We were interested in predicting number of bumps per course using the UFOV score of divided attention, adjusted for demographic and physical factors associated with mobility. A second question of interest was whether other attention and vision measures we collected (BTA, visual acuity, and visual field) explained the relationship of divided visual attention and bumping. We hypothesized that the visual component of the UFOV test could be explained by distance visual acuity (to identify the central image) and visual field (to identify the position of the peripheral image). The outcome measure was a count of the number of bumps over the course. Thus, we used generalized linear regression models to describe the (log) course-wide bump rate. Poisson regression is a model commonly used for this purpose; however, our data exhibited appreciable extra-Poisson variability. To accommodate this, we specified negative binomial models for the distribution of counts. Regression models fit bumps as a function of divided-attention score, adjusting for age, gender, race, depression, MMSE score, number of comorbid conditions, BMI, and height. BTA score and vision measures were also added to the model to observe their role in explaining the relationship of divided attention and bumping. This generalized linear model uses a log link, and thus, estimates from the model can be raised to the e power, to produce a “rate ratio.” This statistic is similar to an odds ratio, except that the rate ratio estimates a difference in rate (number of bumps per course), rather than a difference in probability, or odds, of bumping. Receiver operating characteristic (ROC) curves were created to determine the ability of the UFOV divided-attention test to predict a high number of bumps.