Table 2.

Data structure table

	Data structure	Type of test	Post hoc power
a	Normal	ANOVA	p < 0.0001
b	Normal	Repeated-measures ANOVA	p = 0.007
c	Normal	Repeated-measures ANOVA	p = 0.001
d	Normal	Repeated-measures ANOVA	p = 0.0008
e	Normal	Repeated-measures ANOVA	p = 0.28
f	Normal	ANOVA	p = 0.0228
g	Normal	Repeated-measures ANOVA	p = 0.0025
h	Normal	Repeated-measures ANOVA	p = 0.0695
i	Normal	Repeated-measures ANOVA	p = 0.82
j	Normal	Repeated-measures ANOVA	p < 0.0001
k	Normal	Repeated-measures ANOVA	p = 0.014
l	Normal	Repeated-measures ANOVA	p = 0.01
m	Normal	Repeated-measures ANOVA	p = 0.63
n	Normal	Student’s t test	p = 0.64–0.92
o	Normal	ANOVA	p = 0.0009
p	Normal	ANOVA	p = 0.006
q	Normal	ANOVA	p < 0.0001
r	Normal	ANOVA	p = 0.03
s	Normal	ANOVA	p = 0.54–0.82
t	Normal	Pearson’s correlation coefficient	p = 0.03
u	Normal	Pearson’s correlation coefficient	p = 0.003
v	Normal	Pearson’s correlation coefficient	p = 0.01
w	Normal	Pearson’s correlation coefficient	p = 0.006
x	Normal	Pearson’s correlation coefficient	p = 0.019
y	Normal	Pearson’s correlation coefficient	p = 0.0007
z	Normal	Pearson’s correlation coefficient	p = 0.014
aa	Normal	Pearson’s correlation coefficient	p = 0.003
bb	Normal	ANOVA	p = 0.03
cc	Normal	ANOVA	p = 0.02
dd	Normal	ANOVA	p = 0.09-.16
ee	Normal	ANOVA	p = 0.03
ff	Normal	Student’s t test	p = 0.92–0.95
gg	Normal	ANOVA	p = 0.009
hh	Normal	ANOVA	p = 0.023
ii	Normal	ANOVA	p = 0.0003
jj	Normal	Pearson’s correlation coefficient	p = 0.047
kk	Normal	Pearson’s correlation coefficient	p = 0.035
ll	Normal	Pearson’s correlation coefficient	p = 0.0058
mm	Normal	Pearson’s correlation coefficient	p = 0.018
nn	Normal	Pearson’s correlation coefficient	p = 0.022