First records on habitat use of semi-feral cattle in southern forests: topography reveals more than vegetation

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     NICOLÁS SEOANEHabitat use of semi-feral cattle1

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    First records on habitat use of semi-feral cattle in southern forests: topography reveals3

    more than vegetation 4

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     Nicolás Seoane6

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    Laboratorio Ecotono, Universidad Nacional del Comahue, Quintral 1250, (8400) Bariloche,8

    Argentina. (Email: [email protected]) Tel. +54 (02944) 4233749

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     NICOLÁS SEOANE ABSTRACT  24

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    While the presence of cattle in forests is quite common, how they use the habitat is often26

    overlooked. When this is examined, most studies focus on measurements of the vegetation27

    variables influencing habitat selection. This current study provides a suitable model to study28

    habitat use by livestock in forested areas. The model was applied to data from semi-feral cattle in29

    order to obtain the first description of their habitat use in southern forests. Furthermore, the30

    model accounted for individual variability, and hinted at population patterns of habitat use. The31

     positions of four individual animals with GPS collars were recorded during four months in a32

     Nothofagus (southern beech) forest in Patagonia (Argentina). By projecting these GPS location33

    data into a geographical information system (GIS), a resource selection probability function34

    (RSPF) that considers topographic and vegetation variables was built. The habitat use of semi-35

    feral cattle in southern beech forests showed a large interindividual variability, but also some36

    similar characteristics which enable a proper description of patterns of habitat use. It was found37

    that habitat selection by cattle was mainly affected by topographic variables such as altitude and38

    the combination of slope and aspect. In both cases the variables were selected below average39

    relative to availability, suggesting a preferred habitat range. Livestock also tended to avoid areas40

    of closed shrublands and showed a slight preference for pastures (meadows). This result suggests41

    that cattle are showing adaptations to the major features of these mountainous forests due to42

    ferality. Furthermore, these results are the basis for management applications such as predictive43

    maps of use by semi-feral livestock.44

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     NICOLÁS SEOANEKEYWORDS 47

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     Nothofagus forests; beef cattle; semi feral cattle; resource selection probability functions (RSPF);49

    GPS tracking; habitat distribution modeling. 50

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     NICOLÁS SEOANEINTRODUCTION 70

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    Cattle ( Bos taurus) are an important species for forest dynamics globally, and the originally72

    domesticated animals have transgressed to become semi-feral to feral again in many areas73

    (Decker et al. 2015, Berteaux and Micol 1992, Hernandez et al. 1999, Baker 1990, Atkinson74

    2001, Lazo 1994). Livestock can affect the diversity and structure of plant communities75

    (Coughenour 1991, Cingolani et al. 2008) mainly through diet selection (Rook et al. 2004), but76

    also due to indirect actions such as changing the distribution of nutrients and compacting the soil77

     by trampling (Milchunas et al. 1998, Cingolani et al. 2008). Thus, it is possibly one of the main78

    ecosystem engineers for these environments, as has already been demonstrated in grasslands79

    (Jones et al. 1997). Although the impacts of cattle are often studied, their habitat use, which80

    would allow a comprehensive understanding of the livestock-forest ecological system, has81

    generally been overlooked.82

    Southern beech forests (i.e., Nothofagus forests) in Patagonia have been used to raise83

    cattle since the late 19th century. The traditional management involves extensive cattle ranching84

    in the forest. But occasionally and for different reasons, some animals escape the herd,85

    establishing feral populations (Atkinson 2001, Veblen et al. 1996). Although feral cattle can be86

    found in many areas of the Nothofagus forests in Patagonia (Novillo and Ojeda 2008) and New87

    Zealand (Howard 1966, Veblen and Stewart 1982), no studies have been performed on their88

     behavior or habitat selection in southern forests. Additionally, many levels of ferality already89

    exist depending on contact with human settlements, hunting pressure, isolation time, etc.90

