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Part I: Seals teeth and whales ears - Scott Polar Research Institute ...

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were stable <strong>and</strong> natural mortality rates were assumed which fitted the other<br />

parameters. (They now appear to have been fairly close to the actual figures). My<br />

calculations resulted in rough estimates of the size of the population in each division<br />

<strong>and</strong> of the annual accession, by sex, to the different (yearly) age classes. In view of<br />

the low average age of the bulls that the calculations showed, I concluded that<br />

measures were needed to raise the stock of breeding bulls in each division to equal<br />

one twelfth of the estimated stock of adult cows, to promote an average harem size of<br />

12. The estimated surplus annual accessions of bulls calculated by divisions on this<br />

basis, <strong>and</strong> tabulated, <strong>and</strong> I calculated from my life tables the sum of surplus bulls at<br />

5,842 in a stabilised population under natural mortality only (see below). It therefore<br />

seemed reasonable to return to a catch quota of 6,000 adult bulls per year, leaving<br />

one division ‘fallow’ (unworked) each year in rotation. But it was clear that this<br />

overall quota should not be divided equally among the divisions, as before, because<br />

the size of their stocks differed. Depending on what subsequent monitoring told us<br />

about the validity/accuracy of these assumptions it should eventually be possible to<br />

exploit all four divisions each year – leaving out the one in four y<strong>ears</strong> ‘fallow’ cycle,<br />

originally introduced as a safety factor.<br />

My calculated estimated surplus annual accessions were Division II, 876, division<br />

I, 1168, divisions III <strong>and</strong> IV, 1899 each. Over the period 1940 -51 the average annual<br />

catch per division had been 1447, 1450, 1675 <strong>and</strong> 1489 in divisions I, II, III <strong>and</strong> IV<br />

respectively. The proposed management plan therefore required a substantial<br />

reallocation of divisional quotas within an overall isl<strong>and</strong> quota of 6,000. This would<br />

have to be phased in over a period. According I calculated <strong>and</strong> proposed quotas, by<br />

division, from 1952 to 1956, when they should be reconsidered in the light of results<br />

from the proposed scientific monitoring <strong>and</strong> commercial results. The proposed<br />

proportional distributions of the sub-quotas between the various divisions appeared<br />

to be reasonable, although division II might require further protection.<br />

This revision of the divisional quotas to bring the contribution into line with the<br />

estimated size of the available surpluses was the most important practical result of<br />

my work in 1951. The setting up of a monitoring programme based on tooth<br />

collections to follow the age distributions was also a key requirement. Considering<br />

the approximations necessary to the calculations I felt remarkably confident that I<br />

had it right! Was I over-confident? Time would tell, but first I had to convince the<br />

Governor to implement my proposals <strong>and</strong> set up the monitoring programme,<br />

including the appointment of a sealing inspector.<br />

Provisional life tables <strong>and</strong> population dynamics<br />

I considered that in principle rational management of the herd should aim at<br />

allowing the bulls to reach an optimum size (that is the time when the year class is of<br />

maximum weight) <strong>and</strong> then catching them before natural mortality has reduced their<br />

numbers too much. Account needed to be taken of the age at sexual <strong>and</strong> breeding<br />

maturity <strong>and</strong> the optimum sex ratio of mature seals. The relationship between yield<br />

<strong>and</strong> effort would also be important.<br />

As a first step I attempted to draw up provisional life table models from the ages<br />

of the seals I had collected. Then from the growth curve (body length) I had<br />

established, converted from length/weight data on elephant <strong>and</strong> other seals, I could<br />

estimate the biomass – the weight of living matter - of each age class in the<br />

421

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