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Simple vortexing and rinsing procedures (before homogenization; t = 0) yielded no CFUs, demonstrating that this procedure is only suitable for surface contamination.
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Theoretical and experimental results agree adequately, and it is demonstrated that this procedure is a good tool for qualitative comparison between different solutions in the design stages.
The recovery achieved for determination of vanadium and copper in the presence of several cations demonstrated that this procedure improved the selectivity required for seawater analysis.
The recovery for cadmium in the presence of several ions demonstrated that this procedure could be applied for the analysis of water samples.
The achieved recovery for zinc determination in presence of several cations demonstrated that this procedure could be applied for analysis of water samples.
We will demonstrate that this procedure avoids a bias in the upper range of the Rayleigh temperature profile (∼75 90 km) that especially in summer would often result in an overestimation of the true temperature.
The current paper demonstrates that this procedure can be extended to elliptic difference equations defined on infinite lattices, or on finite lattice with boundary conditions of either Dirichlet or Neumann type.
Numerical examples are given to demonstrate that this procedure overcomes the Runge phenomenon when interpolation at equidistant nodes on [−1,1] is constructed, and also provides a respectable approximation for bivariate grid data, which does not become dense on the whole domain.
Some works have demonstrated that this procedure has different responses depending on the flavonoid structure [43].
CONCLUSIONS: This largest reported series of DP demonstrates that this procedure can be performed with low mortality but still carries a substantial risk of morbidity, particularly PL.
We demonstrate that this procedure allows efficient reagent decontamination while preserving the efficiency of PCR amplification of minute quantities of DNA.
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