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. 2020 Nov 2;181(2):140–141. doi: 10.1001/jamainternmed.2020.5938

Table 2. Estimates of Difference Between Treatment Arms in Developing Type 2 Diabetes.

Analysis INT-DPM vs INT P value INT vs CON P value INT-DPM vs CON P value Combined intervention vs CON P value
OR unadjusted (95% CI) 1.11 (0.7-1.65) .59 0.53 (0.34-0.84) .01 0.60 (0.3-0.93) .02 0.57 (0.38-0.85) .01
OR adjusted (95% CI)a 1.12 (0.75-1.65) .59 0.54 (0.34-0.85) .01 0.60 (0.38-0.94) .02 0.57 (0.38-0.85) .01
OR adjusted (95% CI)b 1.14 (0.77-1.70) .51 0.54 (0.34-0.85) .01 0.61 (0.39-0.96) .03 0.57 (0.38-0.87) .01
HR unadjusted (95% CI) 1.09 (0.76-1.57) .63 0.53 (0.35-0.80) .003 0.62 (0.41-0.92) .02 0.57 (0.40-0.82) .002
HR adjusted (95% CI)c 1.13 (0.78-1.63) .51 0.53 (0.35-0.81) .003 0.64 (0.43-0.97) .03 0.58 (0.41-0.84) .004

Abbreviations: BMI, body mass index (calculated as weight in kilograms divided by height in meters squared); CON, control arm without trial intervention. HR, hazard ratio; INT, standard intervention group; INT-DPM, intervention group with diabetes prevention mentors; OR, odds ratio.

a

Adjusted for duration of follow-up.

b

Adjusted for follow-up length and age, BMI, and fasting plasma glucose levels at baseline.

c

Adjusted at baseline for age, BMI, and fasting plasma glucose levels. The primary analysis in the Norfolk Diabetes Prevention Study was a logistic regression model with data presented as ORs. A secondary analysis using a proportional hazard model is also shown with HRs.