{"Data":{"DataType":"Article","FromName":"Richard Hachel","FromMail":"r.hachel@tiscali.fr","Subject":"[SR] Gift for Christmas","References":[],"Newsgroups":["sci.physics.relativity"],"Body":"Clic here <#Uri#>\n\nThe speakers of this forum having been very kind in December, a Christmas present is well deserved.\nSo I present them the little equation here.\nIt represents the two VISIBLE universes for two different observers who intersect at the same place.\nAs you can see the transformation, in this specific case, is very simple.\nIt shows that for this precise case, we do not need any temporal coordinates. It is just the universe observed by the two observers at the very moment of their crossing.\nWe understand then that they observe exactly the same universe, but with very important relativistic deformations.\n\"Space is a reference mollusk\".\n\n[img]jntp:#DataID#\/Data.Media:1[\/img]\n\nLes intervenants de ce forum ayant \u00e9t\u00e9 tr\u00e8s gentil en d\u00e9cembre, il sont bien m\u00e9rit\u00e9 un cadeau de No\u00ebl.\nJe leur pr\u00e9sente donc la petite \u00e9quation que voici.\nElle repr\u00e9sente les deux univers VISIBLES pour deux observateurs diff\u00e9rents qui se croisent au m\u00eame endroit.\nComme vous voyez la transformation, dans ce cas pr\u00e9cis, est tr\u00e8s simple. \nElle montre que pour ce cas pr\u00e9cis, on n'a besoin d'aucune coordonn\u00e9es temporelles. C'est juste l'univers observ\u00e9 par les deux observateurs au moment m\u00eame de leur croisement O et O'.\nOn comprend alors qu'ils observent exactement le m\u00eame univers, mais avec des d\u00e9formations m\u00e9triques relativistes tr\u00e8s importantes. \n\"L'espace est un mollusque de r\u00e9f\u00e9rence\". \n\nR.H.\n<#Uri#>","Media":[{"data":"data:image\/png;base64,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