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<br />an urn to use the hypergrometric model to estimate population size. And if <br />they do not, can experimental design constraints be applied to "force" the <br />animals to behave similar to beans so the hypergeometric model is appro- <br />priate. <br />The intent of this study was to determine whether the length of time <br />between mark and recapture runs affected population estimates, and, if it <br />did, to determine which model assumption(s) were violated. <br /> <br />METHODS <br /> <br />On streams with flows greater than 500 ft.3/sec., two positive elec- <br />trode, boom mounted electrofishing boats were used to collect trout, with <br />each boat collecting trout from either bank to the center of the stream. <br />Two sets of electrofishing runs were made on 3 or 4 consecutive day periods <br />separated by a rest period of 7 to 10 days. <br />On streams with flows less than 500 ft.3/sec., one electrofishing <br />boat with a throwable electrode attached to an extension cord was used to <br />collect trout. Streams were narrow enough such that by keeping the boat <br />approximately in the center of the stream, all available trout habitat <br />could be shocked via the throwable positive electrode. Two sets of electro- <br />fishing runs were made on 2 or 3 consecutive days separated by a 7 to 10 <br />day resting period. <br />All trout captured were marked so they could be identified as having <br />been caught on a specific day. This was done on some streams by notchinq <br />a different fin on each day of electrofishing. On other streams, all trout <br />captured greater than 6" were fitted with uniquely numbered monel metal <br />jaw tags. By marking in this manner, the recapture history of each trout <br />could be determined. <br />Population estimates were made using the Chapman modification of the <br />Petersen estimator (1) (Chapman, 1951). <br /> <br />N = (M + 1) (C + 1) - 1 (1) <br /> R + 1 <br />N Estimated population size <br />M Number captured in 1st sample <br />C Number captured in 2nd sample <br />R Number in C that were also captured in M <br /> <br />Using the various marks, population estimates were made for all possible <br />combinations of pairs of days. <br />The population estimates for each stream section were divided into two <br />groups. The first group, within week estimates, was composed of population <br />estimates made where both the mark and recapture runs were made within the <br />same week. If four consecutive days were electrofished, the maximum amount <br />of time between mark and recapture efforts would be 2 days, i.e., the first <br />(lay would b(' the' mark nm ilnrl loll<' fOllrlll <lilY w011ld hI' 111,. ("(',q""r" ('1111:; <br />('I',-1Idf1 I). 'I'll" l~'\""lld '1""11', 1'ld"I/'" II 'rJf~' I- f'~~1 illl.ll"ll, \iJ;I' ""IIlIJlI,:,.d.d 1"'1'1,1.1 <br />I i,," ""II'"nl"" ~"I"'I'c 111" 111<1,1; <11101 Itct"'I" lilt' IlJll~; W.'1." :';l'I),1tdl(~d l,y 1.11(' "/ I,) <br />10 day restinq ueriod ('l'ab1e 1). 'l'he Ilonparametric sign-rank test was used <br /> <br />23 <br />