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The effects of culling the flying foxes, Pteropus conspicillatus in northern Queensland, and Pteropus poliocephalus in Victoria, NSW and southeast Queensland by Dr Len .Martin, Department of Physiology and Pharmacology, The University of Queensland and Allen McIlwee, School of Tropical Biology James Cook University. Summary The spectacled flying-fox Pteropus conspicillatus is a species integral to the Wet Tropics World Heritage Area ecosystem. It is a highly mobile animal, and electrocution deaths in a single north Queensland (N. QLD) lychee orchard are calculated to have detrimental effects on populations over a wide area. The grey-headed flying-fox P. poliocephalus, the only species of flying fox endemic to Australia, has comparable mobility, and so is also a species at risk because of localised deaths imposed by fruit-growers and Botanic Gardens managers. Both species are seasonal breeders, with peak births and lactation in P. conspicillatus occurring at the same time as the N. QLD orchard electrocution season. Thus the effects of electrocution are much greater than is evident from counts of dead bats on electrocution grids - foetal deaths, abortions in injured females, and the death of suckling young. Pteropus spp. are not capable of rapid reproduction to produce "population explosions". Females do not mature sexually until > 2 years, and bear only 1 young per year. Such an evolved breeding strategy is successful only if animals are long-lived and suffer low mortality rates. Any imposed-mortality has severe effects on population size. Population dynamics, calculated from the limited reproductive potential of Pteropus spp., show that imposed-mortalities as low as 10% per annum, added to a species natural mortality, will push large populations into rapid decline. Current death-rates in a single Queensland orchard will halve P. conspicillatus populations ranging in size from 100,000 - 200, 000 in about 5 years. The proposed culling of 20,000 P. poliocephalus in the Melbourne Botanic Gardens (MBG) will have significant adverse effects. We predict that continuation of the seasonal culling of P. conspicillatus at the rates estimated to occur in one Queensland orchard will lead to rapid declines in populations of P. conspicillatus as large as 50,000 to 800,000, the most likely estimate being over 200,000. Furthermore, because of the mobility of P. conspicillatus, the impact of persistent culling and resultant population decline will spread and endanger the species throughout the Wet Tropics World Heritage Area. Similarly, an ongoing culling of P. poliocephalus in the MBG will not only compromise populations in Victoria, but also in NSW and Queensland and, by adding to the severe mortality burden already imposed on this species by orchard kills, put the species at risk. Introduction This report was originally prepared for a court action aimed at stopping orchard-electrocution of P. conspicillatus in N. QLD. The calculated effects of such imposed-mortality on flying-fox populations have direct application to the issue of culling P. poliocephalus, so we have extended the report to include that species. The report is based on a paper on flying-fox population dynamics which deals with flying-foxes generally (Martin and McIlwee, 2001). A pre-publication version of this paper will shortly be available on the web (address to be determined). In relation to the N. QLD court case, a flying-fox researcher maintained that it is difficult to gather scientifically valid estimates of the sizes of flying fox populations, and argued that since, in his view, there were no valid estimates of P. conspicillatus population sizes in the vicinity of the orchard in question, there was no scientific evidence that orchard electrocutions of P. conspicillatus would cause any significant decline in local or more wide-spread populations or have any significant impact on the Wet Tropics World Heritage Area. However, as well as ignoring the precautionary principle, this advocacy of continuing electrocution ignored the scientifically established facts of the low reproductive potential of P. conspicillatus, and the sensitivity of the species to population decline, under any imposed-mortality, whether by electrocution, shooting, poisoning, or roost destruction. It seems that proponents of the MBG culling of P. poliocephalus are likewise ignoring the precautionary principle, and the sensitivity of this species to any imposed-mortality. Such imposed-mortality occurs in and around many orchards and townships in Queensland, NSW and Victoria. Thus, while we emphasise quantitative estimates based on the imposed-mortality rates of P. conspicillatus in a