    The proportion of time an animal spends in a location to meet their biological demands91

    defines its habitat use (Beyer et al. 2010). As resources are often heterogeneously distributed,92

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     NICOLÁS SEOANEindividuals need to explore multiple environments to satisfy their needs (Law and Dickman93

    1998). Therefore, the selection of habitats is a key feature of behavior and population dynamics94

    (Morris 1987). This is especially relevant for large herbivores, because their distribution on the95

    landscape can decisively influence the productivity and biodiversity of fields and pastures96

    (Bailey and Provenza 2008).97

    There are multiple relationships between livestock and their environment but one of the98

    major ones is the change in the heterogeneity of vegetation produced by foraging (Adler et al.99

    2001). In the case of forests, despite having high heterogeneity and frequent cattle presence,100

    there is no systematic review of the resulting ecological processes due to the introduction of this101

    herbivore worldwide. Furthermore, it is common to have little or no information about the102

    activity patterns of semi-wild cattle in general, which makes their management even more103

    difficult. Some studies that have been conducted in different forests account for diet selection104

    along seasons (Marquardt et al. 2010) or in relation to anthropogenic changes, usually due to105

    forest management practices (Roath and Krueger 1982, Kaufmann et al. 2013). In these studies,106

    vegetation type and topography were the most common variables to explain habitat selection by107

    cattle in forests.108

    A variety of technological and statistical tools can be applied to study habitat use. Among109

    the first, radiotelemetry and GPS devices allow for accurate and frequent data collection on110

    animal location, which facilitates the development of mechanistic models of habitat use and111

    movement (Beyer et al. 2010). Therefore, their use is widespread (Johnson et al. 2004, Ungar et112

    al. 2005, Cagnacci et al. 2010, Peinetti et al. 2011). In addition to these data collection methods,113

    habitat use can be modeled by resource selection functions (RSF) and resource selection114

     probability functions (RSPF) that estimate the probability that a given environment has been115

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     NICOLÁS SEOANEused by an animal (Boyce and McDonald 1999, Beyer et al. 2010). Thus, the RSFs provide a116

    framework for developing an ecological theory of habitat use and allow linking landscape117

    ecology and population biology (Boyce and McDonald 1999, Boyce 2006). One way to build a118

    RSPF with GPS data is to model the intensity of use in sampling units, relating the relative119

    frequency of records per unit to the environmental features of such sampling units (Nielson and120

    Sawyer 2013).121

    The objective of this study was to evaluate the habitat use of semi-feral cattle in southern122

     beech forests as no current data or a common methodology exists for this purpose. Furthermore,123

    the use of vegetation variables is usual in studies on habitat use by cattle, but the role of124

    topography could be of importance especially in mountainous areas, yet is often overlooked.125

    Specifically, this study address the following questions: (i) What is the habitat use of semi-feral126

    cattle in Nothofagus forests?; and (ii) Are the vegetation variables of the landscape more127

    important than topography for habitat use by cattle?. These research questions were addressed by128

    using a utilization distribution approach and the construction of a resource selection probability129

    function (RSPF) which included topographic and vegetation variables.130

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    METHODS 133

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    - Study Area 135

    The study was carried out in the Llodconto Valley, Northwest Patagonia (Rio Negro, Argentina).136

    The valley is within the Nahuel Huapí National Park, between 41º21' and 41º27' south latitude,137

    and 71º31' and 71º41' west longitude, at an elevation ranging from 920 to 2000 m.a.s.l.. It is a138

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     NICOLÁS SEOANEmountainous area with cold-temperate to moist-cold climate with prevailing westerly winds. The139

    summers are dry and winters rainy, with a mean monthly temperature ranging from 2.4ºC in July140

    to 12.9ºC in January. The area is part of the Andean-Patagonian forest and includes a wide141

    variety of habitats such as forests, shrublands, meadows, burned forest, riparian and high142

    mountain areas. The dominant species is Nothofagus antarctica which is one of the main143

    components of both forests and shrublands. Other species such as the Nothofagus pumilio tree,144

    the Schinus patagonicus shrub, and the Chusquea coleou bamboo are also abundant. An145

    uncertain number of free-ranging cattle inhabit the valley and are traditionally and minimally146

    managed by local people only during the summer months.147

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    - Data collection and explanatory variables149

