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. Author manuscript; available in PMC: 2013 Jul 8.
Published in final edited form as: J Vis. 2009 Apr 17;9(4):13.1–1317. doi: 10.1167/9.4.13

Appendix A.

Table of statistical tests

Meridian (HM, VM) × Cue position significant statistics
Cue condition Measure ANOVA effect or
post-hoc comparison
Statistic Reported
significance
p-value
2-tailed
No-cue condition Slopes HM vs. VM t(6) = 3.849 p < .01 .008
Single cue condition Zero points Cue position F(1,6) = 590 p < .001 .000
PSEs Cue position F(1,6) = 116.1 p < .001 .000
Meridian × Cue position F(1,6) = 7.553 p < .05 .033
HM vs. VM Outside cue t(6) = 3.344 p < .05 .016
Slope Meridian F(1,6) = 9.582 p < .05 .021
Cue position F(1,6) = 37.56 p < .005 .001
HM vs. VM Inside cue t(6) = 2.585 p < .05 .041
HM vs. VM Outside cue t(6) = 8.648 p < .001 .000
Distributed cue condition Zero points Meridian F(1,6) = 14.288 p < .01 .009
Cue position F(1,6) = 256 p < .001 .000
Meridian × Cue position F(1,6) = 12.26 p < .05 .013
HM vs. VM Outside cue t(6) = 3.984 p < .01 .007
PSEs Cue position F(1,6) = 110 p < .001 .000
Meridian × Cue position F(1,6) = 10.24 p < .05 .019
HM vs. VM Outside cue t(6) = 3.34 p < .05 .016
Slopes Meridian F(1,6) = 57.73 p < .001 .000
Cue position F(1,6) = 21.06 p < .005 .004
Meridian × Cue position F(1,6) = 9.92 p < .05 .02
HM vs. VM Inside cue t(6) = 5.289 p < .005 .002
HM vs. VM Outside cue t(6) = 8.468 p < .001 .000
Single minus distributed cues Zero points Meridian F(1,6) = 7.462 p < .05 .034
Cue position F(1,6) = 18.48 p < .01 .005
Meridian × Cue position F(1,6) = 21.376 p < .005 .005
HM vs. VM Outside cue t(6) = 4.416 p < .005 .004
PSEs Meridian F(1,6) = 8.063 p < .05 .030
Vertical meridian segment (UVM, LVM) × Cue position significant statistics
Cue condition Measure ANOVA effect or
post-hoc comparison
Statistic Reported
significance
p-value
2-tailed
No-cue condition Slopes UVM vs. LVM t(6) = 3.773 p < .01 .009
Single cue condition Zero points Cue position F(1,6) = 221 p < .001 .000
PSEs Cue position F(1,6) =56.746 p < .001 .000
Slopes VM segment F(1,6) = 6.896 p < .05 .039
Cue position F(1,6) = 25.515 p < .005 .002
Distributed cue condition Zero points Cue position F(1,6) = 116.855 p < .001 .000
PSEs Cue position F(1,6) = 73.485 p < .001 .000
Slopes Cue position F(1,6) = 13.394 p < .05 .011
Single minus distributed cues Zero points Cue position F(1,6) = 32.919 p < .005 .001

Note: HM = Horizontal Meridian, VM = Vertical Meridian, UVM = Upper Vertical Meridian, LVM = Lower Vertical Meridian.