Table 7.

Statistical table

TestData structureType of testTest statisticp value[Confidence interval]/power
a: Overweight − leanNormal distributionLinear mixed-effects modelt(61) = −1.470.15[−0.25, 0.04]
b: Overweight – leanNormal distributionLinear mixed-effects modelt(61) = 1.220.23[−0.09, 0.37]
c: Main effect of tasteNormal distributionLinear mixed-effects modelF(1,180) = 309.11< 0.00011
c: Main effect of healthNormal distributionLinear mixed-effects modelF(1,180) = 2.780.10.39
c: Main effect of groupNormal distributionLinear mixed-effects modelF(1,61) = 0.740.390.14
c: Health × taste interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.510.480.11
c: Health × group interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.20.660.07
c: Taste × group interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.030.870.05
c: Health × taste × group interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.170.680.07
d: Main effect of tasteNormal distributionLinear mixed-effects modelF(1,180) = 1.880.170.28
d: Main effect of healthNormal distributionLinear mixed-effects modelF(1,180) = 0.960.330.17
d: Main effect of groupNormal distributionLinear mixed-effects modelF(1,61) = 1.740.190.27
d: Health × taste interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.370.540.09
d: Health × group interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.610.430.12
d: Taste × group interactionNormal distributionLinear mixed-effects modelF(1,180) = 2.190.140.32
d: Health × taste × group interactionNormal distributionLinear mixed-effects modelF(1,180) = 0.040.850.05
e: Overweight − leanNormal distributionTwo-sample t testt(1,59) = −0.80.43[−38.4, 16.4]
f: Overweight – leanNormal distributionTwo-sample t testt(1,60) = −0.240.81[−156, 122]
g: Overweight – leanNormal distributionTwo-sample t testt(1,61) = 1.960.06[−0.09, 8.97]
h: Main effect of tasteNormal distributionLinear mixed-effects modelF(1,169) = 219.13<0.00011
h: Main effect of healthNormal distributionLinear mixed-effects modelF(1,169) = 4.350.040.56
h: Main effect of groupNormal distributionLinear mixed-effects modelF(1,60) = 0.290.590.08
h: Health × taste interactionNormal distributionLinear mixed-effects modelF(1,169) = 8.230.0050.83
h: Health × group interactionNormal distributionLinear mixed-effects modelF(1,169) = 13.090.00040.96
h: Taste × group interactionNormal distributionLinear mixed-effects modelF(1,169) = 0.130.720.07
h: Health × taste × group interactionNormal distributionLinear mixed-effects modelF(1,169) = 9.290.0030.87
i: Main effect of tasteNormal distributionLinear mixed-effects modelF(1,162) = 135.05< 0.00011
i: Main effect of healthNormal distributionLinear mixed-effects modelF(1,162) = 6.20.010.71
i: Main effect of groupNormal distributionLinear mixed-effects modelF(1,60) = 0.010.970.05
i: Health × taste interactionNormal distributionLinear mixed-effects modelF(1,162) = 0.480.490.11
i: Health × group interactionNormal distributionLinear mixed-effects modelF(1,162) = 8.040.0050.82
i: Taste × group interactionNormal distributionLinear mixed-effects modelF(1,162) = 0.040.840.05
i: Health × taste × group interactionNormal distributionLinear mixed-effects modelF(1,162) = 7.060.0090.77
j: Main effect of tasteNormal distributionLinear mixed-effects modelF(1,92) = 59.26< 0.00011
j: Main effect of healthNormal distributionLinear mixed-effects modelF(1,92) = 41.04< 0.00011
j: Main effect of groupNormal distributionLinear mixed-effects modelF(1,60) = 1.10.290.19
j: Health × taste interactionNormal distributionLinear mixed-effects modelF(1,92) = 1.520.220.24
j: Health × group interactionNormal distributionLinear mixed-effects modelF(1,92) = 3.210.080.44
j: Taste × group interactionNormal distributionLinear mixed-effects modelF(1,92) = 0.590.440.12
j: Health × taste × group interactionNormal distributionLinear mixed-effects modelF(1,92) = 2.520.120.36
k: Main effect of tasteNormal distributionLinear mixed-effects modelF(1,169) = 137.84<0.00011
k: Main effect of healthNormal distributionLinear mixed-effects modelF(1,169) = 16.20.00010.98