    In order to capture the animals, an enclosure located at the center of the valley was used to herd150

    the animals into. Four female adults caught in 2012 and one more caught in 2013 were fitted151

    with custom-made GPS collars (GPS Module ZX4120 and Amicus GPS Shiled Antenna, ©152

    Crownhill Associates Ltd.). These GPS collars store data on board and recapture was necessary153

    to recover the data. Each collar was set to record location every ten minutes and these records154

    were later screened by hour in order to standardize the records and eliminate the unacquired data.155

    All capture and handling methods used in this study met the standards of animal welfare156

     practices recommended for scientific research (Rollin and Kessel 1998, Gannon and Sikes 2007).157

    All research was approved by the proper authorities of the protected area.158

    Topographic mapping and spatial statistical analysis were conducted using Quantum159

    GIS™ software (QGIS™) version 1.8.0 using a digital elevation model (ASTER GDEM) as the160

    data source. Animal locations were overlayed on the digital elevation model and a minimum161

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     NICOLÁS SEOANEconvex polygon (MCP) with a 200 meter buffer was used around the complete set of GPS162

     positions to define our study area. One thousand sampling units of 100 meters radii each (i.e.,163

    sampling unit area= 0.03km2) were allocated randomly inside this area.164

    Habitat types were assigned for each sampling unit by means of a visual classification on165

    Google Earth (© Google Inc.), identifying the following vegetation types: forests, shrubland,166

     burned areas, meadows, open areas (vegetation cover 0.6) were not used together in the same model. Squared177

    elevation and slope were included in the models for the purpose of evaluating preferred ranges of178

    use by animals. In order to account for a strong regional climatic pattern, the interaction between179

    slope and NWness was also considered since steep and northwest exposed slopes are generally180

    arid, with short vegetation and low coverage.181

    182

    - Data analysis 183

    There are several ways to model habitat use. The most widely used include the GLMs and related184

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     NICOLÁS SEOANEmodels (Guisan and Zimmermann 2000), but multivariate approaches (Clark et al. 1993, Burke185

    et al. 2013), GIS-based habitat suitability models (Osborne et al. 2001, Store and Jokimäki186

    2003), individual based models (Railsback and Harvey 2002), artificial neural networks187

    approaches (Özesmi and Özesmi 1999), and maximum entropy modeling (Baldwin 2009) also188

    exist. Here I applied a utilization distribution approach described by Nielson and Sawyer (2013)189

    to develop the RSPF because it accounts for intensity of use among habitats and is unbiased in190

    the face of temporally correlated animal location data.191

    The utilization distribution approach allows the modeling of habitat use by using the192

    relative frequency of positions within each sampling unit as an empirical estimator of the use193

    distribution (Millspaugh et al. 2006). This relative frequency of positions was used as a response194

    variable in a generalized linear model (GLM) with negative binomial distribution that accounts195

    for over-dispersed count data. In order to relate the observed counts in a sampling unit with the196

    total number of positions recorded for each animal, an offset  term was included, thus allowing for197

    estimating the probability of use by individual  (  [i]/total , references below).198

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    Thus, the RSPF was set as follows: 200

    θ  , μnomial  NegativeBi y ii ~  201

    ...orest.Wness.uggedness.lope.levation.lnln 54321   iiiii0i  f  β  N  β r  β  s β e β + β +total = μ  202