single Queensland orchard, such deaths cannot be regarded in isolation. They are a significant contribution to a massive on-going mortality imposed on this species. Not only will this particular orchard culling of a perceived "local" population fail to eradicate attacks upon the orchard, but the killings "vacuum effect", where the local population is maintained only through immigration of animals from far a field So too will the culling of P. poliocephalus in the MBG fail to eradicate the problem, but will draw more and more animals into the killing fields from far afield. The reproductive biology and evolved breeding strategy of flying-foxes Despite assertions to the contrary (Tidemann, 1999) Pteropus spp. are not capable of breeding opportunistically, nor are they capable of such rapid reproduction as to produce "population explosions", as is often asserted by proponents of culling. Any apparently large number of bats appearing suddenly in an orchard or township is a result of animals being attracted to a roost site or food source over long distances. Pteropus spp. are long lived, with examples of individuals surviving for more than 20 years in captivity. They are slow to mature sexually. Most females cannot successfully complete pregnancy and rear a young to independence until they are in their third year, although a minority may do so in their second year. Females bear only one young per year after a gestation of approximately 6 months and twins are rare. Pregnant females are also prone to abort in the face of environmental stress. Lactation lasts for 3-5 months. These data come from many sources (for reviews of the literature see Pierson and Rainey, 1992; Martin and McIlwee, 2001) including LMs successful captive breeding colonies of P. poliocephalus and P. alecto (Martin, et al., 1996; Martin and Bernard, 2000). Reproductive characteristics such as these are typical of so-called "survivor species" and such a breeding strategy is successful only if flying-foxes are long-lived and suffer naturally low mortality rates. Seasonal breeding of flying-foxes and its implications Australian flying-foxes are seasonal breeders, in that births occur in the same season each year (Ratcliffe, 1931; Baker and Baker, 1936; Pierson and Rainey, 1992; OBrien, 1993: Martin, 1997). P. conspicillatus has a tightly defined breeding season that does not change significantly from year to year, with peak births occurring in October to December (for full details see Martin and McIlwee, 2001). Thus electrocutions in the N. QLD orchard occur when a majority of females are either late pregnant or suckling young. This timing has two major effects on estimated mortality rates. Firstly, a majority of bats using the orchard are likely to be hungry, late-pregnant or lactating females, and female:male ratios in the orchard are likely to be substantially greater than 1. Secondly, the actual mortality per individual-female-bat-found-dead is likely to be close to 2, due to deaths of orphaned suckling young from starvation. There may also be major unquantifiable adverse effects such as abortion, cessation of lactation, and delayed deaths of injured females in the maternity roost, along with dependent young. Thus the death rates estimated from counts of dead bats on the electrocution system (Booth, personal communication) are likely to significantly under-estimate the true impact on the population. These arguments also apply to any human-imposed killing of P. poliocephalus during its peak birthing season (October to December; Martin, 1997). "Natural" longevity, "natural" and "imposed" mortalities of flying-foxes Based on the longevity of captive animals, their strict breeding season and single young per year, Martin and McIlwee (2001) suggest that Australian flying foxes have evolved in conditions where individuals experience low levels of natural mortality and long survival times in the wild, probably upwards of 15 years (see also Pierson and Rainey 1992). However, due to habitat destruction and persecution, the present "natural" longevity in the wild in Australia is probably much less (Vardon and Tidemann, 1998; 2000; Tidemann, 1999). Tidemann (1999) states that "a maximum age of 10-15 years seems possible" for P. poliocephalus.He also notes that "as with P. alecto... many P. poliocephalus do not survive to maturity". Martin and McIlwee, (2001) demonstrate that it is the longevity (particularly of females) that has the greatest influence on the population dynamics of flying fox populations. It is, therefore, worth distinguishing various "sources" of mortality. One may define "historic" mortality as the "natural" mortality experienced by Pteropus spp. in effectively undisturbed habitat prior to