Canadian Journal of Zoology
Spatial genetic structure of Rocky Mountain bighorn sheep Ovis canadensis canadensis at the northern limit of their native range
Journal: Canadian Journal of Zoology
Manuscript ID cjz-2019-0183.R2
Manuscript Type: Article
Date Submitted by the 10-Dec-2019 Author:
Complete List of Authors: Deakin, Samuel; University of Alberta, Department of Biological Sciences Gorrell, Jamieson; Vancouver Island University, Department of Biological Sciences Kneteman,Draft Jeffery; Government of Alberta, Alberta Environment and Parks Hik, David; University of Alberta, Department of Biological Sciences; Simon Fraser University, Department of Biological Sciences Jobin, Richard; Government of Alberta, Fish and Wildlife Enforcement Branch Coltman, D.; University of Alberta, Department of Biological Sciences
Is your manuscript invited for consideration in a Special Not applicable (regular submission) Issue?:
POPULATION GENETICS < Discipline, ALPINE < Habitat, TERRESTRIAL < Keyword: Habitat, UNGULATES < Taxon
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1 Spatial genetic structure of Rocky Mountain bighorn sheep Ovis canadensis
2 canadensis at the northern limit of their native range
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4 Samuel Deakin, Department of Biological Sciences, University of Alberta
5 Jamieson C. Gorrell, Department of Biological Sciences, Vancouver Island University
6 Jeffery Kneteman, Alberta Environment and Parks, Government of Alberta
7 David S. Hik, Department of Biological Sciences, University of Alberta; and Department
8 of Biological Sciences, Simon Fraser University
9 Richard M. Jobin, Fish and Wildlife Enforcement Branch, Government of Alberta
10 David W. Coltman, Department of Biological Sciences, University of Alberta
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24 Abstract:
25 The Canadian Rocky Mountains are one of the few places on Earth where the spatial
26 genetic structure of wide-ranging species have been relatively unaffected by
27 anthropogenic disturbance. We characterised the spatial genetic structure of Rocky
28 Mountain bighorn sheep (Ovis canadensis canadensis (Shaw, 1804)) in the northern
29 portion of their range. Using microsatellites from 1495 individuals and mitochondrial DNA
30 sequences from 188 individuals, we examined both broad and fine scale spatial genetic
31 structure, assessed sex-biased gene flow within the northern portion of the species range,
32 and identified geographic patterns of genetic diversity. We found that broad-scale spatial
33 genetic structure was consistent with barriers to movement created by major river valleys.
34 The fine-scale spatial genetic structureDraft was characterized by a strong pattern of isolation-
35 by-distance, and analysis of neighborhood size using spatial autocorrelation indicated
36 gene flow frequently occurred over distances of up to 100 km. However, analysis of sex
37 specific spatial autocorrelation and analysis of mitochondrial haplotype distributions failed
38 to detect any evidence of sex-biased gene flow. Finally, our analyses reveal decreasing
39 genetic diversity with increasing latitude, consistent with patterns of post-glacial
40 recolonization of the Rocky Mountains.
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42 Keywords: Spatial genetic structure, post-glacial recolonization, ungulates, terrestrial,
43 alpine, Rocky Mountain bighorn sheep, Ovis canadensis canadensis
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47 Introduction
48
49 In the absence of anthropogenic habitat fragmentation, the natural population genetic
50 structure of species can be defined by natural geographic and ecological barriers (Slatkin
51 1985; 1987), or the dispersal capabilities of the species (Wright 1942; Kimura and Weiss
52 1964). When natural fragmentation is present, population spatial genetic structure
53 correlates with natural barriers to gene flow (Slatkin 1985; 1987). When a habitat lacks
54 natural barriers, spatial genetic structure may exhibit clinal differentiation if the population
55 range exceeds the maximal dispersal distance of the species (Kimura and Weiss 1964),
56 referred to as isolation-by-distance (Wright 1942). In the modern world anthropogenic
57 habitat fragmentation is common andDraft increasing, and the extent of pristine habitats where
58 natural phenomena can be studied is increasingly limited.
59
60 The Canadian Rocky Mountains are a vast, relatively undisturbed, mountainous habitat
61 which are part of an important international conservation initiative (Chester 2015). Areas
62 of high anthropogenic activity in the northern Rocky Mountains are avoided by certain
63 species (Proctor and Paetkau 2004; Rogala et al. 2011); however, these areas are minor
64 when considering the vastness of the region and the intensity of human activity in other
65 regions. Prior studies in this region identified broad-scale spatial genetic structure of
66 several species is correlated with natural landscape features which impede gene flow,
67 such as high elevation (Adams and Burg 2015) and major valleys (Serroya et al. 2012),
68 or subtle ecological factors such as landcover preference (Keyghobadi et al. 1999;
69 Gayathiri Samarasekera et al. 2012; Cullingham et al. 2016). Finer scale spatial genetic
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70 structure in the northern Rocky Mountains is primarily influenced by isolation-by-distance
71 (Forbes and Hogg 1999; Keyghobadi et al. 1999; 2005; Gayathiri Samarasekera et al.
72 2012; Weckworth et al. 2013; Cullingham et al. 2016). Therefore, this region offers a
73 range minimally affected by anthropogenic activities, where the natural spatial genetic
74 structure of a species can be observed.
