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. 2018 Jun 11;19:135. doi: 10.1186/s12882-018-0925-2

Table 3.

Rates for MACE and death based on prevalence of cardiovascular risk factors

Risk Factors 0 factor Any factor 1 factor 2 factors ≥ 3 factors
Baseline ESA Nonusers
(N = 2226) (N = 29,973) (N = 10,537) (N = 9334) (N = 10,102)
 MACE
  Event n 92 6205 1192 1679 3334
  Pt-year 5181 66,036 24,811 21,209 20,016
  Mean follow-up years 2.33 2.20 2.35 2.27 1.98
  Rate per 100 pt-year (95% CI)a 1.78 (1.45, 2.18) 9.40 (9.17, 9.63) 4.80 (4.54, 5.08) 7.92 (7.55, 8.30) 16.66 (16.10, 17.23)
 Death
  Event n 19 2880 511 781 1588
  Pt-year 5277 71,519 25,855 22,590 23,073
  Mean follow-up years 2.37 2.39 2.45 2.42 2.28
  Rate per 100 pt-year (95% CI)a 0.36 (0.23, 0.56) 4.03 (3.88, 4.18) 1.98 (1.81, 2.16) 3.46 (3.22, 3.71) 6.88 (6.55, 7.23)
Baseline ESA Users
(N = 1) (N = 108) (N = 17) (N = 29) (N = 62)
 MACE
  Event n 0 36 1 6 29
  Pt-year 1.1 182 36 58 88
  Mean follow-up years 1.05 1.69 2.12 2.00 1.42
  Rate per 100 pt-year (95% CI)a NA 19.75 (14.25, 27.38) 2.78 (0.39, 19.70) 10.35 (4.65, 23.03) 32.87 (22.84, 47.30)
 Death
  Event n 0 26 1 2 23
  Pt-year 1.1 201 36 60 106
  Mean follow-up years 1.05 1.87 2.12 2.06 1.70
  Rate per 100 pt-year (95% CI)a NA 12.91 (8.79, 18.96) 2.78 (0.39, 19.70) 3.34 (0.84, 13.37) 21.78 (14.47, 32.78)
ESA Naives
(N = 5) (N = 261) (N = 30) (N = 68) (N = 163)
 MACE
  Event n 0 77 3 19 55
  Pt-year 3.9 294 39 84 171
  Mean follow-up years 0.78 1.13 1.29 1.24 1.05
  Rate per 100 pt-year (95% CI)a NA 26.16 (20.93, 32.71) 7.73 (2.49, 23.97) 22.52 (14.36, 35.30) 32.14 (24.67, 41.86)
 Death
  Event n 0 42 2 9 31
  Pt-year 3.9 333 30 97 197
  Mean follow-up years 0.78 1.27 1.30 1.43 1.20
  Rate per 100 pt-year (95% CI)a NA 12.62 (9.33, 17.08) 5.11 (1.28, 20.45) 9.28 (4.83, 17.84) 15.76 (11.08, 22.41)

Abbreviations: CI confidence interval, eGFR estimated glomerular filtration rate, ESA erythropoiesis-stimulating agent, Hb hemoglobin, MACE major adverse cardiovascular events, n event count, pt patient, yr year. aEvent rates 95% confidence intervals are based on exact Poisson estimates. In the case that an exact Poisson regression failed, normal approximation was used