As in
Experiment 1, we investigated the ways in which mean fixation duration, fixation rate, and saccade amplitude changed as familiarity increased. Accordingly, we calculated the average of these measurements separately for each block and participant. Since we expected that the trend of attenuated gaze exploration would change in the last learning block (i.e., the flipped version of the repeating images was expected to lead to increased exploration), the analysis was carried out in two steps. First, we conducted ANOVAs on the first three blocks to examine whether the results of
Experiment 1 could be replicated. Accordingly, in
Experiment 2a we carried out a one-way ANOVA with block as the within-subject factor (1/2/3). In
Experiment 2b, we added another within factor of image type (repeating or changing). The pattern of gaze behavior in both analyses was similar to
Experiment 1 and previous research. In
Experiment 2a, we found that the mean duration of fixations increased significantly,
F(2, 62) = 3.298,
p = 0.04,
Display Formula\({\eta _p^2} = 0.09\), whereas the fixation rate,
F(2, 62) = 4.31,
p = 0.02,
Display Formula\({\eta _p^2} = 0.12\), and the amplitude of the saccades decreased significantly,
F(2, 62) = 7.775,
p < 0.001,
Display Formula\({\eta _p^2} = 0.20\), across blocks. This pattern of gaze behavior was also reflected in
Experiment 2b, in which the interaction effect between block and image type was significant for the fixation duration,
F(2, 68) = 8.74,
p < 0.001,
Display Formula\({\eta _p^2} = 0.2\), fixation rate,
F(2, 68) = 8.67,
p < 0.001,
Display Formula\({\eta _p^2} = 0.2\), and saccade amplitude,
F(2, 68) = 9.843,
p < 0.001,
Display Formula\({\eta _p^2} = 0.22\). To further examine the origin of this interaction effect, we decomposed the analysis into two one-way ANOVAs, one for each type of image. This analysis indicated that the effect of block was significant for the repeating images, for the fixation duration,
F(2, 68) = 12.04,
p < 0.001,
Display Formula\({\eta _p^2} = 0.26\), fixation rate,
F(2, 68) = 8.57,
p < 0.001,
Display Formula\({\eta _p^2} = 0.28\), and saccade amplitude,
F(2, 68) = 18.71,
p < 0.001,
Display Formula\({\eta _p^2} = 0.35\). However, neither the difference in fixation duration,
F(2, 68) = 0.291,
p = 0.748,
Display Formula\({\eta _p^2} = 0.01\), nor the difference in fixation rate,
F(2, 68) = 0.92,
p = 0.403,
Display Formula\({\eta _p^2} = 0.02\), or saccade amplitude,
F(2, 68) = 0.984,
p = 0.379,
Display Formula\({\eta _p^2} = 0.03\), were significant for the changing images.