75
76 Following the Wisconsin glaciation, many species of flora and fauna recolonized
77 northwestern North American including the Rocky Mountains. The two main refugial
78 sources for this post-glacial recolonization were the Beringian refugium in northeastern
79 Siberia and northwestern North America, and the Southern refugium, comprised by most
80 of the modern-day mainland UnitedDraft States (Hewitt 2004; Shafer et al. 2010). Genetic
81 signatures of recolonization, primarily resulting from the founder effect (Frankham 1997),
82 are well documented for many contemporary populations of flora (Mitton et al. 2000;
83 Jørgensen et al. 2002; Anderson et al. 2006; Godbout et al. 2008) and fauna (Stone and
84 Cook 2000; Flagstad and Røed 2003; McDevitt et al. 2009;Latch et al. 2009). By
85 examining patterns of genetic diversity across the landscape, we can make inference
86 about a species recolonization patterns in the northern Rocky Mountains (Shafer et al.
87 2010).
88
89 The range of Rocky Mountain bighorn sheep (Ovis canadensis canadenis (Shaw, 1804))
90 extends along the Rocky Mountains from Arizona to Alberta and British Columbia, to
91 approximately 55o N. For the southern portion of the species range, studies into the
92 movement (DeCesare and Pletscher 2006) and genetic structure (Miller et al. 2012;
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93 Driscoll et al. 2015) of sheep populations are numerous. In the northern portion of their
94 range studies of movement patterns (Festa-Bianchet 1986a; Poole et al. 2016) and
95 population genetic structure (Luikart and Allendorf 1996; Forbes and Hogg 1999) are
96 more limited. Unlike the southern areas, the northern ranges are relatively unfragmented,
97 unimpacted by translocations, and unaffected by population declines or disease-related
98 die-offs. Notably, respiratory disease has never been reported north of the Bow River
99 (Fig. 1) (Government of Alberta 2015). Thus, the northern Rocky Mountains are well
100 suited to study the natural spatial genetic structure of Rocky Mountain bighorn sheep in
101 a relatively intact landscape. Additionally, bighorn sheep in the northern Rocky Mountains
102 are at the northern limit of the species range, and therefore should show signatures of the
103 range edge effect and recent post-glacialDraft recolonization.
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105 Broad-scale spatial genetic structure of Rocky Mountain bighorn sheep is likely influenced
106 by natural landscape features. Studies of desert bighorn sheep (Ovis canadensis nelsoni
107 (Merriam, 1897)) indicate most fenced highways are barriers to gene flow (Epps et al.
108 2005; 2018). However, most of highways in the northern Rocky Mountains lack fences.
109 Instead, it is likely that natural features of the heterogenous landscape are barriers to the
110 gene flow of these alpine ungulates. Alpine ungulates prefer to occupy high elevations;
111 thus, their movement and distribution are primarily restricted by the availability of this
112 habitat. Due to this habitat preference, the population genetic structure of thinhorn sheep
113 (Ovis dalli (Nelson, 1884)) and mountain goats (Oreamnos americanus (Blainville, 1816))
114 have been found to correlate with areas of high elevation (Worley et al. 2004; Shafer et
115 al. 2011; Sim et al. 2018). Similarly, Rocky Mountain bighorn sheep show preferences for
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116 higher elevation alpine meadows (Fiesta-Bianchet 1988; Loehr 2006), situated close to
117 steep cliffs which can be used to escape predators (Fiesta-Bianchet 1988; Loehr 2006).
118 Therefore, we expect broad-scale Rocky Mountain bighorn sheep spatial genetic
119 structure to correlate with high elevations, due to reduced gene flow across lower
120 elevations.
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122 At a finer scale, the adaptations of mountain sheep to alpine environments enable their
123 movement across the rugged terrain of mountain ranges to be unimpeded. Argali sheep
124 (Ovis ammon polii (Blyth, 1840)) exhibit low levels of population genetic differentiation,
125 indicating high levels of gene flow persist, despite inhabiting mountainous terrain (Luikart
126 et al. 2011). For Rocky Mountain bighornDraft sheep, male seasonal movements of 33-48 km
127 have been reported in Alberta and Montana (Festa-Bianchet 1986a; DeCesare and
128 Pletscher 2006), and analysis of microsatellite data (Forbes and Hogg 1999) indicates
129 moderate to strong patterns of isolation-by-distance across the entire species range. In
130 the mountains, Rocky Mountain bighorn sheep are likely able to move relatively freely,
131 and therefore their finer scale spatial genetic structure is likely to exhibit a pattern of
132 isolation-by-distance.
