May 2020
Volume 61, Issue 5
Open Access
Letters to the Editor  |   May 2020
Does the Fc Region Have a Role in the Ocular Half-life After Intravitreal Injection?
Author Affiliations
  • Antonello Caruso
    Roche Pharma Research and Early Development, Pharmaceutical Sciences, Roche Innovation Center Basel, F. Hoffmann-La Roche AG., Basel, Switzerland. E-mail: antonello.caruso@roche.com.
  • Norman A. Mazer
    Roche Pharma Research and Early Development, Pharmaceutical Sciences, Roche Innovation Center Basel, F. Hoffmann-La Roche AG., Basel, Switzerland. E-mail: antonello.caruso@roche.com.
Investigative Ophthalmology & Visual Science May 2020, Vol.61, 20. doi:https://doi.org/10.1167/iovs.61.5.20
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      Antonello Caruso, Norman A. Mazer; Does the Fc Region Have a Role in the Ocular Half-life After Intravitreal Injection?. Invest. Ophthalmol. Vis. Sci. 2020;61(5):20. https://doi.org/10.1167/iovs.61.5.20.

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We have read with interest the article by Joo et al.1 entitled “Role of the Fc region in the vitreous half-life of anti-VEGF drugs,” which concludes that the fragment crystallizable (Fc) region is a determinant of ocular pharmacokinetics (PK) following intravitreal injection. In this correspondence, we show that the experimental data presented in the article suggests the contrary. 
Joo et al.1 tested two molecules, a conventional VEGF-Trap and a Fc region-deficient VEGF-Trap (Fcf VEGF-Trap), in a New Zealand white rabbit model of ocular PK. Based on their analysis of the vitreous and retina/choroid concentrations, the authors found longer half-lives for Fcf VEGF-Trap. In concluding that the presence of the Fc region accelerates ocular drug elimination, the authors ignore and contradict their own analysis of the aqueous humor PK, where the reported half-life of the Fc-containing molecule is nearly double that of the Fc-deficient version (78.89 and 43.02 hours, respectively). 
Moreover, the half-life values estimated by Joo et al. are problematic for three distinct reasons. First, the vitreal concentrations shown in Figure 3 are remarkably comparable between molecules, their values superimposing at several time points. Yet inexplicably, the fitted lines and the associated half-lives differ markedly (103.99 and 145.02 hours for VEGF-Trap and Fcf VEGF-Trap, respectively). Second, for each study molecule, the half-life values show up to threefold differences among aqueous humor, vitreous humor, and retina/choroid. This finding is in contrast with multiple previous studies, which demonstrated experimentally2,3 and theoretically4 that antibody drug concentrations in ocular tissues decline with essentially the same terminal decay rate (“flip-flop” kinetics in the aqueous humor and retina/choroid). Third, in the case of the VEGF-Trap measured in retina/choroid, only 4 data points obtained up to 5 days post injection are available for analysis. This limits the reliability of any estimate derived from these data. The VEGF-Trap half-life values in the other tissues (103.99 and 78.89 hours, i.e. 4.3 and 3.3 days, in vitreous and aqueous humor, respectively) also indicate that a longer period of observation would be required for a credible estimate, namely 2 to 4 half-lives.5,6 
To address these methodological issues, the concentration data in the table were re-analyzed. The half-life values of both molecules in each matrix were determined by fitting the terminal phase to an exponential function (noncompartmental analysis, Certara Phoenix software version 6.4), as shown below in the Figure
Table.
 
Estimated Half-Life Values for VEGF-Trap and Fcf VEGF-Trap in Rabbit Ocular Tissues.
Table.
 
Estimated Half-Life Values for VEGF-Trap and Fcf VEGF-Trap in Rabbit Ocular Tissues.
Figure.
 
Semi-logarithmic plots of the concentration-time course for VEGF-Trap and Fcf VEGF-Trap in rabbit eyes. Symbols: experimental data by Joo et al.1 Lines: linear regression of the terminal elimination phase. The exponential function equation reports the estimated decay rate constant, from which the half-life value is calculated. Exclusion of day 14 concentrations, which may be considered outliers, does not lead to meaningfully different half-life estimates (not shown).
Figure.
 
