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We confirmed the suppressive effect of TTR on Aβ aggregation in our model system (Figure 4A).
Therefore, we confirmed that the Vrk1 gene is successfully trapped and expresses the β geo fusion protein in this model system (Figure 1B).
This approach allows the definition of specific hypotheses that can be evaluated using an appropriate model system (Figure 1), and thus obtain clear answers to the research question being addressed [5], [6].
The coordinate axis of the one-dimensional model system (Figure 1) is oriented perpendicular to the leading edge of the cell, with its origin on the leading cell edge and its boundary +∞ behind the cell ("stationary frame").
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These genes were selected for analysis of parthenogenic and IVF/ICSI embryos at the morula and blastocyst stage based primarily on published reports from non-human model systems (Figure 3, 4A, 4B and Table S2).
In this paper, a model mouth system (Figure 1) was developed to simulate the conditions of oral cavity.
The coordinates and orientations of two cameras (X C, Y C, Z C, ω, φ, κ) are determined with respect to the model coordinate system (Figure 3), whose origin o aligns with the principal point of one of the cameras.
A model mouth system (Figure 1) made in our laboratory was employed for in vitro analysis of oral STPs, which consists of a release medium reservoir (A), a constant flow pump (B), a water bath (C), pre-warming coils (D), water jacket tubing (E), the release cell (F), release cell support bracket (G) and a fraction collector (H).
Our model system, illustrated in Figure 2, consisted of a rod-shaped cell with a nucleus at its centre.
and two "hybrid" approaches (protein-calibrator/SIL-peptide-I.S. and protein-calibrator/SIL-extended-protein-I.S .. Quantification of a mAb in protein-calibrator/SIL-extended-protein-I.S .ted in Figure 1).
The model system depicted in Figure 14 in section, if the transport is considered unidirectional, is described by the set of linear differential equations 47 (section ) with a bi-diagonal matrix B. The elements above the diagonal represent the backward process and vanish for the unidirectional transport.
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