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TITLE PAGE - acumen - The University of Alabama

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area using wetted stream area estimates. For each cave, yearly size-frequency distributions were<br />

constructed and compared for annual variability using pairwise Kolmogorov-Smirnov (K-S)<br />

tests. K-S tests were performed in program R version 2.14.0 (R Development Core Team, 2008).<br />

Secondary production<br />

Annual crayfish production for each size-class was estimated using the following<br />

formula:<br />

where G = annual instantaneous growth rate (g g -1 AFDM yr -1 ) and<br />

= mean biomass (g AFDM<br />

m -2 ; Huryn & Wallace, 1987a). Variation in growth rates and biomass was accounted for in these<br />

analyses using a bootstrapping technique (see Efron & Tibshirani, 1993; Whitmore & Huryn,<br />

1999). For G, the annual growth rates were randomly resampled with replacement and a<br />

regression equation was then calculated for the size-specific annual growth rate <strong>of</strong> the randomly<br />

generated data. This procedure was replicated 1000 times.<br />

For , the estimated variance for the population sizes provided by Program MARK was<br />

entered into the Normal Distribution function in Micros<strong>of</strong>t Excel 2010 and 1000 random<br />

population sizes were generated. Each randomly generated population was then distributed<br />

among size-classes using the cumulative size-frequency distribution. This approach allowed the<br />

calculation <strong>of</strong> annual production for different year-classes, which were then summed to estimate<br />

total annual production. Estimates <strong>of</strong> P and<br />

were compared among caves using pairwise twosample<br />

randomization tests (Manly, 1991).<br />

Trophic basis <strong>of</strong> production<br />

Because gut content analyses were not conducted during this study, upper and lower<br />

limits <strong>of</strong> resource demand for O. australis were estimated by assuming that they consumed either<br />

107

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