European settlement. In the calculations described below, a 10% per annum death rate and 90% breeding success of adult females are realistic assumptions for "historic" mortality and fecundity (see Martin and McIlwee, 2001). One may define "modern" (increased) mortality as that experienced by Pteropus spp. subsequent to European settlement, and resulting from "unintentional" causes such as widespread destruction of habitat, reduced food sources, less-than-optimal maternity roost sites, micro and macro climate change, extreme "stochastic" climate events etc. Adverse factors that increase mortality are also likely to decrease fecundity. On the basis of discussions with colleagues, published death rates and population models based on the minimum rates of decline in P. poliocephalus and P. conspicillatus (details cited in Martin and McIlwee, 2001) "modern" annual death-rates could well average out at 20-35% deaths per year with fecundity rates as low as 70-80% for adult females. For example, Vardon and Tidemann (1998; 2000) in field studies of P. alecto, found 30% of adult females were non-breeding while juvenile survival rates were extremely low, as little as 43% for females. They calculated that only "approximately one in three females born lives to adult size and reproduces". One may define "imposed-mortality", as that due to intentional, flying-fox-specific causes such as electrocution, shooting, poisoning, maternity-roost disturbance or destruction. Such imposed-mortality is likely to be age independent. The effects of any imposed-mortality on population decline are likely to be additional to the "natural" 10% mortality whether this be historic or modern (Martin and McIlwee, 2001). Pierson and Rainey, in their (1992) review of flying-fox biology, make the point that flying-foxes, "have relatively few predators other than man" and state that, "Though information on age structure and estimates of age-specific mortality rates for Pteropus are lacking, the long life span and low reproductive rate clearly indicate animals with an evolutionary history involving low levels of natural mortality". The obvious corollary of this is that unusually high levels of mortality, either natural or un-natural, will lead to species decline. The question addressed in this report is, how rapid a decline? Absence of adequate field-based data A problem in assessing the vulnerability of Pteropus spp. in the wild is that we do not have sufficient data to construct adequate life-tables. In particular we do not have adequate methods to accurately determine the age of adult females in the wild (Vardon and Tidemann, 1998; Tidemann, 1999). We cannot, therefore, determine age-specific fecundity, or age-specific death-rates. This prevents us from determining the intrinsic (or innate) capacity for increase in wild populations (Andrewartha and Birch, 1954), or the instantaneous rates of increase or decrease. However, using established information on flying-fox reproduction, it is possible, using the classic methods of population dynamics, to calculate population growth statistics using estimates of age-specific fecundity based on captive breeding data and various estimates of mortality that are likely to occur in the wild. This has been done by Martin and McIlwee (2001) who describe, in full, the mathematical basis of the calculations, and the biological bases for the choice of mortality and fecundity rates. Calculation of rates of flying-fox population increase and decline Martin and McIlwee (2001) used the "life-table" approach described in Andrewartha and Birch (1954), and various realistic death rates to calculate the proportion of females surviving (lx) to a given age (x). For simplicity they used death rates that are constant over the life span; ie. a constant proportion of survivors die each year. This may be unrealistic, in that there is much evidence for mammals that neonates and juveniles suffer higher death rates than adults (eg., Vardon and Tidemann, 2000). This means that the growth and performance of wild populations may well be lower than that predicted by the calculations. Values for age-specific-fecundity (mx) are based on those observed in captive colonies, and from samples taken from the wild (Ratcliffe 1932; Martin et al. 1996). Thus mx = 0 for the first year of life of a female, 0 or 0.1 for the second year and remains constant thereafter to year 15, at values ranging from 0.5 (100% of females rear 1 young to independence each year) to 0.375. A neonatal sex-ratio of 1 is assumed for the whole of a females reproductive life, and since only females produce offspring, the maximum mx is 0.5. The death-rates used lead to a relatively small proportion of animals surviving to 15 