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Figure 8


Fig. 8. Summary of all the results of the force response data. The influence of the load cell dynamics was compensated for the respective measurement data, according to Eqn 4 and Eqn 5. We represented the characteristics of the corrected force response (Formula) in terms of amplitude (Formula) and phase (Formula). (A) Formula is mainly distributed between 0.1 and 0.5 at each {omega}, and the mean values are approximately 0.3 for all {omega}. The bumblebees did not change Formula throughout {omega}. (B) In contrast, Formula clearly decreases with increasing {omega}. When {omega} is lower than 3.6 Hz (22 rad s-1), {theta}F0 in all the data is positive, i.e., the phase of Formula is earlier than that of zv. When {omega} is around 3.6 Hz (22 rad s-1), the mean value of Formula is approximately 0°, meaning that the phases of Formula and zv are almost synchronized. When the visual stripes oscillate at 7.4 Hz (46 rad s-1), Formula in all the data is negative, i.e. the phase of Formula lagged behind that of zv.