Table 5. Logistic regression models assessing the odds of reporting pain while cycling and pain while not cycling, respectively.
Model Predicting Odds of Pain While Cycling | Model Predicting Odds of Pain While Not Cycling | ||||
---|---|---|---|---|---|
Predictor variable | Odds Ratio | 95%CI | Predictor variable | Odds Ratio | 95%CI |
Bike to work | Engaged in running | ||||
Yes(ref.no) | 0.60** | 0.41, 0.87 | Yes(ref.no) | 0.69* | 0.50, 0.95 |
Experience (per 1-year increase) | 0.98** | 0.96, 0.99 | |||
Training core musculature | Cleats | ||||
Yes(ref.no) | 0.68* | 0.49, 0.95 | Adjusted by cyclist(ref.not use) | 1.37 | 0.64, 3.02 |
Saddle discomfort | Adjusted by professional(ref.not use) | 1.46 | 0.67, 3.28 | ||
Yes(ref.no) | 5.78*** | 2.71, 14.31 | Not adjusted(ref.not use) | 4.56** | 1.53, 14.30 |
Pain while not cycling | Injury within past 12 months | ||||
Yes(ref.no) | 5.02*** | 3.49, 7.30 | Yes(ref.no) | 1.84*** | 1.36, 2.49 |
Injury within past 12 months | |||||
Yes(ref.no) | 1.46* | 1.03, 2.10 |
***p<0.001;
**p<0.01;
*p<0.05