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The Redshift-Distance and the Lensing equations 6 and 16 together yield a derivation for the Antipode length L for the universe.
This derivation depends only on measured redshifts and measured apparent distances derived from measured apparent magnitudes.
As shown in the extensive calculations here: -
A value of L close to 1.23 e metres emerges in every case, within the limits of observational inaccuracies in apparent magnitude observations. This corresponds to 13 billion light years.
The substitution of this value for L into equation 1 gives the exact value of the mass of the universe M at 8 e52 kilograms, eighty octillion metric tonnes.
The substitution of this value for L into equation 2 gives the exact value of A the spacetime curvature of the universe expressed as an acceleration of 7.317 e-10 metres per second squared.
The substitution of this value for L into equation 5 gives the exact angular velocity of megastructures around the universe as 0.005 arcseconds per century on the basis that they rotate around the great circles of a Hopf Fibration of the hypersphere with a circumference of twice the antipode length L.