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134 Dispersal is well documented across many taxa, with resource competition, kin
135 competition, and inbreeding avoidance commonly theorised as evolutionary drivers
136 (Pusey 1987; Lawson Handley and Perrin 2007). Most mammalian species exhibit male
137 biased dispersal (Pusey 1987), however previous studies of mountain sheep found no
138 evidence of sex-biased dispersal (Roffler et al. 2014). Bighorn sheep social structure is
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139 highly segregated between the two sexes. Females and sexually immature males coexist
140 until males become sexually mature, at which point they leave the herd to associate with
141 exclusively male bachelor groups (Festa Bianchet 1991). Females exhibit high levels of
142 natal philopatry and rarely emigrate from their home ranges (Festa-Bianchet 1986a;
143 Rubin et al. 1998; Boyce et al. 1999; DeCesare and Pletscher 2006). However, instead
144 of exhibiting permanent dispersal (Festa Bianchet 1991), males undertake seasonal
145 breeding migrations (Hogg 2000; Poole et al. 2016), visiting other populations during the
146 rut to maximise their reproductive success and returning to their home range following
147 the rut (Hogg 2000). Due to the rarity of female dispersal and the occurrence of male
148 breeding migrations, we expect that vast majority of gene flow across the landscape to
149 be male mediated. Draft
150
151 Two species of mountain sheep recolonized northwestern North America following the
152 Wisconsin glaciation (Loehr et al. 2006). Thinhorn sheep recolonized from the Beringian
153 refugium and other minor northern refugia (Loehr et al. 2006; Sim et al 2016). It is
154 hypothesised that bighorn sheep recolonized northwestern North America from the
155 Southern refugium (Cowan 1940; Geist 1999). Luikart and Allendorf (1996) reported
156 bighorn sheep from the northern portion of the range exhibit a reduction in genetic
157 diversity compared to the southern portion, consistent with the hypothesis that the
158 Southern refugium sourced the recolonization of northwestern North America. Given the
159 linear distribution of bighorn sheep in the northern Rocky Mountains, the strength of the
160 founder effect should increase with geographic distance from the Southern refugium,
161 when examined on a finer scale. We therefore hypothesized that current populations of
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162 bighorn sheep in the northern Rocky Mountains will exhibit declining genetic diversity with
163 increasing latitude.
164
165 We used microsatellite markers and mitochondrial DNA sequence data to characterize
166 the population structure of the Rocky Mountain bighorn sheep in the northern portion of
167 their range. Our main objectives were to: I) identify potential barriers to gene flow which
168 cause board-scale spatial genetic structure, II) examine fine-scale spatial genetic
169 structure and the extent of contemporary gene flow between sampling locations, III) test
170 for sex differences in population genetic structure and gene flow across the landscape of
171 the northern Rocky Mountains, and IV) characterize fine-scale spatial patterns of genetic
172 diversity across the landscape, thatDraft may have arisen as a result of post glacial
173 recolonization.
174
175 Methods
176
177 Sampling
178 Biological material used for DNA analysis was collected over multiple years, using various
179 techniques, by multiple personnel (Fig. 1 and Table 1). The majority of our samples were
180 collected as faeces during the winters from 2013-2015 by Government of Alberta staff.
181 Additionally, blood, skin, and hair samples were collected from sheep at the Luscar-Greg
182 mine site, Ram Mountain, Sheep River, Castle-Yarrow, Narraway, and Radium by
183 Government of Alberta or British Columbia staff, or university researchers under protocols
184 approved by the University of Alberta Animal Use and Care Committee (certificate
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185 number 610901) and the University of Calgary Animal Care Committee (protocol number
186 BI11R-14), following the guidelines set out by the Canadian Council on Animal Care.
187 Finally, we obtained genetic data from hunter submitted horn cores analysed by the
188 Alberta Fish and Wildlife Forensics Unit (AFWFU). GPS coordinates were recorded for
189 all sampling locations, with exception to hunter submitted horn cores which were grouped
190 by wildlife management unit. All sampling locations, with the exception of Ram Mountain,
191 were entirely native populations. For Ram Mountain we used a pedigree (Poirier et al.
192 2019) to select only individuals of native ancestry for genotyping.
193
194 DNA isolation
195 We extracted DNA from biological materialDraft using protocols optimized for each material
196 type. Skin and hair samples were digested and extracted using the DNeasy Blood and
197 Tissue kit (Qiagen, Venlo), following the manufacturer’s recommended procedure. Blood
198 was treated with ammonium-chloride potassium (ACK) (Brown et al. 2016) prior to
199 undergoing the same procedure as skin and hair samples. For faecal samples, three
200 pellets from each sample were soaked in 1X phosphate-buffered saline (PBS) for 20
201 minutes before being swabbed around the exterior with a cotton-tip applicator, which in
202 turn was washed with Aquastool (MoBiTec, Goettingen), the material was digested and
203 extracted following the Aquastool protocol.
204
205 Microsatellite genotyping
206 We amplified extracted DNA across 13 nuclear microsatellite loci and one sex-
207 determining amelogenin marker (Table 2). Loci were amplified either individually or in one
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208 of three multiplexed groups (for further details regarding master mixes, thermocycler
209 profiles and co-loading see Supplementary Information S1). We ran amplified products
210 on an Applied Biosystems 3730 capillary sequencer and alleles were scored based on
211 fragment size using GENEMAPPER 4.0 software (Applied Biosystems, Foster City).
212 Faecal samples were amplified and scored in triplicate to ensure data quality and
213 minimize allelic drop-out. A subset of skin samples were also genotyped by the AFWFU
214 to ensure bin calibration prior to merging datasets.
215
216 We extracted and genotyped 1,252 faecal samples in triplicate, the software GIMLET 1.3
217 (Valiere 2002) was used to produce consensus genotypes across the three replicates for
218 each faecal sample. We accepted anyDraft allele that was present in at least two out of the
219 three replicates but then only retained samples that achieved >60% genotyping success
220 across the 13 loci, resulting in 957 samples (76% success rate). We used CERVUS 3.0
221 (Kalinowski et al. 2007) to identify identical genotypes as a result of repeatedly sampling
222 the same individuals. Identical samples were pooled into consensus genotypes until only
223 unique samples remained. In five instances where identical genotypes were found in two
224 different sampling locations, each genotype was removed from one sampling location at
225 random. When there was only one mismatch between samples in the same location, we
226 scrutinized the electropherograms produced by GENEMAPPER 4.0 (Applied Biosystems,
227 Foster City) a second time. Our final list contained 613 unique faecal genotypes (49% of
228 the original starting samples). We also genotyped 309 sheep from blood, skin, and hair
229 samples and pooled 573 horn cores from the AFWFU for a total sample size of 1,495
230 unique genotypes (922 samples with GPS coordinates).
