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      "body": "Photographic image of the North Pole \"entrance\"\nfrom \"the nineteenth mission of Columbia\"\nUnited States Space Shuttle mission  STS-75\nbetween the 22 February  & 09 March 1996\n\nThis image is almost all but gone from the face of the internet.\n\n![](https://steemitimages.com/DQmdXeYgqKQAw2qvHgUBAzzTFBgerNrR8TSLrbjf7SKuwER/image.png)\n\nRead more about this subject here:\nhttps://steemit.com/science/@marplesyrups/centrifugal-displacement-of-the-earth",
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      "body": "To begin to understand,  a video is  called for to brush up on what happens when a large object in space accrues enough mass to collapse into a sphere, because of it inherent gravity, and then acquires a rotation. Please watch the video below.\nLink: https://www.youtube.com/watch?v=Tctr8CIMOZA\n![](https://steemitimages.com/DQmYx4Pbgx7J1v6WGiwdS9WtfW2RaNSymoEMG45Rj1rEqZ6/image.png)\n![](https://steemitimages.com/DQmeCcZWskFSR9w3C2tsjDhy53cXof5ACfCHtTf8j6kCaNT/image.png)\n\nNow concerning the shape of the earth specifically:\n     \"The shape of the Geode, as it is called, is nearly a perfect sphere, but because the earth is spinning, it is about 21.5 kilometers flatter at the poles, and bulged-out at the equator by about the same amount. \n      There are also other 'higher-order' shape deviations which make the Earth slightly pear- shaped with a larger southern hemisphere surface area than in the northern hemisphere, but at a level of a kilometer or so in radial girth. \n       The biggest effect, though, is its polar flattening. If you had a basketball to represent the Earth's spherical average shape, the flattening would be 21/6500 = about 1/300 the radius of the basketball or 1/32 of an inch...give or take.\"\n\n![](https://steemitimages.com/DQmR1DxsiszDfopRDoVXiRn1dvwAngaKKea9VcX6eVaQL4z/image.png)\n[Figure 1]{Above: Representation of earth without the water present]\n\n   But even more interesting is what happens when we  take a look inside of what would  be occurring in earths interior. My research has yielded  that a massive  spherical object that acquires a rotation would not only be flattened at the poles, but there would also be  openings. Because of the nature of the angle of the centrifugal force being applied at  poles (and throughout) it would result in polar openings that would lead smoothly into what would be a hollowed out earth. The openings would be present at the flattest point at the poles and the largest amount of mass would be at the equator due to the centrifugal force.          \n     \n![](https://steemitimages.com/DQmS9pi4LiL7c3ezTZA8zTMKrbssgax1k91YdU4X1vzfAkn/image.png)\n                                                                                  [Figure 2][Hollow earth configuration}\n\nThis is possible because the rotation of the earth would compact the mass outwardly due to the centrifugal force  in conjunction with the inward pulling force inherent to its gravity that would retain its shape. And because the object is suspended in space there is room for the earth to expand to where it is currently. This is similar to what happens when a chef spins a pizza over his or her head. The mass would compact outwardly while the mass at the center would progressively become thinner and thinner until an opening would occur.  This Phenomena is explained by Newtons' second law:  Force is equal to mass times acceleration or F=ma.\n\nConcerning travel into the earth:\nI previously mentioned that the openings would lead smoothly into the hollow earth and I meant it. One would not fall straight through. But instead would be able travel along the the curved crust of the openings and continue to travel along the interior crust.  \n\nTo understand phenomena please consider the following:\n![](https://steemitimages.com/DQmQTwJEJioDcLqK2zWU7aAqdhaB7W71DU9bE8SoCmtVSjA/image.png)\n[Figure 3] [the disk earth]\n\nLets theoretically imbue the above coin with the approximate constants of the mass and size, and speed of the rotation, of the earth. Normally an object this big would collapse into a sphere in the vacuum of space, but for the sake of this explanation we will pretend that this configuration is stable. Let's examine how gravity would be experienced on all the planes on such a planet.