“…A deliberate design of molecular complexes programmed for single-center ESA light upconversion under reasonable excitation intensities can be traced back to the synthesis of triple-stranded erbium complexes with polyaromatic tridentate ligands L possessing increased complexities and sizes (Figure a). ,− The resulting triple-helical complexes [Er(DPA) 3 ] 3– , [Er L 3 ] 3+ (L = DPA-R, R-tpy, and R-bzimpy), and [GaErGa(dipy-bzimpy) 3 ] 9+ (Figure b) are quantitatively formed in acetonitrile at millimolar concentrations and display dual downshifted microsecond infrared Er( 4 I 13/2 → 4 I 15/2 ) emissions at 1520–1540 nm (τ Er,obs |1⟩ ≈ 2–6 μs, Figure a,b) and nanosecond visible Er( 4 S 3/2 → 4 I 15/2 ) emission at 542 nm (τ Er,obs |2⟩ ≈ 38–40 ns, Figure a) under standard ligand excitation. ,, Upon near-infrared excitation of the Er( 4 I 9/2 ← 4 I 15/2 ) transition at 801 nm and using P = 3–25 W·cm –2 , all these complexes display the expected one-photon downshifted infrared Er( 4 I 13/2 → 4 I 15/2 ) band at 1520–1540 nm, together with two-photon upconverted green Er( 4 S 3/2 → 4 I 15/2 ) luminescence with low, but structurally tunable quantum yields at room temperature in acetonitrile (5.5 × 10 –11 ≤ ϕ A up (ESA) ≤ 1.7 × 10 –9 at P = 25 W·cm –2 , Figures b and c). ,, Having k A,rad 2→0 , P , τ Er,obs |1⟩ , τ Er,obs |2⟩ , and ϕ A up (ESA) in hand, eq gives access to the intrinsic erbium-centered luminescence quantum yields, ϕ Er = k Er,rad 2→0 τ Er,obs |2⟩ , and to η Er up (ESA) = ϕ Er up (ESA)/ϕ Er = [(λ p / hc )σ Er 1→2 P ]τ Er,obs |1⟩ , from which the nonexperimentally accessible absorption cross sections σ Er 1→2 of the Er( 2 H 11/2 , 4 S 3/2 ← 4 I 13/2 ) ESA process can be deduced (Figure c) . The associated decadic absorption coefficients ε Er 1→2 = (2.6 × 10 20 )σ Er 1→2 cover the 1–50 M –1 ·cm –1 range and exceed by at least 2 orders of magnitude the efficiency of the Er( 4 I 9/2 ← 4 I 15/2 ) ground-state absorption (GSA) process (0.07 ≤ ε Er 0→1 ≤ 0.12 M –1 ·cm –1 ).…”