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231
232 Mitochondrial D-loop sequencing
233 We selected 202 individuals from 18 georeferenced sampling locations spread across the
234 length of the sampling area to be sequenced (Fig. 1 and Table 1). We amplified a portion
235 of the D-loop region using two different PCR conditions depending on whether the
236 template DNA was sourced from faeces or tissue and then performed clean-up using
237 ExoSap (further details in Supplementary Information S2). For each individual two PCR
238 amplifications were performed, which resulted in two technical replicates. We sequenced
239 the D-loop portion using Applied Biosystems 3730 capillary sequencer. Both replicates
240 were sequenced in both directions, resulting in two forward sequences and two reverse
241 sequences for each individual. TheDraft four sequences were aligned in Geneious 11.1.4
242 (https://www.geneious.com, Kearse et al. 2012) to produce a consensus sequence. If two
243 or more sequences were of poor quality and failed to align when producing a consensus
244 sequence, the individual was subject to resequencing. We used BLASTn to align the
245 haplotypes discovered against other bighorn sheep accessions in the NCBI database.
246
247 Summary statistics
248 We used Microsatellite Analyser 4.05 (Dieringer and Schlotterer 2003) to calculate the
249 global expected heterozygosity, observed heterozygosity, and number of alleles, which
퐻푒푥 ― 퐻표푏푠 250 we used to calculate Wright’s inbreeding coefficient 푓 = . We repeated these 퐻푒푥
251 calculations for each sampling location, with the addition of rarefied allelic richness to
252 account for uneven sample size between sampling locations. We also used Microsatellite
253 Analyser 4.05 to calculate Nei’s (1972) standard genetic distance corrected for small
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254 sample sizes and FST (Weir and Cockerham 1984) among sampling locations.
255 Significance of the FST distances were tested with 10,000 permutations.
256
257 Broad-scale spatial genetic structure
258 To investigate subtle population structure that might not be apparent when using pairwise
259 distance estimates we performed a principal coordinate analysis in Adegenet 2.1.1
260 (Jombart et al. 2018). Additionally, we used the Bayesian approach developed in
261 STRUCTURE 2.3 (Pritchard et al. 2000). The admixture analysis included correlated
262 allele frequencies and was run for 500,000 MCMC iterations after a burn-in period of
263 50,000 and was repeated across 10 independent runs for values of K1-K8. This analysis
264 was done for the entire 1,495 individualDraft dataset and no prior sampling location information
265 was included. Following the initial runs on the entire dataset, individuals occurring
266 between the Bow and Athabasca Rivers as well as individuals north of the Athabasca
267 River were subjected to separate follow-up analyses, each with 10 independent runs of
268 K1-K4 to investigate substructure as recommended by Janes et al. (2017). The entire
269 admixture analysis was also repeated using prior location data. We used CLUMPAK
270 (Kopelman et al. 2015) to combine the 10 independent runs for each value of K and to
271 produce admixture plots. We produced likelihood plots using the Evanno et al. (2005)
272 method in the R package pophelper 2.2.7 (Francis 2017).
273
274 To further test if population genetic structure was influenced by the presence of major
275 river valleys, we used a hierarchical analysis of molecular variance (AMOVA) in GenAlEx
276 6.5 (Peakall and Smouse 2006; 2012). The 1,495 individuals were grouped by the 49
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277 sampling locations, which were in turn grouped a priori into five regions separated by the
278 Bow River, the North Saskatchewan River, the Athabasca River, and the Smoky River
279 (Fig. 1). Pairwise genetic distance was measured with FST and significance was tested
280 using 9,999 permutations.
281
282 To examine the effect each river valley had on genetic distance individually, we performed
283 a series of partial Mantel tests using subsets of georeferenced samples from locations
284 separated by major rivers. To test the Athabasca River, we created a subset of individuals
285 from sampling locations between the North Saskatchewan and Smoky Rivers. For the
286 Bow River, we created a subset of individuals from sampling locations south of the North
287 Saskatchewan River. We used individualsDraft from sampling locations between the Bow and
288 Athabasca Rivers, to test the North Saskatchewan River. Finally, for the Smoky River we
289 used a subset of individuals from sampling locations north of the Athabasca River. For
290 each of these subsets the R package Adegenet was used to calculate Nei’s (1972)
291 standard genetic distances and Euclidean geographic distances matrices. Partial Mantel
292 tests were performed between the matrix of Nei’s distances and a binary matrix denoting
293 whether pair were on the same (0) or opposite (1) sides of the river, while conditioning on
