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Table 1 Sample size, characteristics of study subjects and sports facilities per 1,000 population according to indicators of socioeconomic environment a

From: Risk behaviors and sports facilities do not explain socioeconomic differences in childhood obesity: a cross-sectional study

Sample size (n), characteristics of study subjects and sports facilities per 1,000 population

Per capita incomeb

Percentage of population with university educationb

Quartile 1

Quartile 2

Quartile 3

Quartile 4

p*

Quartile 1

Quartile 2

Quartile 3

Quartile 4

p*

n

195

157

187

188

 

182

178

177

190

 

Obesity (%)

8.2

8.3

3.8

2.1

<0.01

8.3

8.4

3.4

2.1

<0.01

Overweight (%)

27.0

33.8

30.1

16.5

<0.05

29.4

34.8

23.0

19.4

<0.01

Mean age (years)

11.0

10.6

11.0

10.9

0.535

11.0

10.8

10.6

11.1

0.265

Girls (%)

49.7

44.9

38.3

48.7

0.522

45.9

45.0

43.6

47.4

0.832

Low educational levelc (%)

60.0

46.2

39.5

23.0

<0.001

64.2

40.7

42.6

22.5

<0.001

Manual occupationc (%)

60.6

51.6

42.9

22.4

<0.001

64.2

45.9

44.3

23.8

<0.001

Physical inactivity (%)

15.4

18.5

10.6

11.9

0.075

16.2

15.6

11.2

12.2

0.138

Low intake of vegetables/fruits (%)

44.3

46.2

34.4

34.8

<0.05

45.8

41.3

33.1

38.6

0.073

No complete breakfast (%)

86.8

85.4

91.5

84.1

0.839

87.3

88.3

87.7

84.9

0.469

Sports facilities/1000 pop.

1.6

1.1

1.6

3.0

<0.001

1.6

1.4

1.4

2.9

<0.001

  1. aBased on per capita income and percentage of population with university education.
  2. bThe categories for per capita income are quartile 1 (<9,724.29 €), quartile 2 (9,724.29-11,149.60 €), quartile 3 (11,149.61-14,548.76), quartile 4 ( >14,548.76€). The categories for percentage with university education are quartile 1 (<14.64 %), quartile 2 (14.64-20.63), quartile 3 (20.64-35.15), quartile 4 (>35.15).
  3. cRefers to educational level and occupation of primary household earner.
  4. *The p value for subject characteristics is based on the chi-square test for trend, and the p value for sports facilities per 1,0000 population is based on linear regression.