Semi-logarithmic plots of the concentration-time course for VEGF-Trap and Fcf VEGF-Trap in rabbit eyes. Symbols: experimental data by Joo et al.1 Lines: linear regression of the terminal elimination phase. The exponential function equation reports the estimated decay rate constant, from which the half-life value is calculated. Exclusion of day 14 concentrations, which may be considered outliers, does not lead to meaningfully different half-life estimates (not shown).
The resulting half-life estimates and uncertainties Coefficient of variation (CV) are shown in the Table. A value for VEGF-Trap in the retina/choroid was not estimated due to the limited data. As expected, the ocular half-lives are comparable between tissues for both VEGF-Trap and Fcf VEGF-Trap. Comparing the results in the vitreous and aqueous humor, we find no meaningful difference between the study molecules. 
In conclusion, our re-analysis of the concentration data presented by Joo et al.1 does not substantiate a difference in ocular elimination associated with the Fc region, consistent with what has been reported previously by Gadkar et al.2 
Acknowledgments
Disclosure: A. Caruso, F. Hoffmann-La Roche AG (E, I); N.A. Mazer, F. Hoffmann-La Roche AG (E, I) 
References
Joo K, Park SJ, Choi Y, et al. Role of the Fc region in the vitreous half-life of anti-VEGF drugs. Invest Ophthalmol Vis Sci. 2017; 58: 4261–4267. [CrossRef] [PubMed]
Gadkar K, Pastuskovas CV, Le Couter JE, et al. Design and pharmacokinetic characterization of novel antibody formats for ocular therapeutics. Invest Ophthalmol Vis Sci. 2015; 56: 5390–5400. [CrossRef] [PubMed]
Le KN, Gibiansky L, Good J, et al. A mechanistic pharmacokinetic/pharmacodynamic model of factor D inhibition in cynomolgus monkeys by lampalizumab for the treatment of geographic atrophy. J Pharmacol Exp Ther. 2015; 355: 288–296. [CrossRef] [PubMed]
Hutton-Smith LA, Gaffney EA, Byrne HM, Maini PK, Gadkar K, Mazer NA. Ocular pharmacokinetics of therapeutic antibodies given by intravitreal injection: estimation of retinal permeabilities using a 3-compartment semi-mechanistic model. Mol Pharm. 2017; 14: 2690–2696. [CrossRef] [PubMed]
Fan J, de Lannoy IA. Pharmacokinetics. Biochem Pharmacol. 2014; 87: 93–120. [CrossRef] [PubMed]
Jambhekar SS, Breen PJ. Intravenous bolus administration (one-compartment model). In: Basic Pharmacokinetics. London, Pharmaceutical Press, 2009: 105–126.
Figure.
 
Semi-logarithmic plots of the concentration-time course for VEGF-Trap and Fcf VEGF-Trap in rabbit eyes. Symbols: experimental data by Joo et al.1 Lines: linear regression of the terminal elimination phase. The exponential function equation reports the estimated decay rate constant, from which the half-life value is calculated. Exclusion of day 14 concentrations, which may be considered outliers, does not lead to meaningfully different half-life estimates (not shown).
Figure.
 
Semi-logarithmic plots of the concentration-time course for VEGF-Trap and Fcf VEGF-Trap in rabbit eyes. Symbols: experimental data by Joo et al.1 Lines: linear regression of the terminal elimination phase. The exponential function equation reports the estimated decay rate constant, from which the half-life value is calculated. Exclusion of day 14 concentrations, which may be considered outliers, does not lead to meaningfully different half-life estimates (not shown).
Table.
 
Estimated Half-Life Values for VEGF-Trap and Fcf VEGF-Trap in Rabbit Ocular Tissues.
Table.
 
Estimated Half-Life Values for VEGF-Trap and Fcf VEGF-Trap in Rabbit Ocular Tissues.
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