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. 2014 Jun 3;16(3):R58. doi: 10.1186/bcr3669

Table 6.

Graded tests

Class Adjusted? ln(OR) regression coefficient * (95% CI) Modeled OR at most severe grade (95% CI) Observed OR at most severe grade ¥ (95% CI)
MRN Key Domain missense, graded$
crude
0.30 (0.055-0.55)
6.16 (1.39-27.3)¢
4.31 (0.94-19.7)¢
 
adjusted
0.21 (−0.052-0.48)
3.60 (0.73-17.7)¢
1.80 (0.38-8.44)¢
MRN T + SJV, graded
crude
0.14 (−0.088-0.37)
2.34 (0.59-9.34)¢
2.03 (0.52-7.86)¢
 
adjusted
0.15 (−0.091-0.38)
2.41 (0.58-10.0)¢
2.15 (0.53-8.78)¢
MRN T + SJV + KeyD missense, graded$
crude
0.23 (0.059-0.39)
3.90 (1.42-10.7)¢
2.93 (1.08-7.97)¢
 
adjusted
0.18 (0.0011-0.35)
2.89 (1.01-8.30)¢
1.97 (0.69-5.62)¢
MRN T + SJV + KeyD missense, graded$ (C65 rMS and in-frame indel removed)
crude
0.31 (0.0094-0.62)
3.50 (1.04-11.8)
2.88 (0.79-10.5)
  adjusted 0.33 (0.028-0.64) 3.79 (1.12-12.9) 3.43 (0.91-12.9)

Boldface within the table indicates P <0.05. *From a standard logistic regression of form ln(OR) = a + b(x) in which a = 0, b is the logistic regression OR trend coefficient, and x is, in this case, sequence variant grade. Note that the regression coefficient is significant if its 95% CI excludes 0.00. This is the OR calculated for the most severe grade included in the logistic regression, using the ln(OR) regression coefficient. ¥This is the OR point estimate for carriers of the most severe grade included in the corresponding graded regression model. $The key functional domains are defined in Figure 1. The set of variants includes final exon nonsense and frameshift variants if they also fall in a key functional domain. ¢This is a six-grade regression with the most severe grade consisting of key domain C65 rMS and in-frame indels, truncating variants, and severely damaging splice junction variants. With C65 rMS and the in-frame indel removed, and with no C55 rMS in the data set (Table 4), this is a four-grade regression with the most severe grade consisting of key domain C45 rMS, truncating variants, and severely damaging splice junction variants. OR, odds ratio; CI, confidence interval.