    203

    where:204

     yi = number of observations at the i-th sampling unit;  = relative frequency in each sampling205

    unit by animal;  = overdispersion parameter; total  = number of recorded positions in the whole206

    study area by animal; i = sampling unit with associated habitat covariates.207

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     NICOLÁS SEOANESeveral models exploring different combinations of predictor variables were fitted for208

    each animal and compared using the Akaike information criterion (AIC). The overdispersion209

     parameter of the negative binomial distribution was estimated simultaneously with the models210

    using the glm.nb function in R (Venables and Ripley 2002, R Core Team 2013 version 3.0.2). A211

    set of ecologically plausible models was chosen to work with all animals based on a stepwise212

    regression. The package glmulti (Calcagno and Mazancourt 2010) was used as a tool for quickly213

    identifying the best models for each animal. The deviance (Guisan et al. 2000) was used as a214

    goodness of fit indicator.215

    A population-level model was then developed considering each animal as an216

    experimental unit, which reflects the individual nature of resource selection (Marzluff et al.217

    2004, Millspaugh et al. 2006). A single set of covariates was selected considering the comparison218

    among models and the biological relevance of the variables. The estimated coefficients, variance219

    and confidence intervals were calculated for each parameter of this general proposed model.220

    The coefficients of the population model were calculated according to: 221

     ̂ ̄βk =1

    n ∑  β̂kj

     222

    where ̂ ̄βkj  is the estimated coefficient k  for each individual j ( j=1,2,3,4) and n is the total number223

    of animals (n=4).224

    The variance of the estimated coefficients for the population model was computed as:225

    Var (  ̂ ̄βk )=   1n−  1∑ j=  1

    n

    (  ̂βij−   ̂̄βij)2

     226

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    228

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     NICOLÁS SEOANERESULTS 230

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    A total of 2575 position records (an 87% fix rate for the GPS collars) was obtained from 4 of the232

    animals. One of the collared animals could not be relocated during the study and therefore was233

    not recaptured.234

    Based on the fitted models for each animal, the general pattern observed that topographic235

    variables were always more important than vegetation. Given the full additive model (not shown)236

    as an example, the only meaningful variables for all animals were elevation, aspect and the237

    interaction between slope and NWness. In all cases, topographic variables had negative238

    coefficients because the animals preferred elevations below the available mean in the landscape239

    and avoided hillsides with northwestern exposure and steep slopes. The vegetation variables240

    showed different tendencies for each individual and in most cases were not significant (p > 0.05).241

    The burned areas and shrubs had a tendency of being avoided by cows 1 and 2 but were242

     preferred by cow 3, which also preferred wet meadows. Forest habitat had low coefficients for all243

    the animals with values near zero, which showed no tendency to be selected, either in favor or244

    against.245

    By means of a step-by-step selection procedure over all the models, five plausible246

    ecological models were selected for each animal in order to use them as a RSPF for semi-wild247

    cattle (Table 1). These models were among the best ten for each animal. It can be seen that all248

    models have as variables elevation, some aspect indicator, its interaction with slope, and in some249

    cases the vegetation types with greater selection: shrubs and meadows. The coefficients of these250

    five models for all the animals are summarized in Appendix 1.251

    The most parsimonious models for each animal (Table 2) were significantly different252

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     NICOLÁS SEOANEfrom the null model (p

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     NICOLÁS SEOANEDISCUSSION 276

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    Using GPS logs and an approach that takes into account the intensity of use, a RSPF that278

    accounts for topography and vegetation was built for semi-wild cattle in the Andean-Patagonian279

    forest. This study shows that habitat use by livestock in these forests has a large inter-individual280

    variation but also common features that would allow a description of a pattern of use.281

    Topographic variables affected the probability of habitat use by cattle to a greater extent than282

    vegetation types. In the general proposed model, for instance, a change in a single standard283

    deviation unit of elevation (~ 300 meters) resulted in a threefold increased in the probability of284

    use (Table 3) and the squared slope has a similar role in some of the alternative models (Table 1).285

