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Table 4 Risk factors for relevant patient and allograft early outcomes estimated with Cox regression analysis (HR) and competing risk analysis (sHR)

From: Early outcomes of kidney transplantation from elderly donors after circulatory death (GEODAS study)

 

Risk factor

HR

95% CI

p-value

sHR

95% CI

p-value

Patient survival

 Model 1 (raw)

Donor age > 65y (vs ≤ 65 years)

2.94

[1.22–7.11]

0.016

3.17

[1.38–7.27]

0.015

 Model 2 (adjusted by recipient age)

Donor age > 65y (vs ≤ 65 years)

1.17

[0.44–3.08]

0.751

1.26

[0.48–3.34]

0.636

Recipient age

1.10

[1.04–1.16]

0.001

1.1

[1.05–1.16]

< 0.001

 Model 3 (adjusted by recipient age + previous CV event)

Donor age > 65y (vs ≤ 65 years)

1.06

[0.40–2.82]

0.900

1.06

[0.36–3.12]

0.910

Recipient age

1.10

[1.04–1.16]

0.001

1.09

[1.04–1.15]

< 0.001

Previous CV event

2.02

[0.76–5.36]

0.158

2.00

[0.73–5.47]

0.178

Death-censored graft survival

   

 Model 1 (raw)

Donor age > 65y (vs ≤ 65 years)

1.30

[0.47–3.60]

0.620

1.28

[0.47–3.47]

0.631

 Model 2 (adjusted by recipient age)

Donor age > 65y (vs ≤ 65 years)

1.17

[0.44–3.08]

0.751

1.00

[0.30–3.38]

0.997

Recipient age

1.10

[1.04–1.16]

0.001

1.02

[0.97–1.07]

0.425

 Model 3 (adjusted by eGFR< 30 ml/min at first month)

Donor age > 65y (vs ≤ 65 years)

0.66

0.15–3.01

0.595

0.58

[0.12–2.74]

0.487

eGFR< 30 ml/min at first month

8.70

2.99–25.25

< 0.001

8.34

2.82–24.65

< 0.001

  1. HR hazard ratio, sHR sub-hazard ratio, CI confidence interval, eGFR estimated glomerular filtration rate, CV cardiovascular