Table 1.

Summary of statistical analysis*

Statistical table
	Data structure	Type of test	Test value	Effect size	Power
a	Normally distributed	One-way ANOVA	F_{(6, 21)} = 9.559	η = 0.73	0.73
b	Normally distributed	One-way ANOVA	F_{(6, 21)} = 8.895	η = 0.72	0.99
c	Normally distributed	One-way ANOVA	F_{(6, 21)} = 41.022	η = 0.92	1.00
d	Normally distributed	One-way ANOVA	F_{(6, 21)} = 14.074	η = 0.80	1.00
e	Normally distributed	One-way ANOVA	F_{(6, 21)} = 93.160	η = 0.96	1.00
f	Normally distributed	One-way ANOVA	F_{(6, 21)} = 136.664	η = 0.97	1.00
g	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 9.667	η = 0.42	0.99
h	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 0.418	—	0.13
i	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 2.84	η = 0.18	0.64
j	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 0.221	—	0.09
k	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 10.517	η = 0.44	0.99
l	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 30.770	η = 0.69	1.00
m	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 5.521	η = 0.31	0.97
n	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 18.271	η = 0.53	1.00
o	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 2.860	—	0.38
p	Normally distributed	Two-way ANOVA	F_{(3, 48)} = 54.600	η = 0.83	1.00
q	—	—	—	—	—
r	t distribution	Student’s t test	t₍₄₎ = 1.278	—	0.17
s	t distribution	Student’s t test	t₍₄₎ = 1.920	—	0.48
t	t distribution	Student’s t test	t₍₄₎ = 3.445	d = 3.445	0.73
u	t distribution	Student’s t test	t₍₄₎ = 1.000	—	0.12
v	t distribution	Student’s t test	t₍₄₎ = 0.496	—	0.1
w	t distribution	Student’s t test	t₍₄₎ = 1.683	—	0.26
x	t distribution	Student’s t test	t₍₄₎ = 1.858	—	0.30
y	t distribution	Student’s t test	t₍₄₎ = 1.044	—	0.13
z	t distribution	Student’s t test	t₍₄₎ = 1.726	—	0.27
aa	t distribution	Student’s t test	t₍₄₎ = 0.892	—	0.11
bb	t distribution	Student’s t test	t₍₄₎ = 1.323	—	0.18