    This suggests that terrain features have a leading role in defining the use of space by livestock,286

     perhaps as an adaptation due to the long history of use and because topography is important in287

    these mountainous forests.288

    Some common features such as the preferred elevation range and the tendency to prefer289

    meadows suggests that it would be possible to describe a population-level home-range for a more290

    comprehensive description of habitat use. In this regard, the squared elevation would play an291

    important role in defining a preferred elevation range, although there seems to be a high292

    variability among individuals. This variability could be modeled by a RSPF with hierarchical293

    formulation. Cattle tend to slightly avoid shrubland (Table 3). This may be due to a lower294

     proportion of trails in this type of thick vegetation, in contrast to other more open areas or those295

    that offer better protection from snow, such as forest. Moreover, these paths are unusable in the296

    winter. In this scenario, the availability and network of trails would play an important role in297

    defining the population-level home-range of cattle, and therefore, in determining habitat use. At298

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     NICOLÁS SEOANEthe same time, use by livestock has created the paths over time, so there is a reciprocal process299

    that shows a type of population memory process.300

    The response variable used in this study proved to be appropriate and useful as it301

    describes the habitat use of cattle in probabilistic terms. However, the experimental design has302

    limitations that must be made explicit. This includes the low sample size of animals. However,303

    the different trajectories and spaces used by the sampled individuals suggest that the study was304

    able to capture considerable variability in resource use by cattle (Figures 1 and 2) and even305

    studies with one GPS-collared animal have accomplished some general features in the behavior306

    of a herd (Moritz et al. 2010). Another limitation is the temporal span of the data collection. As307

    the data collection period occurred between the months of April and July, it can be assumed that308

    this covers a typically cold season (corresponding to the austral autumn and winter). Therefore,309

    all models and conclusions of this work should be most reflective of that season.310

    A disadvantage of using logistic regressions such as RSPFs is that the model coefficients311

    decrease as the availability of a resource increases, and may even change the sign (Beyer et al.312

    2010). This could explain some of the inter-individual variation observed in the case of meadow313

    use (Figure 2), with animals 1 and 2 both negatively selecting this vegetation, and moving into314

    an area where the abundance of meadows is higher in relation to the areas where individuals 3315

    and 4 moved (unreported movement data). A similar case is that of the forest variable, which was316

    not significant in any model (Table 1) and yet it is a very abundant vegetation type and widely317

    used by cattle. To overcome this limitation it would be necessary to develop models that also318

    account for animal movement, as habitat selection and movement are not independent processes.319

    Methods for estimating movement patterns and habitat selection simultaneously have recently320

     been developed (Moorcroft and Barnett 2008, Smouse et al. 2010).321

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     NICOLÁS SEOANEComparing the results of this study with others conducted on cattle in forests we find322

    interesting relationships in the applied variables and scales. Studies on seasonal diet selection323

    (Marquardt et al. 2010) in Bolivian forests for example, show that different functional groups of324

     plants are preferred in different seasons. It would be possible to infer species selected by325

    livestock throughout the year in the Andean-patagonian forest if direct observations of consumed326

     plants was added to this study. Roath and Krueger (1982) also used topographic and vegetation327

    variables to study the behavior of cattle in a forested mountainous environment, finding that the328

    type of vegetation and water availability determined the degree of use by livestock. These329

    apparently opposite results are consistent if we consider the differences between the study areas.330

    While Roath and Krueger (1982) worked in a dry, arid vegetation and elevational range of 300331

    meters, Llodconto Valley is an area with high water availability, abundant streams, and altitudes332

    ranging from 800 to 1900 masl. Kaufmann et al. (2013) found that in silvopastoral systems cattle333

     prefer places with forest cover, avoiding places with high slope and low biomass, particularly334

    logged sites. A comparison with this study would make an analogy between logged and burned335

    areas, both without forest cover. Nevertheless, with the available data we cannot make inferences336

    about the type of selection on burned areas so far (Tables 1- 3). It may be noted, however, that337

