** DefManifold: Defining manifold M.
** DefVBundle: Defining vbundle TangentM.
** DefTensor: Defining symmetric metric tensor met[-a,-b].
** DefTensor: Defining antisymmetric tensor epsilonmet[-a,-b,-c,-d].
** DefTensor: Defining tetrametric Tetramet[-a,-b,-c,-d].
** DefTensor: Defining tetrametric Tetramet\[Dagger][-a,-b,-c,-d].
** DefCovD: Defining covariant derivative CD[-a].
** DefTensor: Defining vanishing torsion tensor TorsionCD[a,-b,-c].
** DefTensor: Defining symmetric Christoffel tensor ChristoffelCD[a,-b,-c].
** DefTensor: Defining vanishing Riemann tensor RiemannCD[-a,-b,-c,-d].
** DefTensor: Defining vanishing Ricci tensor RicciCD[-a,-b].
** DefTensor: Defining vanishing Ricci scalar RicciScalarCD[].
** DefTensor: Defining vanishing Einstein tensor EinsteinCD[-a,-b].
** DefTensor: Defining vanishing Weyl tensor WeylCD[-a,-b,-c,-d].
** DefTensor: Defining vanishing TFRicci tensor TFRicciCD[-a,-b].
** DefTensor: Defining vanishing Kretschmann scalar KretschmannCD[].
** DefTensor: Defining vanishing symmetrized Riemann tensor SymRiemannCD[-a,-b,-c,-d].
** DefTensor: Defining vanishing symmetric Schouten tensor SchoutenCD[-a,-b].
** DefTensor: Defining symmetric cosmological Schouten tensor SchoutenCCCD[LI[_],-a,-b].
** DefTensor: Defining symmetric cosmological Einstein tensor EinsteinCCCD[LI[_],-a,-b].
MakeRule::error: LHS of rule evaluates to zero.
** DefTensor: Defining weight +2 density Detmet[]. Determinant.