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VTOT¼5 mL).The samples were dispatched in HPLC samples and put
into the HPLC auto-sampler.
Forthe experimentat40 ꢁC,thesamplesweremaintained at40 ꢁC
in an oil bath, and the injections were done manually every 15 min.
HPLC analysis: Each sample was analysed by HPLC every 15 min.
The PhX peaks areas (rtz8 min) were measured.
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4.4. In vitro reactivation of VX-inhibited human AChE
ˇ
Recombinant human AChE (hAChE) was produced and purified
as previously described.39 VX was from DGA maõtrise NRBC (Vert le
Petit, France). All chemicals were from Sigma.
Stock solution of VX was 5 mM in isopropanol. The nerve agents
were further diluted in MeOH to low mM concentrations. The in-
hibition of hAChE was performed in phosphate buffer (0.1 M, pH
7.0, 0.1% BSA) at 25 ꢁC. An approximatively stoichiometric amount
of VX was chosen to attain an inhibition plateau >90% in about 1 h
while carefully avoiding 100% inhibition. Under these conditions,
there is no inhibitor left that can affect the reactivation rate mea-
surements and ageing of the conjugate is negligible (half-life is 7.9
days, data not shown).
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OP-inhibited hAChE was incubated at 25 ꢁC with different con-
centrations of reactivator at 25 ꢁC in phosphate buffer (0.1 M, pH
7.0, 0.1% BSA). The final concentrations of compounds used for VX-
hAChE reactivation were: 1, 3, 10 and 20 mM or 0.1, 0.5, 1 and 2 mM
for 2-PAM. 50-ml aliquots were transferred to 1-mL cuvettes at time
intervals ranging from 1 min to 10 min depending on the reac-
tivation rate for measurement of hAChE activity using 0.75 mM
propionylthiocholine in Ellman’s buffer (phosphate 0.1 M, pH 7.0,
0.1% BSA, 0.5 mM DTNB, 25 ꢁC).40 The same procedure was applied
to the control containing the uninhibited enzyme and reactivator.
The enzyme activity in the control remained constant during the
experiment. The percentage of reactivated enzyme (%Ereact) was
calculated as the ratio of the recovered enzyme activity and activity
in the control. The dissociation constant KD of inhibited enzy-
meereactivator complex (E-PR) and the reactivity rate constant kr
were calculated by non-linear fit using the standard concentration-
dependent reactivation equation derived from the following
scheme:
14. (a) Smith, B. M. Chem. Soc. Rev. 2008, 37, 470e478; (b) Eubanks, L. M.; Dick-
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6809e6814.
KD
kr
E-P þ R#E-PR/E þ P ꢀ R
ꢀ
ꢁ
ꢀ
15. Vayron, P.; Renard, P.-Y.; Taran, F.; Creminon, C.; Frobert, Y.; Grassi, J.; Mios-
kr½Rꢄ
obs$t
%Ereact ¼ 100$ 1 ꢀ ek
and kobs
¼
kowski, C. Proc. Natl. Acad. Sci. U.S.A. 2000, 97, 7058e7063.
16. Bromberg, L.; Schreuder-Gibson, H.; Creasy, W. R.; McGarvey, D. J.; Fry, R. A.;
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KD þ ½Rꢄ
Acknowledgements
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The DGA and the ANR (Detoxneuro ANR-06-BLAN-163 and
ReAChE ANR-09-BLAN-192) are gratefully acknowledged for finan-
cial support to G.S.A., L.L.L., S.K. and F.N., M.K., respectively. We also
thank Dr. Patrick Wehrung, Pascale Buisine and Cyril Antheaume
(UdS, Faculty of Pharmacy, Service Commun d’Analyse) for mass and
NMR analysis. We are grateful to Dr. Lydia Brelot (Institut de Chimie
UMR 7177 CNRS-ULP, Service de Radiocristallographie) for assis-
tance with an X-ray diffraction experiment.
7146e7150.
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Supplementary data
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