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. 2019 Dec 26;23(2):171–181. doi: 10.1007/s11102-019-01020-3

Table 1.

Univariate logistic regression analyses for hormonal control defined as GH ≤ 2.5 µg/L and IGF-1 levels within normal ranges

Number of patients Odds ratio [95% CI] p-Value
Baseline
 Age (per 10-year higher age) 88 2.20 [1.39; 3.48] < 0.001
 Sex (women vs men) 88 2.87 [1.13; 7.33] 0.027
 BMI (≥ 25 vs 20–25 kg/m2) 88 0.50 [0.20; 1.26] 0.139
 GH (per 1-μg/L lower level) 88 1.01 [0.98; 1.04] 0.433
 IGF-1 (per 50% lower level ULN) 88 1.28 [1.01; 1.63] 0.040
 TV (per 100-mm3 smaller size) 88 1.02 [1.00; 1.05] 0.055
Week 12
 GH (per 1-μg/L lower level) 84 3.86 [1.87; 7.98] < 0.001
 IGF-1 (per 50% lower level ULN) 85 10.70 [3.59; 31.91] < 0.001
 TV (per 100-mm3smaller size) 85 1.04 [1.00; 1.08] 0.046
Change-from-baseline to week 12
 GH (per 10% increase) 84 0.73 [0.59; 0.90] 0.004
 IGF-1 (per 10% increase) 85 0.48 [0.33; 0.68] < 0.001
 TV (per 10% reduction) 85 1.37 [0.99; 1.90] 0.059

Factors in bold are statistically significant. Data are based on the number of patients with available data for each factor at each timepoint, and with p-values from Chi squared tests