Weight-length data were compiled from 289 redear sunfish Lepomis micro
lophus populations. We applied the regression-line-percentile (RLP) te
chnique to weight-length data for 150 redear sunfish populations to de
velop a new 75th-percentile standard weight (($) under bar Ws) equatio
n. The proposed RLP ($) under bar Ws equation, log(10)($) under bar Ws
= -4.968 + 3.119log(10)TL where ($) under bar Ws is the standard weig
ht in grams and TL is the total length in millimeters, is valid for fi
sh greater than or equal to 70 mm TL. The English-unit equivalent, log
(10)($) under bar Ws = -3.263 + 3.119log(10)TL where ($) under bar Ws
is the standard weight in pounds and TL is the total length in inches,
is valid for fish greater than or equal to 3 in TL. We used the remai
ning 139 independent populations to evaluate the current [log(10)($) u
nder bar Ws = -5.164 + 3.227(log(10)TL)] and RLP ($) under bar Ws equa
tions for any length-related biases. We confirmed that the current ($)
under bar Ws equation is length-biased. That is, relative weight (($)
under bar Wr) values significantly decreased with increasing fish len
gth for far more populations (N=45) than they increased (N=7). We test
ed the proposed RLP ($) under bar Ws equation with the same 139 popula
tions, and found no consistent length-related bias in Wr values calcul
ated with the proposed RLP ($) under bar Ws equation (N=38, 29). Thus,
We recommend the use of the proposed RLP ($) under bar Ws equation fo
r redear sunfish.