We then returned to our main hypothesis regarding adaptation of size perception in the absence of saccadic adaptation. Before and after the saccadic size-change phase, we asked participants to indicate the perceived vertical size of the presented bar via the aperture of the thumb and the index fingers (grip aperture). We did so in two conditions: (1) participants had to keep fixation (no-saccade condition) and (2) participants made saccades to the peripheral bar (saccade condition). A two-tailed
t-test showed no significant differences in the grip apertures between the two conditions in either the pre- or post-estimation phases of the shortening and lengthening experiments, respectively (shortening experiment: no saccade vs. saccade pre-estimation phase
p > 0.05 and no saccade vs. saccade post-estimation phase
p > 0.05; lengthening experiment: no saccade vs. saccade pre-estimation phase
p > 0.05 and no saccade vs. saccade post-estimation phase
p > 0.05). Thus, we analyzed the averaged manual perceived sizes by collapsing the saccade and no-saccade conditions.
Figures 2C and
2D show the perceived sizes calculated as grip apertures. As we did not find a significant difference between the pre-estimation phases in the shortening and lengthening experiments, we averaged the grip apertures across the two pre-estimation phases in
Figure 2D (
t-test,
p > 0.05), creating a common baseline. To evaluate the effect of phase and size on the perceived sizes of each experiment, we performed repeated-measures ANOVAs, with two levels for factor 1 (phase) and 10 levels for factor 2 (size). The shortening experiment (white) shows only a significant main effect of size, where
F(9, 72) = 22.1868 and
p < 0.05. No significant main effects of phase and no interaction were found; for phase,
F(1, 8) = 0.09 and
p = 0.77, and, for interaction,
F(9, 72) = 0.48 and
p = 0.87. The lengthening experiment (black) showed significant main effects for phase and size: for phase,
F(1, 9) = 10.83 and
p < 0.05, and, for size,
F(9, 81) = 41.46 and
p < 0.05. However, there was no significant interaction:
F(9, 81) = 1.04 and
p = 0.41. The direct comparison of the shortening and lengthening post-estimation phases by
t-test analysis revealed a significant difference (
t-test,
p < 0.05), with the shortening post-estimation phase being significantly smaller than the lengthening post-estimation phase (
Figure 2B). In addition, the lengthening experiment showed a significant increase of perceived size with respect to the baseline.