k: Main effect of groupNormal distributionLinear mixed-effects modelF(1,60) = 0.260.610.08
k: Health × taste interactionNormal distributionLinear mixed-effects modelF(1,169) = 4.760.030.59
k: Health × group interactionNormal distributionLinear mixed-effects modelF(1,169) = 11.860.00070.94
k: Taste × group interactionNormal distributionLinear mixed-effects modelF(1,169) = 0.050.830.06
k: Health × taste × group interactionNormal distributionLinear mixed-effects modelF(1,169) = 9.980.0020.89
LNormal distributionOne-sample t testt(62) = 6.42<0.0001[0.26, 0.5]
MNormal distributionOne-sample t testt(62) = 0.880.38[−0.04, 0.12]
n: Main effect of attributeNormal distributionLinear mixed-effects modelF(1,61) = 23.24<0.00010.99
n: Main effect of groupNormal distributionLinear mixed-effects modelF(1,61) = 0.210.650.07
n: Attribute × group interactionNormal distributionLinear mixed-effects modelF(1,61) = 1.540.220.24
o: Overweight − leanNormal distributionTwo-sample t testt(61) = −1.690.09[−0.03, 0.3]
p: Overweight − leanNormal distributionTwo-sample t testt(61) = 0.450.66[−0.3, 0.19]
q: Main effect of attributeNormal distributionLinear mixed-effects modelF(1,59) = 22.5<0.00010.99
q: Main effect of groupNormal distributionLinear mixed-effects modelF(1,59) = 0.20.650.07
q: Main effect of BIS-11Normal distributionLinear mixed-effects modelF(1,59) =0.010.830.06
q: Attribute × group interactionNormal distributionLinear mixed-effects modelF(1,59) = 1.50.230.24
q: Attribute × BIS-11 interactionNormal distributionLinear mixed-effects modelF(1,59) = 0.10.750.06
q: Group × BIS-11 interactionNormal distributionLinear mixed-effects modelF(1,59) = 0.010.930.05
q: Attribute × group × BIS-11 interactionNormal distributionLinear mixed-effects modelF(1,59) = 0.010.930.05
rNormal distributionOne-sample t testt(62) = 21.53<0.0001[0.51, 0.61]
sNormal distributionOne-sample t-testt(62) = 1.920.06[0, 0.15]
t: Main effect of attributeNormal distributionLinear mixed-effects modelF(1,61) = 100.92<0.00011
t: Main effect of groupNormal distributionLinear mixed-effects modelF(1,61) = 0.470.470.11
t: Attribute × group interactionNormal distributionLinear mixed-effects modelF(1,61) = 0.010.940.05
u: Overweight − leanNormal distributionTwo-sample t testt(61) = −0.390.69[−0.13, 0.19]
v: Overweight − leanNormal distributionTwo-sample t testt(61) = −0.730.47[−0.07, 0.15]
w: Main effect of attributeNormal distributionLinear mixed-effects modelF(1,59) = 100.9< 0.00011
w: Main effect of groupNormal distributionLinear mixed-effects modelF(1,59) = 0.50.470.11
w: Main effect of BIS-11Normal distributionLinear mixed-effects modelF(1,59) = 0.40.540.1
w: Attribute × group interactionNormal distributionLinear mixed-effects modelF(1,59) = 0.010.940.05
w: Attribute × BIS-11 interactionNormal distributionLinear mixed-effects modelF(1,59) = 3.20.080.44
w: Group × BIS-11 interactionNormal distributionLinear mixed-effects modelF(1,59) = 0.20.650.07
w: Attribute × group × BIS-11 interactionNormal distributionLinear mixed-effects modelF(1,59) = 0.20.670.07
x: Neural β valueNormal distributionLinear modelt(1,59) = 2.240.03[0.02, 0.43]
x: Overweight − leanNormal distributionLinear modelt(1,59) = −3.240.002[−0.35, −0.08]
y: BIS-11Normal distributionLinear modelt(1,55) = −0.210.83[−0.01, 0.01]
y: Neural β valueNormal distributionLinear modelt(1,55) = 2.210.03[0.02, 0.36]
y: Overweight − leanNormal distributionLinear modelt(1,55) = −4.35<0.0001[−0.39, −0.15]
y: BIS-11 × (overweight − lean) interactionNormal distributionLinear modelt(1,55) = −2.450.02[−0.03, 0]
z: Behavioral β valueNormal distributionLinear modelt(1,59) = 4.25< 0.0001[0.2, 0.57]
z: Overweight − leanNormal distributionLinear modelt(1,59) = −3.90.0003[−0.36, −0.11]
α: BIS-11Normal distributionLinear modelt(1,55) = 0.240.81[−0.01, 0.01]
α: Behavioral β valueNormal distributionLinear modelt(1,55) = 2.290.03[0.03, 0.43]
α: Overweight − leanNormal distributionLinear modelt(1,55) = −4.35< 0.0001[−0.39, −0.15]
α: BIS-11 x (overweight − lean) interactionNormal distributionLinear modelt(1,55) = −2.340.02[−0.03, 0]