294 Euclidean geographic distance using the software ZT 1.1 (Bonnet and Van de Peer 2002).
295 Each partial Mantel test was performed for 1,000,000 permutations.
296
297 Fine-scale spatial genetic structure
298 To examine the effect of Euclidean geographic distances on genetic distances, we tested
299 for the common effect of isolation-by-distance. To avoid problems caused by small
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300 sample sizes, some sampling locations were either pooled or removed. Any sampling
301 locations with fewer than 10 individuals were pooled with the closest sampling location
302 within 15 km, unless they were separated by one of the major rivers (Fig. 1). Sampling
303 locations that were pooled were assigned the GPS coordinates of the sampling location
304 with the most samples prior to pooling. Any sampling locations with less than 10
305 individuals which were further than 15 km or separated by a major river from another
306 sampling location were removed from the dataset. This resulted in a dataset of 918
307 individuals from 33 georeferenced sampling locations. Nei’s (1972) standard genetic
308 distances and Euclidean geographic distances were calculated among sampling
309 locations with the R package Adegenet. We then performed a Mantel test in Adegenet to
310 compare Nei’s distance to EuclideanDraft distance among all pairs of locations and plotted this
311 relationship with ggplot 3.1.0 (Wickham 2016). To address the potential issues
312 hierarchical population structure can cause for analysis of isolation-by-distance
313 (Meirmans 2012), we performed a partial Mantel test between Nei’s genetic distances
314 and Euclidean distances, while conditioning on a binary matrix denoting whether pair
315 belonged to the same (0) or different (1) genetic clusters identified by admixture analysis,
316 using the software ZT 1.1 (Bonnet and Van de Peer 2002). Mantel and partial Mantel
317 tests were performed for 1,000,000 permutations.
318
319 We performed a spatial autocorrelation to investigate spatial genetic structure and infer
320 gene flow across the landscape. We calculated five relatedness coefficients between the
321 922 georeferenced individuals using SpaGeDi 1.5 (Hardy and Vekemans 2002). These
322 were Moran’s I (1950), Queller and Goodnight’s estimate of relatedness (1989), Lynch
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323 and Ritland’s estimate of relatedness (1999), Wang’s relatedness estimator (2002), and
324 the measure of similarity developed by Li et al. (1993). All of the metrics showed highly
325 similar patterns; therefore, we used the Queller and Goodnight (1989) estimator of
326 pairwise relatedness for subsequent analysis. We divided the Queller and Goodnight
327 (1989) estimates of pairwise relatedness into 17 distance classes based upon the
328 Euclidean geographic distance between the pair of individuals tested. The 17 distances
329 classes ranged from 0-300 km split by 20 km intervals, with one class consisting of all
330 individuals >300 km apart. The mean values for each class were then subjected to a two-
331 tailed test, to determine if the mean relatedness of the distance class exhibited a
332 significantly positive or negative difference from zero.
333 Draft
334
335 Geographic patterns associated with mitochondrial variation, and spatial patterns of sex-
336 specific genetic variance
337 To assess differences in population genetic structure between the sexes and to make
338 inferences about sex-biased gene flow, we examined the distribution and differentiation
339 of maternally inherited haplotypes. We ran a hierarchical AMOVA in Arlequin 3.5.2.1
340 (Excoffier and Lischer 2010) for 99,999 permutations, using all sequenced individuals
341 from 18 sampling locations which were in turn grouped a priori into five regions separated
342 by the Bow River, the North Saskatchewan River, the Athabasca River, and the Smoky
343 River (Fig. 1). A haplotype network was produced in the R 3.4.4 package Adegenet. We
344 calculated Nei’s standard genetic distance and FST in the R package Adegenet and
345 Arlequin respectively. Using nuclear microsatellite data and mitochondrial FST values we
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346 performed a calculation used by Roffler et al. (2014) to quantify sex-biased dispersal. If
347 gene flow rates are equal between the sexes mitochondrial FST values should be two to
348 four times higher than nuclear FST values (Birky et al. 1983; Larsson et al. 2009; Allendorf
349 et al. 2013). Additionally, we performed the previously described spatial autocorrelation
350 analysis for each sex separately.
351
352 Geographic patterns of genetic diversity
353 To investigate the effect of latitude on genetic diversity, we calculated the expected
354 heterozygosity and rarefied allelic richness of georeferenced sampling locations. We used
355 the same modified dataset used to investigate the effect of isolation-by-distance. Allelic
356 richness was rarefied to the numberDraft of samples in the smallest of the pooled sampling
357 locations. The relationships between expected heterozygosity and latitude, and between
358 rarefied allelic richness and latitude were tested using a Pearson’s correlation in R 3.4.4
359 (R core team 2013) and plotted with ggplot.
360
361
362 Results
363
364 Genotyping success and quality control
365 We genotyped 1,495 individuals from the 49 sampling locations across the northern
366 Rocky Mountains, of which 587 were female and 908 were male (Table 1). The average
367 genotyping success across all samples and loci was 92.88%. Mitochondrial DNA was
368 successfully sequenced in 188 of 202 individuals and aligned at a ~220 bp segment of
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369 the D-loop mitochondrial region, comprising six unique haplotypes. When aligned to the
370 NCBI records for bighorn sheep our haplotypes were a 99% match with the bighorn sheep
371 mitochondrial genome (accession number: MH094035.1). The six haplotypes were
372 uploaded to the NCBI GenBank, with the accession numbers MK660218, MK660219,
373 MK660220, MK660221, MK660222, and MK660223.
374
375 Summary statistics
376 The total number alleles per locus ranged from four (BMC1222) to 15 (BM4505), with
377 BMC1222 also having the lowest observed and expected heterozygosity. We found all
378 loci deviated from Hardy-Weinberg equilibrium when samples were pooled as a single
379 population (Table 2). Across samplingDraft locations, the average number of alleles per locus
380 ranged from 2.92 to 7.85, and when rarefied to the sample size of the location with the
381 fewest individuals, allelic richness ranged from 2.45 to 3.37. Observed heterozygosity
382 ranged from 0.47 to 0.78, while expected heterozygosity ranged from 0.51 to 0.73 across
383 sampling locations. Wright’s inbreeding coefficient within each sampling location ranged
384 from -0.186 to 0.094 (full results in Table 1). The average pairwise FST distances and
385 Nei’s standard genetic distances between all 49 sampling locations were 0.09 and 0.187
386 respectively (table of genetic distances available in Table S1).