\n\nStanding on the point of origin on one of the parallel sides one would experience gravity at a complete rest, just how we  relatively experience it on the surface of the planet earth. As one  moves closer to the edge of the disc, relative to the point of origin, the more it progressively feels like one is walking up a hill, then a mountain, then a wall (90 degrees) at the edge.  \nUntil, finally, one reaches the surface at the edge where one can stand at a complete rest (0 degrees)  just like it is experienced in the point of origin. \n\nThe edge surface serves as a representation of the gravity configuration on the surface of the  earth relative to center of gravity, which is as we have established previously in  Figure 2 pictured above , is surrounded in all dimensions by mantles and the crust.\n\nTherefore,  relatively speaking,  one would be able to walk along the interior crust because the speed of the rotation of the earth is constant all throughout the planet.\n\nNOTE: I theorize the center of gravity is around 400 miles or 643.738 km from the surface to the earths' core as illustrated in figure 2. This accommodates for the volcanic activity that would occur on the surface or ocean floor. Magma originates from the asthenosphere, which is found at a depth of 95 km from the ocean floor. There is enough room for the ensuing mantle, outer core, and of course the core (and all the activity that entails) in this model.\n![](https://steemitimages.com/DQmbtM6MCT3QGLcoVWDoBAqMWSWXdRW4NXexmweXhVE7XAP/image.png)\n\n![](https://steemitimages.com/DQmWbEaNXCa7NFGTWjN6GUsapzFyATYxQRVVhW1A5qhEg6S/image.png)\n[figure 4][ Proposal Measurements of polar openings (credit to an anonymous researcher)]\n\nsources:\nhttps://physics.stackexchange.com/questions/231417/a-mass-in-a-rotating-tube\nhttps://www.e-education.psu.edu/earth520/content/l6_p2.html\nhttps://www.quora.com/Why-is-the-Earth-oval-in-shape\nhttps://image.gsfc.nasa.gov/poetry/ask/a11818.html\nhttps://www.youtube.com/watch?v=VNqNnUJVcVs",
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      "body": "@@ -2296,16 +2296,15 @@\n uld \n-displace\n+compact\n  the\n@@ -2417,16 +2417,44 @@\n  gravity\n+ that would retain its shape\n . And be\n@@ -2636,24 +2636,186 @@\n r head. \n- This is\n+The mass would compact outwardly while the mass at the center would progressively become thinner and thinner until an opening would occur.  This Phenomena is explained by\n  Newtons\n",
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      "author": "marplesyrups",
      "body": "@@ -1858,16 +1858,165 @@\n  earth. \n+The openings would be present at the flattest point at the poles and the largest amount of mass would be at the equator due to the centrifugal force.\n         \n@@ -2507,15 +2507,32 @@\n and \n-as such\n+to where it is currently\n . Th\n@@ -5077,16 +5077,185 @@\n e.png)%0A%0A\n+!%5B%5D(https://steemitimages.com/DQmRkbyfjSKPtGReRykMuBZKL2bjY99iF3s4ENhYRtqFnqt/image.png)%0A%5Bfigure 4%5D%5BMeasurements of polar openings (credit to an anonymous researcher)%5D%0A%0A\n sources:\n",
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      "body": "@@ -4690,16 +4690,146 @@\n  floor. \n+There is enough room for the ensuing mantle, outer core, and of course the core (and all the activity that entails) in this model.\n %0A!%5B%5D(htt\n",
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      "body": "@@ -2393,16 +2393,17 @@\n t happen\n+s\n  when a \n@@ -3302,19 +3302,21 @@\n stable. \n-And\n+Let's\n  examine\n@@ -3353,22 +3353,25 @@\n ced \n-be an earthing\n+on all the planes\n  on \n",
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      "body": "To begin to understand,  a video is  called for to brush up on what happens when a large object in space accrues enough mass to collapse into a sphere, because of it inherent gravity, and then acquires a rotation. Please watch the video below.