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populations of slow and fast-growing fish. We assumed fish in the <br />"slow" population grew at the rate of upper basin Colorado <br />squawfish (Seethaler 1978), whereas those in the "fast" grew like <br />squawfish in the Osmundson (1986) pond (Figure 2). Because <br />E maturity in upper basin Colorado squawfish begins at about 428 mm <br />TL (6 years of age) (Seethaler 1978) but the pond-raised fish <br />probably would reach this size by their third year (Figure 2), we <br />assumed maturity in both simulated populations occurred at 410 mm <br />TL, 6 years of age for "slow" fish and 3 for "fast." Simulations <br />were made with 80, 90, 95 or 99X annual mortality in the smallest <br />length class, but with 209: annual mortality in subsequent length <br />;g classes. Such rapid, early-life mortality and a reduced, constant <br />rate for later ages is typical of many freshwater fishes (cf. <br />) Weatherley 1972). <br />~ The simulations show fewer fish reach maturity as early-life <br />mortality increases, and that growth rate has a pronounced effect <br />on survival (Table 1). Markedly more "fast" fish reach maturity <br />than do "slow" under each rate of early-life mortality and this <br />3 disparity increases with additional early-life mortality. The <br />effect of increased early-life mortality therefore is much greater <br />on the "slow" population than on the "fast." <br />The combined effect of low survival to maturity and late age <br />~¢ of first reproduction is reduced potential for population growth <br />!~ (cf. Cole 1954). We simulated growth potential of our "slow" and <br />"fast" populations using survival to maturity when early-life <br />mortality was 95 or 999; (data from Table 1). Computation of vital <br />statistics for these populations is shown in Appendix Tables 1 and <br />2. Net reproductive rate (R„ the number of mature female <br />offspring produced in the lifetime of a female parent) is much <br />greater for "fast" than for "slow" females in both simulations. <br />Mean length of generation (G, the mean period between the birth of <br />the parent and that of offspring) is 6.5 years for "fast" fish and <br />8 for "slow." Finite rate of increase (f) is the multiplication <br />factor by which the adult female population wi17 annually grow if <br />that particular value of Ro is maintained. The simulation shows <br />growth potential of the "fast" population is markedly greater than <br />that of the "slow," especially when early-life mortality is 9992 <br />(Figure 4). Weatherley (1972, Chapter 6) gives a similar example <br />of reproductive potential of "slow" vs. "fast" populations, but <br />also considers important differences in size-specific fecundity <br />between populations. Consideration of such differences would make <br />,;~ tt~i d-ispari ty between growth potential of our "slow" and "fast" <br />populations even greater. <br />In addition to precluding rapid growth, temperature regimes of <br />upper basin rivers have another important effect on Colorado <br />squawfish. Water temperature is a cue for spawning of temperate- <br />zone fishes. Colorado squawfish begin spawning when temperatures <br />reach 20-22 C (Hamman 1981, Tyus and McAda 1984, Haynes et al. <br />-112- <br />