    other studies in Patagonia (Blackhall et al. 2008, De Paz and Raffaele 2013) found a significant338

    influence of livestock on vegetation in burned environments, making it clear that cattle forage in339

    these areas. Interestingly, Johnson et al. (2004) conducted a study on resource selection by340

    caribou at two spatial scales, finding that topographic variables such as elevation and slope are341

    more important at a landscape scale, while vegetation variables were more important at the patch342

    scale. Something similar could be occurring in this present study, which is closer to the343

    landscape scale.344

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     NICOLÁS SEOANEAs mentioned, cattle can increase landscape heterogeneity, especially when the spatial345

     pattern of vegetation is already heterogeneous (Adler et al. 2001) as in the case of the currently346

    studied forests. This has implications for forests dynamics because although there are studies on347

    cattle inhabiting forest (Bartolomé et al. 2011, Kauffmann et al. 2013, etc.), there still remains a348

    lack of knowledge regarding how forest dynamics are affected by the distribution of wild cattle349

    worldwide. Recently, a study conducted in Patagonia developed a model that postulates distance350

    to meadows as an estimator of forest use by livestock (Quinteros et al. 2012). While meadows351

    are of crucial importance to the Andean-Patagonian forests and Quinteros et al. (2012) make a352

     practical contribution in relation to forest management, their model has a spatial limitation, being353

    restricted to meadows surroundings. Thus, it is not possible to make inferences at a landscape354

    scale and the model fails to consider other relevant variables such as topography, which proved355

    to have greater importance in resource selection by cattle (Tables 2-3, Figure 2). Nonetheless, the356

    approaches are consistent, because as the distance to meadows increases, the intensity of use by357

    livestock decreases (Quinteros et al. 2012), although altitude is also higher, which is predicted by358

    the model in the current study.359

    There remains a need for tools that enable animal management in agreement with360

    conservation management practices of native forests. In Patagonia, for instance, extensive361

    livestock farming has been identified as an activity with potential to be carried out in the forest.362

    Yet, there have been only some pioneer experiences of silvopastoral handling (Fertig and Guitart363

    2006), and current livestock handling is still scarce (Ormaechea et al. 2009). The main364

    limitations for management worldwide are a lack of understanding of animal foraging decisions365

    and the spatial scale of diet selection (Rook et al. 2004). Although effective management366

    depends heavily upon knowledge about the interaction of the animal with its environment, it is367

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     NICOLÁS SEOANEcommon to have poor information on the activity patterns of semi-wild cattle (Moyo et al. 2012).368

    This current study provides a direct contribution to this knowledge-gap, and direction for future369

    research in these systems. As an example, a practical application of this work is the production of370

    maps showing intensity of land use by livestock. Similar maps have been developed for other371

    regions using equivalent methodologies (Nielsen et al. 2003, Sawyer et al. 2009), and therefore372

    offer a management and research tool within protected areas or productive forests.373

    In summary, the present study demonstrated that the habitat use by semi-feral cattle in374

    southern beech forests has a large inter-individual variability but also similar characteristics375

    which allow the description of a pattern of use. Specifically, the results indicate that vegetation376

    variables are no more important than topography features. Conversely, habitat selection by cattle377

    is mainly affected by topographic variables such as altitude and the combination of slope and378

    aspect. These results suggest an adaptation by free-ranging cattle to the major features of the379

    landscape of these mountainous forests maybe due to ferality.380

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    ACKNOWLEDGEMENTS 384

    385

    Funding for this research was provided by a PhD grant from the CONICET (Argentina). The386

    author thanks to Juan Manuel Morales for helpful comments on the manuscript.387

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     NICOLÁS SEOANELITERATURE CITED 391

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     NICOLÁS SEOANETable 1. Alternative models for free-range cattle habitat use in the study area; the table shows539

