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Table 2 Logistic regression coefficients for set and general play shots

From: Modelling the Influence of Task Constraints on Goal Kicking Performance in Australian Rules Football

 

Coefficients

Estimate

SE

z Value

Odds ratio

CI.95

p Value

Set shots

(Intercept)

 − 1.66

0.19

 − 8.55

   

X—[0,10)

Ref

     

X—[10,20)

 − 0.05

0.20

 − 0.26

0.95

(0.65,1.40)

0.8

X—[20,30)

0.01

0.19

0.03

1.01

(0.70,1.45)

0.97

X—[30,40)

0.24

0.18

1.32

1.28

(0.89,1.83)

0.19

X—[40,50)

0.81

0.19

4.38

2.25

(1.57,3.24)

 < 0.01

X—[50,60)

1.54

0.23

6.74

4.66

(2.98,7.28)

 < 0.01

Y—(− 10,0]

Ref

     

Y—(− 20, − 10]

1.03

0.14

7.30

2.81

(2.13,3.71)

 < 0.01

Y—(− 30, − 20]

1.60

0.15

10.62

4.97

(3.70,6.69)

 < 0.01

Y—(− 50, − 30]

2.19

0.15

14.27

8.98

(6.64,12.14)

 < 0.01

Y—(0,10]

0.02

0.15

0.14

1.02

(0.76,1.37)

0.89

Y—(10,20]

1.00

0.15

6.77

2.71

(2.03,3.61)

 < 0.01

Y—(20,30]

1.44

0.14

10.08

4.23

(3.20,5.61)

 < 0.01

Y—(30,50]

2.04

0.15

13.72

7.67

(5.74,10.27)

 < 0.01

General play shots

(Intercept)

 − 2.35

0.23

10.12

   

X—[0,10)

Ref

     

X—[10,20)

0.47

0.14

3.42

1.60

(1.22,2.09)

 < 0.01

X—[20,30)

0.90

0.13

6.79

2.47

(1.90,3.20)

 < 0.01

X—[30,40)

1.05

0.14

7.76

2.87

(2.20,3.74)

 < 0.01

X—[40,50)

1.52

0.16

9.79

4.59

(3.38,6.22)

 < 0.01

X—[50,60)

1.87

0.19

9.83

6.48

(4.47,9.41)

 < 0.01

Y—(− 10,0]

Ref

     

Y—(− 20, − 10]

0.74

0.12

6.21

2.09

(1.66,2.64)

 < 0.01

Y—(− 30, − 20]

1.31

0.14

9.15

3.70

(2.79,4.89)

 < 0.01

Y—(− 50, − 30]

1.70

0.20

8.61

5.47

(3.71,8.05)

 < 0.01

Y—(0,10]

 − 0.08

0.11

 − 0.69

0.93

(0.75,1.15)

0.49

Y—(10,20]

0.34

0.12

2.74

1.40

(1.10,1.78)

 < 0.01

Y—(20,30]

0.98

0.13

7.41

2.65

(2.05,3.43)

 < 0.01

Y—(30,50]

1.84

0.18

9.97

6.32

(4.40,9.08)

 < 0.01

Mark Play On

Ref

     

On Run

0.60

0.16

3.72

1.83

(1.33,2.51)

 < 0.01

Snap

1.21

0.17

7.14

3.34

(2.40,4.65)

 < 0.01

Pressure-chasing

Ref

     

Pressure-closing

0.55

0.16

3.50

1.74

(1.28,2.37)

 < 0.01

Pressure-corralling

0.14

0.14

0.95

1.15

(0.86,1.52)

0.34

Pressure-none

 − 0.22

0.16

 − 1.37

0.81

(0.59,1.10)

0.17

Pressure-physical

1.23

0.19

6.50

3.43

(2.36,4.97)

 < 0.01

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