49*am, "Mark Earnest" wrote:
"namekuseijin" wrote in message ... On May 28, 11:13 pm, "Mark Earnest" wrote: "G=EMC^2 Glazier" wrote in message ... Mark Its Einstein thinking. I wish it was all mine. I can only add to the great theories of Einstein. He is very clever TreBert OK, Bert, if it was what Einstein says, then I am sure his mathematical brilliance was just running away with him. Either the line is straight or it isn't. What could be simpler than that? Nothing is simple except in math. *All straight lines you'll ever cross in this universe are really just tangential approximations of curves. You never run on a straight-line here on Earth -- it's curved after all and at all points point to the center, thus warping surfaces even though very slightly and not noticeable for small enough *tangents*. Let alone out there, where you're always in orbit around some gravity well... Ever grab ordinary string by two ends and pull it tight? That is a pretty good representation of a straight line: the shortest distance between two points. Exactly like I said, it's just a tangential approximation to a curve: no matter how much it looks straight, you know gravity is pulling it and making it a parable. It's never, never going to be a pure math straight line. The shortest path between two points in this universe is always a curve, even though in small enough scales it may look like a mathbook straight-line. |
#9
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![]() "namekuseijin" wrote in message ... On May 29, 1:49 am, "Mark Earnest" wrote: "namekuseijin" wrote in message ... On May 28, 11:13 pm, "Mark Earnest" wrote: "G=EMC^2 Glazier" wrote in message ... Mark Its Einstein thinking. I wish it was all mine. I can only add to the great theories of Einstein. He is very clever TreBert OK, Bert, if it was what Einstein says, then I am sure his mathematical brilliance was just running away with him. Either the line is straight or it isn't. What could be simpler than that? Nothing is simple except in math. All straight lines you'll ever cross in this universe are really just tangential approximations of curves. You never run on a straight-line here on Earth -- it's curved after all and at all points point to the center, thus warping surfaces even though very slightly and not noticeable for small enough *tangents*. Let alone out there, where you're always in orbit around some gravity well... Ever grab ordinary string by two ends and pull it tight? That is a pretty good representation of a straight line: the shortest distance between two points. Exactly like I said, it's just a tangential approximation to a curve: no matter how much it looks straight, you know gravity is pulling it and making it a parable. It's never, never going to be a pure math straight line. **I'm sure a sufficiently taught segment of string cancels out the effect of gravity. The shortest path between two points in this universe is always a curve, **Then you defy the very definition of a line. even though in small enough scales it may look like a mathbook straight-line. **There is no mathbook straight-line. There are just lines, and they exist all over nature. The axis of a planet and a beam of light from a star, for two examples. |
#10
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On May 29, 2:42*am, "Mark Earnest" wrote:
"namekuseijin" wrote in message ... On May 29, 1:49 am, "Mark Earnest" wrote: "namekuseijin" wrote in message .... On May 28, 11:13 pm, "Mark Earnest" wrote: "G=EMC^2 Glazier" wrote in message ... Mark Its Einstein thinking. I wish it was all mine. I can only add to the great theories of Einstein. He is very clever TreBert OK, Bert, if it was what Einstein says, then I am sure his mathematical brilliance was just running away with him. Either the line is straight or it isn't. What could be simpler than that? Nothing is simple except in math. All straight lines you'll ever cross in this universe are really just tangential approximations of curves. You never run on a straight-line here on Earth -- it's curved after all and at all points point to the center, thus warping surfaces even though very slightly and not noticeable for small enough *tangents*. Let alone out there, where you're always in orbit around some gravity well... Ever grab ordinary string by two ends and pull it tight? That is a pretty good representation of a straight line: the shortest distance between two points. Exactly like I said, it's just a tangential approximation to a curve: no matter how much it looks straight, you know gravity is pulling it and making it a parable. *It's never, never going to be a pure math straight line. **I'm sure a sufficiently taught segment of string cancels out the effect of gravity. The shortest path between two points in this universe is always a curve, **Then you defy the very definition of a line. Oh, lines do exist, yes. It's only that you'll never be able to walk along one between any two points. You may ask that to anyone plotting trajectories of rockets and so forth. Much more evident on larger scales than everyday human ones, which is what you experience is telling you... *even though in small enough scales it may look like a mathbook straight-line. **There is no mathbook straight-line. There are just lines, and they exist all over nature. The axis of a planet and a beam of light from a star, for two examples. A beam of light will bend near very strong gravitational fields. Just think of matter with actual mass trying to go between two points over a straight-line and failing for not taking that force interfering with their trajectories! Simply not possible, though at small scales you may find it reassuring. |
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