387
388 Broad-scale spatial genetic structure
389 Two clusters of individuals were apparent in a plot of the first two principal components
390 (Fig. S1). One cluster contained all samples south of the Bow River including Fernie, Elko
391 and Radium (FR), Castle Yarrow (CY), South of Bow (SO), Sheep River (SR), and
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392 Radium (RD), while the other cluster contained all sampling locations north of the Bow
393 River with geographically close sampling locations grouped together. Principal
394 coordinates one and two explained 5.42% and 3.35% of the variance respectively. The
395 Bayesian clustering analysis indicated between four and six genetic clusters in the entire
396 dataset (Figs. 2, S2, and S3); K=4 was indicated as the most probable K in the likelihood
397 plots (Fig. S4). North of the Athabasca River, two genetic clusters were apparent (Figs.
398 2, S2, and S3) and K=2 was most supported by the likelihood plots (Fig. S4). For the
399 region between the Bow and Athabasca Rivers, two genetic clusters were apparent (Figs.
400 2, S2, and S3), and K=2 was the most supported by the likelihood plots (Fig. S4). From
401 the Bayesian clustering analysis, we concluded there are five genetic clusters in the entire
402 dataset defined by major rivers. TheDraft clusters (as seen in Fig. 2) correspond to regions
403 south of the Bow River (dark orange, K4 plot), between the Bow and the North
404 Saskatchewan Rivers (light green, K2* plot), between the North Saskatchewan and the
405 Athabasca Rivers (dark blue, K2* plot),between the Athabasca and the Smoky Rivers
406 (dark green, K2* plot), and north of the Smoky River (red, K2* plot). The geographic
407 distribution of genetic clusters are shown in Figure 1.
408
409 Our AMOVA of 1,495 individuals was significant (p < 0.01) at all hierarchical levels with
410 major river valleys accounting for 5% of the total genetic variance. Differences among the
411 49 sampling locations explained 8%, while another 8% was among individuals within
412 locations, and the remaining 79% was explained by differences within individuals.
413 Sampling locations separated by the Athabasca, North Saskatchewan, and Smoky Rivers
414 were observed to be more genetically distant than expected for their geographic
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415 proximity, and sampling locations not separated by these rivers were less genetically
416 distant than expected (Fig. 3). Sampling locations either side of the Bow River appeared
417 to only show a trend for isolation by geographic distance (Fig. 3). Results of partial Mantel
418 tests for each river confirm the Bow River (r= 0.183, p= 0.234) did not significantly
419 influence genetic distance when controlling for Euclidean geographic distance. However,
420 the North Saskatchewan (r= 0.551, p< 0.001), Athabasca (r= 0.823, p< 0.001), and
421 Smoky (r= 0.792, p< 0.001) had a significant influence on genetic distance when
422 controlling for Euclidean geographic distance.
423
424 Fine-scale spatial genetic structure
425 A strong pattern of isolation-by-distanceDraft was apparent between Nei’s standard genetic
426 distance and Euclidean geographic distance among the 33 georeferenced sampling
427 locations (Fig. 4). This pattern was statistically significant (r= 0.84, p< 0.001), with
428 geographic distance explaining 84% of the variance in genetic distance. When controlling
429 for genetic hierarchical population genetic structure, isolation-by-distance was still
430 statistically significant (r= 0.82, p< 0.001), with geographic distance explaining 82% of the
431 variance in genetic distance. We also observed a negative relationship between pairwise
432 relatedness and increasing geographic distance across the study area. Positive average
433 relatedness values were observed out to 100 km (commonly referred to as neighborhood
434 size) and negative relatedness values observed past 200 km (Fig. 5) a trend which was
435 consistent across all relatedness estimators.
436
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437 Geographic patterns associated with mitochondrial variation and spatial patterns of sex-
438 specific genetic variance
439 We identified six haplotypes in the mitochondrial D-loop region. The majority of individuals
440 (151) shared the M haplotype, which is found throughout the sampling area. We observed
441 no pattern in the distribution of the 201C haplotype, however haplotypes 131A, 144G,
442 and 186T span across different rivers while haplotype 239C was restricted to a single
443 sampling location (Fig. 6). Grouping locations a priori into regions by major rivers
444 accounted for 5.98% of the total genetic variance, while 34.49% of variation occurred
445 among sampling locations within regions and 59.53% of variation occurred within
446 sampling locations (p< 0.001). The haplotype network (Fig. 6), indicated the 131A, 144G,
447 186T, 201C, and 239C haplotypesDraft all differed from the M haplotype by only one
448 nucleotide each. Our mitochondrial FST values (Table S2) had a mean of 0.224, which
449 was 2.46 times higher than our mean microsatellite FST value of 0.091. Both our sex-
450 specific spatial autocorrelation and comparison of mitochondrial and microsatellite FST
451 values indicated the absence of sex-biased gene flow. When we performed spatial
452 autocorrelation upon each sex independently, positive average relatedness values were
453 observed out to 100 km for both males and females, negative average relatedness was
454 observed for males past 200 km and past 300 km for females (Fig. 5). Both our
455 comparison of mitochondrial and microsatellite FST values and sex-specific spatial
456 autocorrelation indicated the absence of sex-biased gene flow.
