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Table 2 Multinomial logistic regression models adjusted for the dependent variable injury type for each sex

From: Sports injuries patterns in children and adolescents according to their sports participation level, age and maturation

Dependent variable

Predictor

B (Std error)

p

odds ratio

95% CI odds ratio

Type of injury1

 

Boys3

   

Sprain

Intercept

 − 0.793 (0.276)

.004

  
 

SP level (0)

0.100 (0.672)

.882

1.105

(0.296, 4.125)

 

SP level (1)

2.180 (0.838)

.009

8.842

(1.713, 45.651)

Fracture

Intercept

 − 0.480 (0.250)

.055

  
 

SP level (0)

 − 1.600 (1.090)

.142

0.202

(0.024, 1.709)

 

SP level (1)

1.984 (0.821)

.016

7.269

(1.455, 36.306)

Type of injury2

 

Girls4

   

Strain

Intercept

2.272 (0.810)

.005

  
 

Maturity offset

 − 0.538 (0.224)

.016

0.584

(0.376, 0.906)

 

SP level(0)

 − 1.249 (0.756)

.098

0.287

(0.065, 1.262)

 

SP level(1)

 − 2.012 (0.824)

.015

0.134

(0.027, 0.673)

 

SP level(2)

 − 3.029 (1.239)

.015

0.048

(0.004, 0.549)

Fracture

Intercept

2.050 (0.895)

.022

  
 

Maturity offset

 − 0.842 (0.253)

< .001

0.431

(0.262, 0.707)

 

SP level(o)

 − 1.869 (0.974)

.055

0.154

(0.023, 1.041)

 

SP level(1)

 − 1.541 (0.932)

.098

0.214

(0.034, 1.330)

 

SP level(2)

 − 0.572 (0.945)

.545

0.564

(0.089, 3.596)

  1. 1The reference category is strain
  2. 2The reference category is sprain
  3. 3Model X2(4) = 15.165, p = .004; Cox & Snell R2 = .120; Nagelkerke R2 = .135; McFadden R2 = .059
  4. 4Model X2(8) = 28.770, p < .001; Cox & Snell R2 = .290; Nagelkerke R2 = .328; McFadden R2 = .158