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Post by steve on May 7, 2015 14:47:49 GMT
oh my understanding of the world is quite accurate, and I'm pretty sure my "following" will be the entire population of the earth. The earth shall be filled (as in a container) of the knowledge of the Lord as the waters cover the sea. I just wait for the proper time of my coronation. Oh i thought you just said the earth might be round? of course it's round. you're inside the ball.
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Post by LIT on May 7, 2015 15:14:27 GMT
steveTechnically, if the Earth is concave, it doesn't need to be round. You don't know its shape, because you're inside the Earth. You have to get outside to look at it, then you can say if it is round or not. If a room inside your house is round, do you say that your house is round?
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Post by steve on May 7, 2015 16:18:35 GMT
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Post by aliveandkicking on May 7, 2015 19:02:13 GMT
Oh i thought you just said the earth might be round? of course it's round. you're inside the ball. Yes, my mistake. So if the known positions available for the GPS receivers are 20,000km outside the living surface of the sphere and are given relative to the centre of a spherical earth and the receiver has to calculate via speed of light the distance to the transmissions to have any hope of working out the receivers position you are happy thinking this fits into your model? I am assuming you are not yet up to speed with the nature of the problem this creates for you. There is also another huge problem for your concave model. The solar heating of the surface of the earth is relatively huge and yet under the near surface it is only the average temperature of the surface and it gets much hotter as you go deeper. If there is this massive heating system in the centre of the earth how does this system not overheat? Why is it we can measure very low temperatures at very high altitude? Do you consider these problems in your view of Earth?
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Post by steve on May 7, 2015 19:27:12 GMT
of course it's round. you're inside the ball. Yes, my mistake. So if the known positions available for the GPS receivers are 20,000km outside the living surface of the sphere and are given relative to the centre of a spherical earth and the receiver has to calculate via speed of light the distance to the transmissions to have any hope of working out the receivers position you are happy thinking this fits into your model? I am assuming you are not yet up to speed with the nature of the problem this creates for you. There is also another huge problem for your concave model. The solar heating of the surface of the earth is relatively huge and yet under the near surface it is only the average temperature of the surface and it gets much hotter as you go deeper. If there is this massive heating system in the centre of the earth how does this system not overheat? Why is it we can measure very low temperatures at very high altitude? Do you consider these problems in your view of Earth? um, they are not 20,000km away, i promise you that. i bet my life on it. the heat issue is the same reason they say they can support sats in the +2000 degree thermosphere and beyond. the molecules are sparse. the buildup of pressure in the rind of earth also causes the heat. why dont you skype me and cam up and stop hiding behind a proxy. steviethefox. i'm tired of dealing with cowards.
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