Equation Icon  (2,−2)[ ] (1,1) (1,1) (1,1) δ2R tt h(1) = − 230m2 ℰijωˆij + 3m Hˆijk ˆωijk + 75m Aˆi ωi + 35m Kˆi ωi 4 ˆ (1,0) i − 5m ∂tC i ω , ( ) (A.7 ) 2 (2,−2)[ (1)] ˆ (1,0) ˆ(1,1) ij 6ˆ(1,1) ˆ(1,0) i δ R ta h = − m ∂tK ωa + 3m C ij ˆωa + m 5Cai − ∂tH ai ω ij ˆ(1,1) 4 2 k ij +2m 𝜖(a D i ωj + 3m 𝜖aikℬjωˆ , ) (A.8 ) δ2R (2,−2)[h(1)] = δ m 16∂ Cˆ(1,0)− 13Aˆ(1,1)− 9ˆK (1,1) ωi ab ab ( 15 t i 15 i 5 i) 50 2 ij ˆ(1,1) ijk 14- 2 ij + δab − 9 m ℰijωˆ + m H ijk ˆω − 3 m ℰijˆωab ( 33ˆ(1,1) 27-ˆ (1,1) 3 ˆ (1,0)) i +m 10Ai + 10K i − 5∂tC i ˆωab ( 28 (1,1) 18 (1,1) 46 (1,0)) +m 25 ˆA⟨a − 25-ˆK⟨a − 25∂t ˆC⟨a ˆωb⟩ 8 2 i (1,1) ij jk (1,1) − 3m ℰi⟨aˆωb⟩ − 6m ˆHij⟨a ˆωb⟩ + 3m 𝜖ij(aˆωb) Iˆik 2- 2 2 ˆ (1,1) i 8 i ˆ(1,1) j + 45m ℰab − 5m Habi ω + 5m 𝜖 j(aIb)i ω . (A.9 )