Barely Significant
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“highly significant”

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p=0.09

Listed by Hankins (2013)

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highly significantp-values <2×10 −160.0× alphaqualifiedgold
The variation in ancestry seen in the admixture maps of Figure 1 also result in highly significant correlations of the three ancestries with altitude of birthplace (p-values <2×10 −16 for the three ancestries): African and European ancestry decreases with altitude (r of −0.24 and −0.39, respectively), while Native American ancestry increases (r = 0.48).
highly significantP < 2E−160.0× alphaqualifiedgold
One interesting example is glycan 5402, which had a small positive correlation (PPMCC 0.28) with A1AT’s serum concentration when present at site A1AT site 70 ( P = 0.006) but had a strong highly significant negative correlation (PPMCC -0.81) with the serum concentration of A1AT when present at A1AT site 271 ( P < 2E−16) (Fig. 2 F).
highly significantp < 2e-160.0× alphaqualifiedgold
Effects of genotypes on pre-harvest aflatoxin contamination of maize Aflatoxin contamination was highly significant among maize genotypes (p < 2e-16) ( Table 15 ), with A2207–4 having the lowest level (1.33 μg/kg) and YANGA-5–2 the highest (7.65 μg/kg), as shown in Table 16 .
highly significantp < 2 e - 160.0× alphaqualifiedgold
An analysis of ChEMBL data demonstrated a highly significant relationship between bioactivities in human and rat targets ( R = 0.71, p < 2 e - 16 ), although outliers were identified for targets such as the Histamine H 3 receptor ( Kruger and Overington, 2012 ).
highly significantp -value < 2 × 10 −160.0× alphaqualifiedgold
The analysis of variance (ANOVA) results (Supplementary Data 1 –Table B 3 ) showed a highly significant effect of landmarks on measurement variance ( p -value < 2 × 10 −16 ); however, no significant effect of the operator ( p -value = 1.00) or the interaction between landmark and operator was observed ( p -value = 0.968).
highly significantP < 2 × 10 –160.0× alphaqualifiedgold
Evolutionary niche shift in response to the mean salinity The mean salinity experienced during evolution had a highly significant effect on acclimated tolerance surfaces ( P < 2 × 10 –16 , likelihood‐ratio test—hereafter LRT—between models with vs. without effects of salinity mean).