457
458 Spatial patterns of genetic diversity
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459 We observed a reduction in genetic diversity with increasing latitude, indicated by the
460 negative correlations between the expected heterozygosity of the 33 georeferenced
461 sampling locations and increasing latitude (Pearson r= -0.645, p< 0.001, df= 31, Fig. 7),
462 and rarefied allelic richness (Pearson r= -0.579, p< 0.001, df= 31, Fig. 7) of the 33
463 georeferenced sampling locations and increasing latitude.
464
465 Discussion
466
467 Our analyses of bighorn sheep population genetic structure provide clear inferences
468 about patterns of gene flow and historical recolonization in the northern Rocky Mountains
469 region. We observed spatial geneticDraft structure consistent with the hypothesis that major
470 river valleys function as a barrier to gene flow. Additionally, we observed a significant
471 isolation-by-distance pattern within our study area, with Euclidean geographic distances
472 accounting for the majority of genetic distance between sampling locations, suggesting
473 geographically limited gene flow. Observed patterns of individual pairwise relatedness
474 indicate Rocky Mountain bighorn sheep in this region exhibit positive average relatedness
475 (neighbourhood size) up to ~100 km. From our analyses of mitochondrial markers and
476 sex-specific pairwise relatedness, we did not observe any indication of differing
477 population genetic structure between the two sexes, thus suggesting the absence of sex-
478 biased gene flow. Finally, the distribution of genetic diversity we observed indicates the
479 post-glacial recolonization of the region proceeded from the Southern refugium
480 northwards in a stepping-stone pattern.
481
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482 We found all loci exhibited excess homozygosity when samples were pooled as a single
483 population and a mean inbreeding coefficient of 0.094, possibly resulting from the
484 Wahlund effect (Wahlund 1928). When the dataset was separated by sampling location,
485 no substantial deviation from Hardy Weinberg equilibrium was detected and the average
486 inbreeding coefficient was reduced to -0.012, thus indicating the initial deviations from
487 Hardy Weinberg equilibrium were due to population substructure. Sampling locations
488 exhibited genetic differentiation, with an average FST of 0.092 was found between all
489 sampling locations.
490
491 Broad-scale spatial genetic structure
492 We observed spatial genetic structureDraft defined by major river valleys, which functioned as
493 barriers to gene flow. The AMOVA indicated that 5% of genetic variance within the dataset
494 was among the five regions separated by four major rivers (the Bow River, the North
495 Saskatchewan River, the Athabasca River, and the Smoky River). From our principal
496 component analysis, we observed that sampling locations south of the Bow River were
497 genetically distinct from sampling locations north of the Bow River, and sampling locations
498 north of the Bow River grouped together with other sampling locations based upon
499 geographic proximity (Fig. 2). Bayesian clustering analysis performed on the whole
500 dataset indicated the presence of five genetic clusters (Figs. 1, 2, S2, S3, and S4). The
501 five clusters were defined by major rivers, a single genetic cluster was identified for each
502 of the following regions: south of the Bow River, between the Bow and North
503 Saskatchewan Rivers, between the Athabasca and Smoky Rivers, and north of the
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504 Smoky River. This overall pattern indicated population genetic structure correlated with
505 the inter-river regions, and these major rivers functioned as barriers to gene flow.
506
507 When further examined by region specific isolation-by-distance plots and partial Mantel
508 tests, we observed the North Saskatchewan, Athabasca, and Smoky Rivers to have an
509 effect on genetic distance (Fig. 3). The Bow River did not appear to have an effect on
510 genetic distance despite individuals from south of the Bow River appearing highly
511 dissimilar from individuals from the main range (Fig. 3). Gene flow between sampling
512 locations either side of the Bow River is already rare due to the geographic distances
513 between sampling locations, thus we did not detect any effect of isolation caused by the
514 Bow River. Instead we observed geneticDraft distances between sampling locations which are
515 consistent with a pattern of isolation-by-distance (Fig. 3). The presence of major rivers
516 appears to be a barrier to the gene flow of bighorn sheep populations, when populations
517 are located within close geographic proximity to major rivers.
518
519 Although our analyses identify major rivers as barriers to gene flow, we cannot infer
520 whether river valleys are a physical barrier to gene flow, or represent lowland, heavily
521 vegetated habitats far from escape terrain, which are avoided by
522 bighorn sheep. The genetic structure of bighorn sheep is consequently correlated with
523 areas of high elevation similar to thinhorn sheep and mountain goats (Worely et al. 2004;
524 Shafer et al. 2011; Sim et al. 2016). We cannot infer whether it is solely rivers, the lowland
525 habitats rivers represent, or a combination of both which fragments the landscape for
526 bighorn sheep. We conclude that the primary barriers to the gene flow of Rocky Mountain
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527 bighorn sheep are river valleys, as a result of the natural landscape features associated
528 with them.