    Akaike information criterion value (AIC), number of predictor variables (K ) and ranking of540

    models relative to each individual (R).541

    542

    Models Animal 1 Animal 2 Animal 3 Animal 4

    K AIC   ΔAIC R AIC   ΔAIC R AIC   ΔAIC R AIC ΔAIC R 

    A

    Elevation + elevation2 +

    slope + slope2 + NWness 5 187.5 0.0 1 619.9 2.4 3 516.0 5.8 2 1813.5 18.1 4

    B

    Model A + shrubland +

    meadow 7 188.9 1.4 2 622.7 5.2 5 510.2 0.0 1 1809.2 13.8 3

    C

    Elevation +

     NWness*slope 4 189.5 2.0 3 617.5 0.0 1 528.9 18.7 5 1795.4 0.0 1

    D

    Model C + shrubland +

    meadow 6 192.4 4.9 4 619.8 2.3 2 520.5 10.3 3 1795.5 0.1 2

    E

    Elevation + slope +

     Nwness + forest +

    shrubland + meadow 6 196.3 8.8 5 620.8 3.3 4 521.7 11.5 4 1832.1 36.7 5

     543

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     NICOLÁS SEOANE548

    Table 2. Coefficients and 95% confidence intervals of the most parsimonious RSF models for549

    selection of topographic and vegetation resources during autumn by free-range cattle in the study550

    area.551

    552

    Variables Animal 1 Animal 2 Animal 3 Animal 4

    Coef. 95% CIs Coef. 95% CIs Coef. 95% CIs Coef. 95% CIs

    Intercept -39.91 -67.66 -12.16 -2.73 -4.05 -1.61 -2.22 -3.44 -1.07 -1.59 -2.38 -0.83

    Elevation -56.92 -110.64 -3.20 -1.54 -2.90 -0.46 -3.54 -4.63 -2.56

    Elevation² -1.68 -2.82 -0.73

    Slope -2.65 -4.21 -1.11 -1.43 -2.79 -0.33 1.45 0.68 2.38 0.73 0.20 1.30

    Slope² -0.26 -1.20 0.48 1.08 0.47 1.76

     NWness -2.64 -5.27 -0.00 0.77 0.12 1.46 1.15 -0.01 2.54 2.01 1.29 2.73

    Shrubland -0.58 -1.63 0.53

    Meadow -1.21 -3.46 1.04 4.01 1.61 7.54

     NW*Slope  -1.42 -2.90 -0.26 1.99 1.38 2.63 

    553

    554

    555

    556

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    558

    559

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     NICOLÁS SEOANE560

    Table 3. Population model of resource selection by cattle, with estimate coefficients561

    (standardized variables), SEs and 90% percentile confidence intervals.562

    563

    90% Confidence intervals

    Coefficient SE Lower limit Upper limit

    Intercept -9.368 1.136 -12.409 -6.327

    Elevation -3.016 0.864 -4.776 -1.255

    Slope:Nwness -4.772 1.319 -8.867 -0.677

    Slope -5.958 1.799 -13.576 1.660

     NWness -8.165 1.598 -14.180 -2.151

    Shrubland -0.060 0.795 -1.432 1.545

    Meadow 1.521 1.361 -2.839 5.882 

    564

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     NICOLÁS SEOANE572

    573

    Figure 1. Use vs. Availability of topographic resources elevation and slope.574

    575

    Figure 2. General proposed model estimates (black) and individual model estimates (grey) with576