years. In all of these calculations, it is assumed that all females older than 15 years die or are infertile. A cut-off at 15 years is not incompatible with the species longevity in captivity, and Tidemanns 1999 claim that, "a maximum age of 10-15 years seems possible". The oldest flying fox recovered from the wild after banding was a female P. poliocephalus found dead in August 2000, and estimated by Tidemann to be 12.8 years old when it died. Since Pteropus are seasonal breeders, and births effectively occur close to each maternal birthday, the values of x refer to end of each year of a cohorts life. The net reproduction rate (effectively the number of female young one adult female can rear to independence in her lifetime) Ro, is calculated as å lxmx and is the capacity of the species to multiply in one generation time. In unvarying favourable environmental conditions in which a population of animals can breed without restraint, and birth-rate exceeds death-rate, the population will increase exponentially at a constant (exponential) rate as Nt = N0.erm.t where N0 is the number of animals at time 0, Nt the number of animals at time t, and rm is the "rate constant" - also referred to as the intrinsic capacity for increase in numbers. It should be noted here that if death-rate exceeds birth-rate, all other factors remaining constant, population numbers will decline at a constant exponential rate, and rm is negative. In an exponentially growing or diminishing population: Ro = e rmT and rm = logeR0/T where T is the mean duration of a generation (the duration of a generation is defined as "the mean period elapsing from birth of parents to birth of offspring"). T may be calculated as: å lxmxx/å lxmx. The effects of changing fecundity and mortality rates on growth and decline of flying-fox populations Table 1 lists the calculated values for the intrinsic capacity for increase, generation time and doubling [or halving] time of flying fox populations experiencing various death rates and breeding success (fecundity). It should be noted that these calculations apply to all flying fox populations, regardless of their size. Even in the unrealistic limit case where no bat dies over a 15 year period and all females successfully rear young, a population takes 3 years to double. For the "historic" case of 10% deaths per year and 90% of females successfully rearing young, a population continues to increase, but with a doubling time of over 7 years. If mortality increases to 20% per year a population may continue to maintain itself, or increase slowly, provided fecundity remains at 90%. But if fecundity falls to 75% the population would fall into decline. If fecundity remains at 90% a mortality rate of 23% is needed to cause a population to decline. It is worth noting that, using the Vardon and Tidemann (1998; 2000) data for P. alecto, namely, 70% breeding of adult females, 57% deaths of juvenile females in year 1, and assuming best-case 10% deaths per annum thereafter, a population will decline with rm = -0.0952 and a halving time of 55 years. If annual mortality rate increases to 25 %, populations decline irrespective of fecundity rate, with the halving time decreasing as fecundity rate falls. Thus, with an annual death rate of 25% and fecundity of 75% a population is halved in 6.4 years. With annual mortalities of 30%, population halving times fall from 5.4 years at 90% fecundity to 4.5 years at 75% fecundity. Table 1. A summary of the statistics of population increase and decrease for flying fox populations experiencing different hypothetical survival and fecundity rates.
Figure 1 illustrates some of these cases. It shows how cohorts of a thousand new-born bats, increase or decrease exponentially with time (years) in the relationship Nt = N0.erm.t with various values of rm. Because the changes are exponential (ie., geometric progressions) the results are plotted on a logarithmic scale which gives straight line relationships which are easier to interpret. The horizontal dotted lines show where each population first doubles - or halves. Hypothetical versus real death rates Mortality rates are generally highest in juvenile bats (Tuttle and Stevenson, 1982) and range from 43-75% in P. alecto (Vardon and Tidemann 2000) to 20-40% in smaller, closely related pteropodids [not Pteropus, but closely related species in same family] (Heidemann and Heaney 1989). Thus, the "natural" (no direct human intervention) upper-limit juvenile mortality of 10% per year is very conservative. In discussing death-rates with flying fox researchers and carers, most accept that a 10% per annum "natural" death-rate of adults is not unreasonable. However, all qualify their acceptance by placing it at the