TABLE 5.

Multilevel multinomial logistic regressing predicting to achieve scoring opportunity vs. penetration (Reference category).

Dimension	Scoring opportunity vs. offensive penetration (univariate analysis)			Scoring opportunity vs. offensive penetration (multivariate analysis)
	β	SE	OR (95% CI)	β	SE	OR (95% CI)
Initial penetration
No penetration (Ref)
Penetration	0.636	0.167	1.889 (1.360–2.622)∗∗∗	0.312	0.197	1.367 (0.929–2.011)
Initial pressure
Initial pressure (Ref)
Non-initial pressure	–0.094	0.185	0.910 (0.633-1.309)
Duration of the attack
0–10 s (Ref)
11–20 s	–0.128	0.188	0.880 (0.609–1272)	0.278	1.299	1.321 (0.868–2.011)
21–30 s	–0.651	0.262	0.521 (0.312–0.872)∗	0.272	0.788	1.313 (0.667–2.584)
31 + s	–2.296	0.273	0.744 (0.435–1.272)	0.866	0.229	2.376 (1.109–5.090)∗
Type of attack
Combinative (Ref)
Direct attack	0.996	0.448	0.369 (0.153–0.889)∗	–0.702	0.470	0.495 (0.197–1.245)
Fast attack	0.688	0.201	1.991 (1.342–2.952)∗∗	0.932	0.365	2.540 (1.430–4.513)∗∗
Counterattack	1.212	0.250	3.359 (2.056–5.488)∗∗∗	1.478	0.293	4.383 (2.144–8.961)∗∗∗
Match location
Away (Ref)
Home	0.057	0.179	1.058 (0.745–1.503)
Quality of opposition
Low-ranked (Ref)
Medium-ranked	–1.149	0.215	0.862(0.565–1.314)
High-ranked	–0.085	0.245	0.918 (0.568–1.484)
Match status
Losing (Ref)	0.063	0.225	1.065 (0.684–1.657)	0.087	0.242	1.091 (0.679–1.753)
Drawing winning	0.493	0.264	1.638 (0.976–2.747)∗	0.491	0.282	1.633 (0.940–2.839)
Losing (Ref)
Drawing	0.063	0.225	1.065 (0.684–1.657)	0.087	0.242	1.091 (0.679–1.753)
Winning	0.493	0.264	1.638 (0.976–2.747)∗	0.491	0.282	1.633 (0.940–2.839)
Intercept				1.003	0.270	2.727 (1.605–4.632)∗∗∗

β, Coefficient; SE, Standard error; OR, Odds Ratio; CI, Confidence interval for odds ratio; ^∗p < 0.05, ^∗∗p < 0.01, ^∗∗∗P < 0.001.