    90 % confidence intervals.577

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    579

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     NICOLÁS SEOANE595

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    Figure 1597

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     NICOLÁS SEOANE618

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    Figure 2620

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     NICOLÁS SEOANE641

    Appendix: The models and their coefficients for all animals.642

    ############################################################  643

    1) Description of the models644

    2) Coefficients of all tested models and animals645

    ############################################################646

    1- Description of the models647

    θ  , μnomial  NegativeBi y ii ~  648

    i j0i variable β + β +total = μ .lnln  649

    where:650

     y = number of observations per sampling unit;  = relative frequency in each sampling unit by animal;  =651

    overdispersion parameter; total  = number of recorded positions in whole study area by animal; i = sampling unit652

    with associated habitat covariates; j = number of variables in each model.653

    654

     Model Description of variables involved in each model  

    A elevation + sqr.elev + slope + sqr.slope + NWness

    B elevation + sqr.elev + slope + sqr.slope + NWness + shrubland + meadow

    C elevation + slope + NWness * slope

    D elevation + NWness * slope + shrubland + meadow

    E elevation + slope + NWness + forest + shrubland + meadow

    655

    656

    657

    658

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     NICOLÁS SEOANE660

    661

    2- Coefficients of all tested models and animals* 662

    * Coefficient with this symbol are significant at a level of 95% 663

    # Animal 1664

    Model A Model B Model C Model D Model E

    Intercept -72.577* -75.991* -11.633* -11.422* -10.516*

    Elevation -130.564* -137.462* -5.748* -5.718* -5.394*

    Elevation2  -62.145* -65.576*

    Slope -2.343 -2.657 -3.063* -3.051* -2.536*

    Slope2  -0.101 -0.236

     NWness -0.060 -0.043 -2.852* -2.621* -0.010

    Shrubland -0.259 -0.284 -0.252

    Meadow -1.681 -1.127 -1.218

    Forest 0.174

     NWness*Slope -2.279* -2.117*

    Theta 0.212 0.238 0.164 0.168 0.160

    Theta SE 0.098 0.113 0.067 0.069 0.067

    665

    # Animal 2666

    Model A Model B Model C Model D Model E

    Intercept -3.174* -2.686* -3.614* -3.272* -3.126*

    Elevation -1.577* -1.585* -1.967* -1.937* -1.572*

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     NICOLÁS SEOANE

    Elevation2  0.127 -0.078

    Slope -1.515* -1.442* -1.334* -1.227* -1.167*

    Slope2

      -0.231 -0.252

     NWness 0.650* 0.783* 1.039* 1.312* 0.784

    Shrubland -0.627 -0.685 -0.275

    Meadow -0.203 -0.232 0.105

    Forest 0.387

     NWness*Slope 0.403 0.516

    Theta 0.062 0.063 0.063 0.065 0.064

    Theta SE 0.011 0.011 0.011 0.012 0.012

    667

    # Animal 3668

    Model A Model B Model C Model D Model E

    Intercept -2.834* -2.683* -1.943* -2.264* -2.939*

    Elevation -1.512* -1.636* -1.713* -1.698* -1.711*

    Elevation2  -1.288* -1.597*

    Slope 1.652* 1.969* 2.344* 3.010* 2.927*

    Slope2  1.196* 1.043*

     NWness 0.874* 1.444* 0.233 1.034* 0.994*

    Shrubland -0.672 -0.712 -0.202

    Meadow 2.929* 3.937* 4.166*

    Forest 1.340

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     NICOLÁS SEOANE

     NWness*Slope -0.161 -0.873*

    Theta 0.040 0.044 0.031 0.037 0.036

    Theta SE 0.008 0.008 0.006 0.007 0.007

    669

    # Animal 4670

    Model A Model B Model C Model D Model E

    Intercept 0.073 -1.003* -1.594* -1.817* 0.230

    Elevation -3.173* -3.131* -3.545* -3.420* -2.639*

    Elevation2  -1.273* -0.782*

    Slope 1.471* 1.591* 0.739* 0.783* 1.364*

    Slope2  0.714* 0.830*

     NWness 0.214 0.132 2.012* 1.740* -0.177

    Shrubland 1.120* 0.634 -0.053

    Meadow 0.212 0.794 0.764

    Forest -0.647

     NWness*Slope 1.996* 1.872*

    Theta 0.072 0.075 0.078 0.079 0.068

    Theta SE 0.007 0.007 0.007 0.008 0.006

    671

    672

    673