low end of the scale (Martin and McIlwee, 2001). In addition, flying foxes must contend with natural catastrophic events, such as droughts and heat waves that have the potential to cause large increases in mortality, particularly among juveniles. For example, in the late 1990s, in maternity roosts in Queensland and NSW, very high day-time temperatures and smoke caused deaths of large numbers of P. poliocephalus and P. alecto of all ages, but particularly juveniles, from dehydration and heat-shock. Hall (personal communication, 2000) observed mass abortions in camps of these species in SE Queensland; 2,000 out 12,000 females aborted near-term foetuses in Beenleigh in 1978; large numbers of aborted foetuses were observed in the Indooroopilly camp in 1983. Also Tidemann (1999) states for P. poliocephalus, "Notwithstanding the mobility (and adaptability)... large groups of animals sometimes perish, even in core areas of the range, during periods of widespread or extended food shortage". For P. conspicillatus in N. QLD, an on-going cause of high death-rates in both adults and juveniles has been infestations with ticks and subsequent paralysis (Mclean, personal communication, 2001). Our models make it clear that flying-fox populations can recover only slowly from such events. It would seem our "natural" (i.e. pre-European) 90% fecundity and 90% survival baseline estimate is highly conservative, in the face of habitat destruction, natural stochastic events and direct exploitation by humans. Thus, we view "modern" baseline mortality rates in the range of 20-30% per annum as realistic. Likewise, given Vardon and Tidemanns observation that 30% of adult female P. alecto sampled in the wild were non-breeding, "modern" fecundity rates as low as 70-75% are not unreasonable. These two adverse effects on populations (namely, high mortality and low fecundity) are also likely to be closely linked, such that changes in one will have a direct additive effect on the other. Figure 1. Exponential increases and decreases in numbers of flying-foxes over 15 years under the effects of varying survival (S) and fecundity (F) rates.
Calculating the effects of culling Age-independent death-rates effectively model the situation where a significant number and constant proportion of animals die each year from imposed-mortality. In other words, most deaths are not related to ageing. Thus, given the "natural" longevity of Pteropus in captivity, the death-rates used to compute the population changes in figure 1 can effectively be equated to "harvesting" rates. In contrast to deaths imposed by shooting, stochastic disaster, or intentional electrocution, most "natural" deaths are likely to be unperceived. In relation to actual and perceived death-rates any perceived "human-imposed" death-rate would have an additive effect on the unperceived "natural" death-rate. This means that a perceived imposed death-rate of 10% per annum by intentional electrocution, or other form of culling, adding to an unperceived natural death rate of 10% will produce a total death-rate of approximately 20% and, given an adult fecundity of 90%, the population will remain close to stasis. At this fecundity, any imposed death-rate greater than 12% will cause population decline. If adult fecundity is below 90% and unperceived "natural" death-rate is higher than 10%, any imposed-mortality leads to greater and greater population declines. So, with a "natural" death rate of 20% and adult fecundity of 80%, an imposed mortality of 10% will lead to a halving of the population in less than five years. On the basis of these relationships one can calculate the effects of a known harvesting rate on a population of any given size. A subsection of flying-fox researchers argue that it is difficult to produce scientifically valid estimates of flying-fox population sizes that are acceptable to all flying fox researchers. Though the effects of culling practices depend on the size of a population at risk, this "lack of knowledge" does not pose any obstacle to calculating, for example, the impact of observed deaths on local flying fox populations. This is because realistic estimates of natural mortality and fecundity can be used to work "back" from any known amount of culling to calculate the size of a population that would be put into rapid decline by such culling. The basis for the following calculations are the same as those presented above, namely: all females are dead/ infertile after year 15; there is a "natural", age-independent death-rate; a constant age-independent adult fecundity; "imposed" death-rates are age-independent, and additive with the "natural" death-rate; processes associated with "imposed" death-rates do not affect