\nLink: https://www.youtube.com/watch?v=Tctr8CIMOZA\n![](https://steemitimages.com/DQmYx4Pbgx7J1v6WGiwdS9WtfW2RaNSymoEMG45Rj1rEqZ6/image.png)\n![](https://steemitimages.com/DQmeCcZWskFSR9w3C2tsjDhy53cXof5ACfCHtTf8j6kCaNT/image.png)\n\nNow concerning the shape of the earth specifically:\n     \"The shape of the Geode, as it is called, is nearly a perfect sphere, but because the earth is spinning, it is about 21.5 kilometers flatter at the poles, and bulged-out at the equator by about the same amount. \n      There are also other 'higher-order' shape deviations which make the Earth slightly pear- shaped with a larger southern hemisphere surface area than in the northern hemisphere, but at a level of a kilometer or so in radial girth. \n       The biggest effect, though, is its polar flattening. If you had a basketball to represent the Earth's spherical average shape, the flattening would be 21/6500 = about 1/300 the radius of the basketball or 1/32 of an inch...give or take.\"\n\n![](https://steemitimages.com/DQmR1DxsiszDfopRDoVXiRn1dvwAngaKKea9VcX6eVaQL4z/image.png)\n[Figure 1]{Above: Representation of earth without the water present]\n\n   But even more interesting is what happens when we  take a look inside of what would  be occurring in earths interior. My research has yielded  that a massive  spherical object that acquires a rotation would not only be flattened at the poles, but there would also be  openings. Because of the nature of the angle of the centrifugal force being applied at  poles (and throughout) it would result in polar openings that would lead smoothly into what would be a hollowed out earth.           \n     \n![](https://steemitimages.com/DQmWakqQE3d7RL17yu4GBPRn9vxYVJJMEMA3WPHa52CrH6K/image.png)\n                                                                                  [Figure 2][Hollow earth configuration}\n\nThis is possible because the rotation of the earth would displace the mass outwardly due to the centrifugal force  in conjunction with the inward pulling force inherent to its gravity. And because the object is suspended in space there is room for the earth to expand as such. This is similar to what happen when a chef spins a pizza over his or her head.  This is Newtons' second law:  Force is equal to mass times acceleration or F=ma.\n\n\n\nConcerning travel into the earth:\nI previously mentioned that the openings would lead smoothly into the hollow earth and I meant it. One would not fall straight through. But instead would be able travel along the the curved crust of the openings and continue to travel along the interior crust.  \n\nTo understand phenomena please consider the following:\n![](https://steemitimages.com/DQmQTwJEJioDcLqK2zWU7aAqdhaB7W71DU9bE8SoCmtVSjA/image.png)\n[Figure 3] [the disk earth]\n\nLets theoretically imbue the above coin with the approximate constants of the mass and size, and speed of the rotation, of the earth. Normally an object this big would collapse into a sphere in the vacuum of space, but for the sake of this explanation we will pretend that this configuration is stable. And examine how gravity would be experienced be an earthing on such a planet.\n\nStanding on the point of origin on one of the parallel sides one would experience gravity at a complete rest, just how we  relatively experience it on the surface of the planet earth. As one  moves closer to the edge of the disc, relative to the point of origin, the more it progressively feels like one is walking up a hill, then a mountain, then a wall (90 degrees) at the edge.  \nUntil, finally, one reaches the surface at the edge where one can stand at a complete rest (0 degrees)  just like it is experienced in the point of origin. \n\nThe edge surface serves as a representation of the gravity configuration on the surface of the  earth relative to center of gravity, which is as we have established previously in  Figure 2 pictured above , is surrounded in all dimensions by mantles and the crust.\n\nTherefore,  relatively speaking,  one would be able to walk along the interior crust because the speed of the rotation of the earth is constant all throughout the planet.\n\nsources:\nhttps://www.quora.com/Why-is-the-Earth-oval-in-shape\nhttps://image.gsfc.nasa.gov/poetry/ask/a11818.html\nhttps://www.youtube.com/watch?v=VNqNnUJVcVs",
