Table 1.

Experiment 1: summary of the analysis akin to Claus (2015)

	By subject	By item
2 (Match) × 3 (Frame)	$N_1=79$, $F_1(2,156)=0.01$, $p=0.98$, ${\eta }_G^2<0.01$	$F_2(2,46)=0.005$, $p=0.98$, ${\eta }_G^2<0.01$
Frame (overall)	$N_1=79$, $F_1(2,156)=31.33$, $p<0.001$, ${\eta }_G^2=0.18$	$F_2(2,46)=61.34$, $p<0.001$, ${\eta }_G^2=0.52$
Match (overall)	$N_1=79$, $F_1(1,78)=0.27$, $p=.61$, ${\eta }_G^2<0.01$,	$F_2(1,23)=0.27$, $p=0.61$, ${\eta }_G^2=<0.01$
Match on Frame 2	$N_1=79$, $t_1(78)=-0.35$, $p=0.73$	$t_2(23)=-0.35$, $p=0.73$
Match on Frame 3	$N_1=79$, $t_1(78)=-0.25$, $p=0.80$	$t_2(23)=-0.22$, $p=0.83$
2 (Match) × 3 (Frame) × 2 (Hand.on.Lid)	$N_1=79$, $F_1(2,154)=3.25$, $p=0.05$, ${\eta }_G^2<0.01$	$F_2(2,46)=2.02$, $p=0.16$, ${\eta }_G^2=0.01$
2 (Match) × 2 (Hand.on.Lid) on Frame 2	$N_1=79$, $F_1(1,77)=10.88$, $p<0.01$, ${\eta }_G^2=0.02$	$F_2(1,23)=6.89$, $p<0.05$, ${\eta }_G^2=.06$
2 (Match) × 2 (Hand.on.Lid) on Frame 3	$N_1=79$, $F_1(1,77)=4.62$, $p<0.05$, ${\eta }_G^2<0.01$	$F_2(1,23)=3.95$, $p=0.06$, ${\eta }_G^2=0.03$
Match on Frame 2 (right-hand-on-lid) (one-tailed)	$N_1=56$, $t_1(55)=-2.20$, $p<.05$, $d=.29$	$t_2(23)=-3.17$, $p<.01$, $d=.65$
Match on Frame 2 (left-hand-on-lid)	$N_1=23$, $t_1(22)=2.32$, $p<.05$, $d=.48$	$t_2(23)=1.79$, $p<.05$, $d=.37$
Match on Frame 3 (right-hand-on-lid)	$N_1=56$, $t_1(55)=-1.33$, $p=.09$, $d=.18$	$t_2(23)=-1.38$, $p=.09$, $d=.28$
Match on Frame 3 (left-hand-on-lid)	$N_1=23$, $t_1(22)=1.84$, $p<.05$, $d=.38$	$t_2(23)=1.45$, $p=.08$, $d=.30$