fecundity. This last assumption may not be tenable, as will be evident in the discussion of electrocution. In calculating how big a population will go into serious decline in response to a given electrocution rate, we have used three "natural" death and fecundity rates: 10% annual natural mortality with 90% fecundity; 20% annual natural mortality and 80% fecundity; 25% annual natural mortality and 75% fecundity. What are the effects of electrocutions of P. conspicillatus in a single N. QLD orchard? In November-December 2000, counts of newly-killed bats on a N. QLD orchard electrocution grid, made on four nights over a two week period, averaged 378 animals per night. However, these counts do not allow for deaths of severely injured animals away from the grid, or for bodies that fell from the grid. A 10% adjustment upwards to account for uncounted deaths is not unrealistic. On the basis of an 8 week, 7 nights a week electrocution season, we calculate that in this orchard alone some 21,168 to 23, 284 bats were killed. Since this kill occurred at the peak of the birth and lactation season it is likely that the population entering the orchard comprised more than 50% females. We have therefore assumed at least 50%, and possibly 70% of animals killed were adult females. Thus there are 4 likely values for total adult-female-kills of: 10,584; 14,817; 11,642; and 16,298. Table 2 demonstrates the size of population of a given natural mortality and fecundity that would be put into rapid decline (halving time of 5 years or less) by the current seasonal slaughter rate of adult female P. conspicillatus in this one orchard. Table 2. The relationship between the natural mortality and fecundity of a flying-fox population, and the size of population that is put into rapid decline by a given killing rate. The 4 kill rates used are based on the current rate of killing adult female P. conspicillatus in one season in the one orchard: columns 1 & 2, respectively, assume 50 and 70% of counted dead are female; columns 3 & 4, are as for columns 1 & 2 but assume the counts underestimate deaths by 10%. The figures in brackets are the times to halve each population, in years.
In other words, at the current killing rate of adult females, this one orchard will cause rapid declines in P. conspicillatus populations ranging in size from 52,920 to 814,950. The first figure is best-case scenario, the last figure the worst case. Given likely natural mortality and fecundity the most probable estimate is 100,000 to 200,000. However, the table does not take into account deaths of foetuses and neonates resulting from maternal deaths, or maternal injuries with consequent abortion, failure of lactation, rejection of young, etc. Allowing a fecundity rate of 70% in adult females [note here that, if the fecundity rate is higher, so too is the foetal/neonatal death rate], additional foetal and neonatal deaths arising from the four estimates of adult female deaths alone, are 7,408, 10,372, 8,149 and 11,409 respectively, and could well be higher. If these numbers represent 10% of a population, then populations experiencing an additional year 1 mortality of 10%, are calculated as respectively: 74,080; 103,720; 81,490; & 114,090. Add this 10% "unperceived" kill of juveniles in this orchard to the adult mortality, and the most-likely size of population driven into rapid decline by the kill goes up accordingly. Thus we should be concerned about a decline in a population of more than 200,000 flying foxes, all within feeding range of the farm. Add the impact of generalised habitat destruction plus kills on electrocution grids in other orchards across the region, and it is easy to see how P. conspicillatus throughout the entire WTWHA may be at risk of extinction. Ten additional orchards with kill rates comparable to those cited above, and flying fox populations ten-times the size those calculated above will result in a rapid decline of 2,000,000 to 8,000,000 flying foxes - animals whose importance has been noted by Vardon and Tidemann (1998) who emphasised, "the vital role they play in maintaining ecosytems", as did Tidemann and Vardon (1997) who stated that: "flying foxes, by dispersing pollen and seeds, are pivotal to ecosystem maintenance". Deaths of P. poliocephalus in Queensland, NWS and Victoria Like P. conspicillatus, P. poliocephalus are vulnerable to habitat loss and culling by humans. A recent census in NSW by Eby et al. (1999) and in Queensland by Birt, (unpublished data) estimate the total population of P. poliocephalus to be 360,000 - 400,00. These figures represent a decline of 35% over the past decade, when compared to a 1989 count of 566,000 from 15 of 23 known camps (Parry-Jones, 2000). Using the methods