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      "body": "To begin to understand,  a video is  called for to brush up on what happens when a large object in space accrues enough mass to collapse into a sphere, because of it inherent gravity, and then acquires a rotation. Please watch the video below.\nLink: https://www.youtube.com/watch?v=Tctr8CIMOZA\n![](https://steemitimages.com/DQmYx4Pbgx7J1v6WGiwdS9WtfW2RaNSymoEMG45Rj1rEqZ6/image.png)\n![](https://steemitimages.com/DQmeCcZWskFSR9w3C2tsjDhy53cXof5ACfCHtTf8j6kCaNT/image.png)\n\nNow concerning the shape of the earth specifically:\n     \"The shape of the Geode, as it is called, is nearly a perfect sphere, but because the earth is spinning, it is about 21.5 kilometers flatter at the poles, and bulged-out at the equator by about the same amount. \n      There are also other 'higher-order' shape deviations which make the Earth slightly pear- shaped with a larger southern hemisphere surface area than in the northern hemisphere, but at a level of a kilometer or so in radial girth. \n       The biggest effect, though, is its polar flattening. If you had a basketball to represent the Earth's spherical average shape, the flattening would be 21/6500 = about 1/300 the radius of the basketball or 1/32 of an inch...give or take.\"\n\n![](https://steemitimages.com/DQmR1DxsiszDfopRDoVXiRn1dvwAngaKKea9VcX6eVaQL4z/image.png)\n[Figure 1]{Above: Representation of earth without the water present]\n\n   But even more interesting is what happens when we  take a look inside of what would  be occurring in earths interior. My research has yielded  that a massive  spherical object that acquires a rotation would not only be flattened at the poles, but there would also be  openings. Because of the nature of the angle of the centrifugal force being applied at  poles (and throughout) it would result in polar openings that would lead smoothly into what would be a hollowed out earth.           \n     \n![](https://steemitimages.com/DQmWakqQE3d7RL17yu4GBPRn9vxYVJJMEMA3WPHa52CrH6K/image.png)\n                                                                                  [Figure 2][Hollow earth configuration}\n\nThis is possible because the rotation of the earth would displace the mass outwardly due to the centrifugal force  in conjunction with the inward pulling force inherent to its gravity. And because the object is suspended in space there is room for the earth to expand as such. This is similar to what happen when a chef spins a pizza over his or her head.  This is Newtons' second law:  Force is equal to mass times acceleration or F=ma.\n\n\n\nConcerning travel into the earth:\nI previously mentioned that the openings would lead smoothly into the hollow earth and I meant it. One would not fall straight through. But instead would be able travel along the the curved crust of the openings and continue to travel along the interior crust.  \n\nTo understand phenomena please consider the following:\n![](https://steemitimages.com/DQmQTwJEJioDcLqK2zWU7aAqdhaB7W71DU9bE8SoCmtVSjA/image.png)\n[Figure 3] [the disk earth]\n\nLets theoretically imbue the above coin with the approximate constants of the mass and size, and speed of the rotation, of the earth. Normally an object this big would collapse into a sphere in the vacuum of space, but for the sake of this explanation we will pretend that this configuration is stable. And examine how gravity would be experienced be an earthing on such a planet.\n\nStanding on the point of origin on one of the parallel sides one would experience gravity at a complete rest, just how we  relatively experience it on the surface of the planet earth. As one  moves closer to the edge of the disc, relative to the point of origin, the more it progressively feels like one is walking up a hill, then a mountain, then a wall (90 degrees) at the edge.  \nUntil, finally, one reaches the surface at the edge where one can stand at a complete rest (0 degrees)  just like it is experienced in the point of origin. \n\nThe edge surface serves as a representation of the gravity configuration on the surface of the  earth relative to center of gravity, which is as we have established previously in  Figure 2 pictured above , is surrounded in all dimensions by mantles and the crust.\n\nTherefore,  relatively speaking,  one would be able to walk along the interior crust because the speed of the rotation of the earth is constant all throughout the planet.\n\nsources:\nhttps://www.quora.com/Why-is-the-Earth-oval-in-shape\nhttps://image.gsfc.nasa.gov/poetry/ask/a11818.html\nhttps://www.youtube.com/watch?v=VNqNnUJVcVs",
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