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. 2017 Feb 13;5(2):2325967116688664. doi: 10.1177/2325967116688664

TABLE 3.

Multivariate Logistic Regression Models Predicting Anterior Cruciate Ligament Injury Risk

Predictor Variables P Value Odds Ratio
Model 1a
  PTS .061 1.12
  cBMI .140 0.88
  PTS * cBMI .050 1.03
Model 2b
  PTS .049 1.12
  cHeight .754 3.07
  PTS * cHeight .497 1.42
Model 3c
  PTS .045 1.13
  cWeight .348 0.83
  PTS * cWeight .055 1.06
Model 4d
  MCS .037 1.13
  cBMI .707 0.98
  MCS * cBMI .395 1.19
Model 5e
  MCS .020 1.15
  cHeight .288 32.98
  MCS * cHeight .904 1.08
Model 6f
  MCS .029 1.14
  cWeight .812 1.04
  MCS * cWeight .345 1.03

aModel 1: Results of the multivariate logistic regression model including posterior tibial slope (PTS), body mass index centered around the mean (cBMI), and the interaction variable (PTS * cBMI).

bModel 2: Results of the multivariate logistic regression model including PTS, height centered around the mean (cHeight), and the interaction variable (PTS * cHeight).

cModel 3: Results of the multivariate logistic regression model including PTS, weight centered around the mean (cWeight), and the interaction variable (PTS * cWeight).

dModel 4: Results of the multivariate logistic regression model including middle cartilage slope (MCS), cBMI, and the interaction variable (MCS * cBMI).

eModel 5: Results of the multivariate logistic regression model including MCS, cHeight, and the interaction variable (MCS * cHeight).

fModel 6: Results of the multivariate logistic regression model including MCS, cWeight, and the interaction variable (MCS * cWeight).