described for P. conspicillatus, Martin and McIlwee (2001) calculated that with a 90% fecundity, the rate of decline experienced by P. poliocephalus equates to a 25% mortality rate across all age classes. Culling rates by NSW growers were estimated by Richards (2000) to be as high as 10% of the population, but this estimate (ie. 30,000 bats per annum) was based on only 7% (of a total of 1500 orchards) shooting 10 bats per night for 30 days of the fruit-harvesting season. The actual kill could be much higher. Apparently, electrocution grids are used illegally in NSW and there is at least one legal action in progress (Lunney, personal communication, 2001) Tidemann et al. (1999) state that as many as 100,000 P. poliocephalus are killed annually. Put in this context, the proposed cull of 20,000 animals in the MBG is a significant addition to the already severe mortality placed on the species. In November 2000, the NSW scientific committee of the NSW National Parks and Wildlife service issued a Provisional Determination, listing P. poliocephalus as a vulnerable species. The Federal department of the environment is currently considering the status of the species. In March 2001, the Victorian Minister for the Environment rejected the recommendation of the scientific committee of the Victorian National Parks and Wildlife service, that P. poliocephalus be placed on the vulnerable species list. The processes leading to the decision to cull P. poliocephalus in the MBG, seem to us to be far from transparent. Had it been a university-based research proposal to ARC or NH&MRC it would have had to be have been passed by the appropriate insitutional ethics committee. Furthermore, there is a very good chance that it would have been rejected on several grounds: (a) that, the proponents had failed to adequately substantiate the hypothesis that such culling of bats would solve the problem by preventing any flying-foxes from roosting in the MBG; (b) that, the proponents had failed to adequately document likely outcomes; (c) in particular, given the known mobility of the bats, the proponents had failed to take into account the likelihood of animals killed in the gardens simply being replaced by animals from further afield; (d) that given the species' scientifically accepted vulnerable status, it would be unacceptable to slaughter so many bats on the basis of a dubious hypothesis. The mobility of flying-foxes and its implications It is well known that Pteropus can move many kilometres to abundant food sources; Pierson and Rainey (1992) emphasise that, "Foraging areas are almost always separated from roosting areas. On large land masses, animals may travel 40-60km". Indeed they may do so every night, and P. conspicillatus and P. poliocephalus are no exceptions. Thus any animals attacking a given orchard or Botanic Gardens cannot be regarded as an isolated population.. Indeed, this view is supported by Tidemann (2000) who, in arguing that electrocution of P. conspicillatus in a N. QLD lychee orchard would not have significant adverse effects, stated that, "In any event, a localised reduction in numbers of spectacled flying-foxes is likely to be counterbalanced by individuals flying in from elsewhere. The mobility of spectacled flying foxes is unknown, but... satellite tracking studies of grey-headed flying foxes... have revealed one individual that flew 500 kilometres in less than a week. It is not known if spectacled flying-foxes have a comparable capacity for long-distance flight, but it is known that they are highly mobile animals". It surprises us that a similar view was not put forward by the proponents of the culling of P. poliocephalus in the MBG. Let us expand on this. P. poliocephalus and P. conspicillatus may routinely forage over 50km per night. If there is a good food source, individuals will move from distant roost sites to ones closer to that food source. Similarly, if there is a good food source and bats from a local roost are being killed, bats from more distant areas will move into vacancies in that roost. Thus, to a grower or botanic gardens manager killing the animals, there will be a perception of "millions" of animals - a never-ending supply - and a misconception that the animals breed like rats and mice. The ecological term for such movement into a cull site is "source-sink dispersal" (Pulliam, 1996); the site of culling is the "sink" into which animals move from surrounding "source" areas. Vardon and Tidemann (2000) even suggest that such is likely to occur with P. alecto, "given the species high mobility", and they hypothesise that, "the source would be the north-eastern Australian range of P. alecto and the sink northern New South Wales and southern