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| Tags: 666, shapefactor |
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SPHERE volume / area, QUOTiENT = radius / 3 = DiAMETER / 6;
TRiAKiSiCOSAHEDRON volume / area = TiP-to-TiP DiSTANCE / 6; CUBE volume / area = (EDGELENGTH, or CORNER-to-CORNER) / 6: Whe.. GUESS pi = (circumference)^2 / SPHERE surface area = (pi*d1)^2 / pi*d1^2 = (pi)^2*d1^2 / pi*d1^2 = (2*pi)^2*r1^2 / 4*pi*r1^2 = 4*(pi)^2*r1^2 / 4*pi*r1^2 = {(mp / u) - 1} / (ge - 2) = (2*pi + nA)*h / 2*(h + nA*hbar) = (pi + 1)*h / (h + 2*hbar) = a / (ge - 2) = h / 2*hbar = a / 2*ae. brian a m stuckless wrote: $ Pre-Minkowski, non-GR, "Euclidian" TOPOLOGY.!! NOT all TOPOLOGY is pre-Minkowski or non-GR "Euclidian".!! The GR-topology is a POiNT on a WORLDline, in SPACEtime.!! The GR-topology is a POiNT on a WORLDline but NO iNside.!! The GR-topology is a POiNT in SPACEtime with NO OUTside.!! ONLY one GR-point at a TiME (at ONCE), for a topo there.!! "Volume / surface Area" quotients distinguish Euclidian.!! [HOWEVER ..ONLY if a STANDARD UNiT SYSTEM is ESTABLiSHED.] "No edges" distinguish ALL OTHER non-Euclidian topology.!! Note: The "triakis icosahedral CRYSTAL" core ..attached.!! [Go Gooogle GROUP SEARCH the GUESS SHAPEfactor 666 ].!! ```Brian wrote: -- A coffee-cup shaped manifold and a donut shaped manifold have the same topology, but I would not say it has the same underlying "structure" - the characteristic difference being the difference in curvature almost everywhere. You need to learn to stop confusing metrics, manifolds, geometries and learn the differences between them. Tom Roberts --------------------------------------------------------------- [Image] ..see previous POST. |
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