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Fig. 2. Distance from obstacle, and climbing success. (A) Success is dependent on
the distance from the block. The horizontal straight line distance was
measured between the cockroach and the obstacle at the beginning of each
climbing attempt. Climbing attempts were categorized as success or miss. The
data from 88 steps by 58 individuals are represented as a histogram. The
distance from the obstacle for successful attempts is significantly less than
that for unsuccessful attempts [P<0.0001, generalized estimating
equation (GEE)]. Statistics were performed on raw data. (B) Shortening
antennae results in cockroaches getting closer to the block before climbing.
Mean distance from the block on first attempts in sham (white), short (gray)
and bilateral (black). Each individual performed up to four trials. The
horizontal distance was measured in the same manner as in A. The number of
trials (n) and number of individuals (N) is as follows: sham
(n=36, N=14), short (n=42, N=15) and
bilateral (n=31, N=14). Individuals with bilateral
antennectomies were significantly closer than individuals with short antennae
and shams (P<0.001, GEE). Individuals with short antennae were
significantly closer to the block than shams (P<0.001, GEE). (C)
Shortening antennae changes success for first attempts. Black bars indicate
bilateral antennectomies (n=40, N=16), gray bars indicate
shortened antennae (n=57, N=15) and white bars indicate
shams (n=35, N=14). The first climbing attempt made in each
trial of each individual is counted as either a success or a miss, calculated
as the percentage of first attempts that are misses for a given individual. No
significant differences existed between light and dark. Individuals with
shortened antennae miss less than shams (P<0.05 Tukey means
comparison) and individuals with bilateral antennectomies
(P<0.001, Tukey means comparison). Individuals with bilateral
antennectomies miss more often than shams in (P<0.01, Tukey means
comparison). Letters in B and C indicate the independence of statistical
comparisons whereby if two conditions were not significantly different they
would share the same letter.
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