Barely Significant

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a significant trendp = 0.0230.5× alphagold
However, this largely reflected a significant trend in the population aged 80 years and older, increasing by 0.89 (95% CI: 0.15–1.63) visits per 100,000 persons per year (p = 0.023), with other age groups remaining stable ( Fig 5 ).
nearly significantp = 0.0230.5× alphagold
First, we compared the No gap and Gap factor = −1⁄2 for each of the SOA conditions (except the 0-ms SOA that is shared across Gap factors), and found a significant difference for SOAs of −120, +60 and +120 ms (p<0.003 for all) and a nearly significant difference for −60 ms SOAs (p = 0.023).
marginally significantP = 0.0240.5× alphagold
Stratified by marital status, a marginally significant association was observed between social isolation and an increased risk of physical dysfunction only in the married group (OR=1.289, 95% CI: 1.035–1.605; P = 0.024), and not in the single group (OR=1.541, 95% CI: 0.924–2.571; P = 0.098).
showed a trendp = 0.0240.5× alpha
The ABR P1 latency showed a trend toward prolongation, with a significant difference observed at certain frequencies (two-way ANOVA, interaction: F (5, 95) = 2.72, p = 0.024; Šidák post hoc test: p = 0.0028, Cohen d = 2.58 at 8.00 kHz, p = 0.0089, Cohen d = 1.58 at 11.33 kHz, p = 0.019, Cohen d = 1.18 at 16.00 kHz, p < 0.0001, Cohen d = 2.74 at 22.65 kHz, p < 0.0001, Cohen d = 2.46 at 32.00 kHz; Fig 2D ).
marginally significantp = 0.0240.5× alphagold
It has already been argued that it is inappropriate to compare the annualized δ 13 C record with an annualized rainfall record because of imprecision in the age model, and it is not surprising that the correlation with data from nearest rainfall station at Pafuri (22.450°S, 31.311°E), which has a near-complete record since AD 1924, is marginally significant (r = -0.246, p = 0.024, n = 84)( S2 Fig ).
marginally significantP = 0.0240.5× alphagold
We found one marginally significant result: mutations within clusters tend to have a more radical molecular-volume change than mutations outside of clusters ( P = 0.024, n = 41), but the magnitude of the effect was small.
Detecting clusters of mutations.
PLoS One · 2008 · PMC2582452
highly significantp = .0240.5× alphaqualifiedgold
Namely, RT for medium significant words ( M = 912.28, SEM = 60.46) was longer than for low significant words ( M = 893.34, SEM = 59.55; t (33) = 2.57, p = .024, d = 0.90); for highly significant words ( M = 934.07, SEM = 65.49), it was longer than for both medium significant ( t (33) = 2.66, p = .024, d = 0.93) and low significant ( t (33) = 3.94, p = .001, d = 1.37).