Queensland". Thus, not only will any orchard or Botanic Gardens culling of a perceived "local" population fail to eradicate problem damage, but the killings will produce a population sink, a pteropucidal "black hole" which will drag animals into it from far afield. The image of a black hole and its irresistible gravitational force sweeping everything into its maw is a not unreasonable metaphor. The culling produces a local vacant niche, which then becomes occupied by animals moving into it from further afield, which are then killed, so producing a local vacant niche which then....and so on. It seems self-evident that the culling of P.conspicillatus in a single orchard will affect populations over a broad span of the surrounding Wet Tropics World Heritage Area. Similarly the culling of 20,000 P. poliocephalus in the Melbourne Botanic Gardens will draw other bats in and affect populations as far afield as NSW. Apropos the MBG, important questions remain. For how long does the MBG propose to continue culling? How many bats, in total, do they propose to kill? References ANDREWARTHA, H.G. AND BIRCH, L.C. (1954) The Innate Capacity for Increase in Numbers, in The Distribution and Abundance of Animals, The University of Chicago Press, Chicago, pp. 31-54. BAKER, J.R. AND BAKER, Z. (1936) The seasons in a tropical rain forest (New Hebrides). Pt. 3. Fruit Bats (Pteropidae). J. Linn. Soc. (Zool.). 40, 123-142. EBY P, RICHARDS, G, COLLINS, L AND PARRY-JONES, K. (1999). The distribution, abundance and vulnerability to population reduction of a nomadic nectarivore, the Grey-headed flying fox, Pteropus poliocephalus in New South Wales, during a period or resource concentration. Australian Zoologist. 31:240-43 HEIDEMAN, P.D. AND HEANEY, L.R. (1989) Population biology and estimates of abundance of fruit bats (Pteropodidae) in Phillipine submontane rainforest. J. Zool. (Lond.) 218: 565 586. MARTIN, L (1997) What regulates breeding season in Australian Flying foxes (genus Pteropus)? Proceeding of the Australian Society for Reproductive Biology 27: 100. [reprinted 1999 in The Australas. Bat Soc. Newsletter 12: 9-11.] MARTIN, L. AND MCILWEE, A. (2001) On the intrinsic capacity for increase of Australian flying foxes (Pteropus spp. Megachiroptera) Australian Zoologist (submitted). Available on A. McIlwees web-site: http://www.jcu.edu.au /soc/ bushwalk/ flying_fox.htm. MARTIN, L. AND BERNARD, R.T.F. (2000) Endocrine Regulation of Reproduction in Bats: the Role of Circulating Gonadal Hormones in Reproductive Biology of Bats, editors, Crichton, E.G. and Krutzsch, P.H., Academic Press, London, pp. 27-64. MARTIN, L., KENNEDY, J.H., LITTLE, L. LUCKHOFF, H., O'BRIEN, G.M., POW, C.S.T., TOWERS, P.A., WALDON, A.K., AND WANG, D.Y. (1996) The reproductive biology of Australian flying-foxes (genus Pteropus). Symposium Zoological Society of London, 67: 167-184. O'BRIEN, G.M. (1993) Seasonal reproduction in flying-foxes, reviewed in the context of other tropical mammals. Reproduction Fertility and Development, 5: 499-521. PARRY-JONES, K (2000) Historical declines since the early 1900s, and current mortality factors and abundance of the grey-headed flying fox in NSW. Submission to NSW scientific committee regarding the status of the Grey-headed flying-fox Pteropus poliocephalus. Proc. Workshop to Assess the Status of the Grey-headed Flying Fox in NSW. P56-65. Available on the ABS website: http://batcall.csu.edu.au. PIERSON, E.D. AND RAINEY, W.E. (1992) The Biology of flying-foxes of the Genus Pteropus: A Review. Pp 1-17. In Pacific Island Flying-foxes: Proceedings of an International Conservation Conference. Biological Report 90 (23) US Department of the Interior, Fish and Wildlife Service, Washington, DC. PULLIAM, H.R. (1996) Sources and sinks: empirical evidence and population consequences. Pp45-69 in Population Dynamics in Ecological Space and Time. ed. Rhodes, O.E.Jnr, Chesser, R.K. and Smith, M.H., University of Chicago. RATCLIFFE, F. (1931) The flying fox (Pteropus) in Australia. CSIR Bull. 53:1-81. RICHARDS, G.C. (2000) Submission to NSW scientific committee regarding the status of the Grey-headed flying-fox Pteropus poliocephalus: The extent of flying fox culling in orchards and industry attitudes to the NPWS permit system. Proc. Workshop to Assess the Status of the Grey-headed Flying Fox in NSW. 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(1998) Reproduction, growth and maturity in the black flying fox, Pteropus alecto (Megachiroptera: Pteropodidae). Aust. J. Zool. 46: 329-344. VARDON, M.J. and TIDEMANN, C.R. (2000) The black flying fox (Pteropus alecto) in north Australia: juvenile mortality and longevity. Aust. J. Zool. 48: 91-97. |
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