Search alternatives:
points decrease » point decrease (Expand Search), point increase (Expand Search)
teer decrease » mean decrease (Expand Search), greater decrease (Expand Search)
nn decrease » _ decrease (Expand Search), mean decrease (Expand Search), gy decreased (Expand Search)
a decrease » _ decrease (Expand Search), _ decreased (Expand Search), _ decreases (Expand Search)
5 points » 5 point (Expand Search), _ points (Expand Search), 3 points (Expand Search)
points decrease » point decrease (Expand Search), point increase (Expand Search)
teer decrease » mean decrease (Expand Search), greater decrease (Expand Search)
nn decrease » _ decrease (Expand Search), mean decrease (Expand Search), gy decreased (Expand Search)
a decrease » _ decrease (Expand Search), _ decreased (Expand Search), _ decreases (Expand Search)
5 points » 5 point (Expand Search), _ points (Expand Search), 3 points (Expand Search)
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961
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963
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964
Psychophysical performance of Exposed (square data points) and Unexposed (round data points) groups.
Published 2013“…<p>Prior to D-AP5 treatment, exposed animals were divided into two equal subgroups, one of which was randomly assigned to receive D-AP5 (open, square data points). …”
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965
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966
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967
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968
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969
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970
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971
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972
The combination of LPS and PFC caused faster clot initiation and decreased clot strength.
Published 2022“…Comparing groups, there is a significant decline in TEG MA in LPS-PFC3 group compared to LPS-SAL group at T72 and T96 time points (p<0.05). By RM ANOVA, the time effects were obscured by interaction with group: SAL-SAL, p = NS; LPS-SAL, MA increases with time; T0 v T72 and T96, p≤0.05; SAL-PFC: MA drops @ T96, p≤0.05; LPS-PFC: T0 v all others, p≤0.05 with a recovery at T96, (p≤0.05 compared to T72); SAL-PFC: no significant change, p = NS. …”
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973
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974
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975
Density of states for the Hamiltonian on the π-flux cubic lattice model for different values of the anisotropy parameter <em>a</em> (from top to bottom, <em>a</em> = 0, 0.5, 1)
Published 2013“…The reason for such a choice is that the π-flux cubic lattice displays Dirac points and that decreasing the hopping coefficient in a spatial direction (say, <em>t<sub>z</sub></em>), these Dirac points are unaltered: it is then possible to study the 3D–2D interpolation towards the π-flux square lattice. …”
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976
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977
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978
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979
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980