529
530 Fine-scale spatial genetic structure
531 Across the ~680 km mostly linear sampling area we observed a strong pattern of isolation-
532 by-distance, characterised by a high correlation between Euclidean geographic distance
533 and genetic distance (Fig. 4). Euclidean distance accounted for 82% of genetic distance
534 when controlling for genetic hierarchical spatial genetic structure. Thus, beneath the
535 hierarchical population genetic structure caused by major rivers, geographic distance is
536 a major factor determining the genetic variation of Rocky Mountain bighorn sheep in the
537 northern Rocky Mountains. When comparedDraft to other large mammals from the region, the
538 isolation-by-distance pattern observed in our data has a stronger correlation than reported
539 in brown bears (Forbes and Hogg 1999), caribou (Weckworth et al. 2013) and grey wolves
540 (Forbes and Hogg 1999; Cullingham et al. 2016). It is unsurprising bighorn sheep from
541 this region show such a strong pattern of isolation-by-distance. Bighorn sheep are habitat
542 specialists; thus, their dispersal is more limited than more generalist species. Our data
543 indicate a stronger correlation between Euclidean geographic and genetic distance than
544 previously observed in Rocky Mountain bighorn sheep (Forbes and Hogg 1999), however
545 this is likely a result of our more intense sampling regime concentrated in a smaller area.
546
547 The strong pattern of isolation-by-distance is indicative of a stepping-stone model of
548 population structure; with gene flow occurring frequently among geographically close sub-
549 populations, however as sub-populations become separated by more distance gene flow
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550 declines (Kimura and Weiss 1964). Previous studies document male breeding migrations,
551 in which males leave their home range to reproduce with other nearby populations (Hogg
552 2000). This behaviour fits the stepping-stone model (Kimura and Weiss 1964); breeding
553 migrations result in localized gene flow, thus genetic distance between sub-populations
554 increases with geographic separation. This clinal genetic differentiation due to geographic
555 separation is typical for any species occupying a region of greater size than its maximal
556 dispersal capability (Kimura and Weiss 1964).
557
558 We found bighorn sheep exhibit significant spatial genetic structure across the northern
559 Rocky Mountains. The results of our spatial autocorrelation analysis indicated average
560 positive relatedness up to 100 km betweenDraft pairs of individuals (Fig. 5), commonly known
561 as the neighbourhood size. The neighbourhood size indicates the geographical extent to
562 which individuals are more related than expected, thus inferring the range at which gene
563 flow occurs frequently. Although individual movement cannot be quantified from gene
564 flow, gene flow cannot occur in the absence of movement. Our finding corroborates the
565 telemetry data from DeCesare and Pletscher (2006) and observational data from Festa-
566 Bianchet (1986a), indicating that bighorn sheep are capable of movements over
567 significant distances.
568
569 Sex-biased gene flow
570 To assess the presence or absence of sex-biased gene flow, we examined mitochondrial
571 DNA sequence data from a subset of individuals and performed sex-specific spatial
572 autocorrelation across all individuals. A lack of variation in the mitochondrial d-loop region
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573 we sequenced restricted the extent to which we could assess female population genetic
574 structure. We identified six haplotypes, the most common haplotype (M haplotype)
575 occurred in ~80% of individuals and was distributed across the entire region. Most other
576 haplotypes appeared to be geographically localized (Fig. 6). Similar to the pattern
577 observed in nuclear markers, the AMOVA found the presence of major rivers to account
578 for 5.98% of genetic variance across our sampling range, thus indicating the gene flow of
579 maternally inherited markers was equally restricted by the presence of major rivers. Our
580 comparisons of mitochondrial marker and nuclear marker FST distances indicated no sex-
581 biased gene flow. Mitochondrial FST distance values had a mean 2.46 times higher than
582 the mean of the microsatellite FST distance values. In the absence of sex-biased gene
583 flow, mitochondrial marker distancesDraft are expected to be two to four times greater than
584 the microsatellite marker FST distances. Therefore, indicating the absence of sex-biased
585 gene flow, similar to the situation described for thinhorn sheep (Roffler et al. 2014). We
586 also did not observe sex differences in spatial autocorrelation based on nuclear markers.
587 Thus, our analyses of mitochondrial and nuclear markers exhibited no evidence of sex-
588 biased gene flow.
589
590 We conclude that each sex contributes to gene flow equally, however previous literature
591 on female philopatry (Festa-Bianchet 1986b), male movement (Festa-Bianchet 1986a),
592 and male migrations (Hogg 2000) suggest male-biased gene flow is biologically probable.
593 Our lack of evidence for male-biased dispersal possibly resulted from a combination of
594 sampling methods and male behaviour. Field observations have shown that males
595 perform seasonal breeding migrations but return to their home range after the rut (Hogg
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596 2000). We obtained the majority of our samples during the winter, after males would have
597 already returned from their breeding migrations. Therefore, males may have been
598 sampled in close proximity to their location of birth, inhibiting our ability to detect any
599 difference between male and female neighbourhood size. Although our data did not
600 support the hypothesis of male-biased gene flow, we cannot rule out the possibility that
601 the sex-specific pattern of spatial genetic structure may change at different times
602 throughout the year.
603
604 Post-glacial recolonization
605 We observed significant evidence that bighorn sheep recolonized the northern Rocky
606 Mountains from the Southern refugiumDraft following the cessation of the Wisconsin
607 glaciation. The reduction in the expected heterozygosity and rarefied allelic richness of
608 sampling locations with increasing latitude (Fig. 7), and the strong pattern of isolation-by-
609 distance observed, indicates the recolonization of the northern Rocky Mountains
610 northwards in a stepping-stone (Kimura and Weiss 1964) fashion from the Southern
611 refugium. Our finding aligns with previous theories (Cowan 1940; Geist 1999), genetic
612 studies of bighorn sheep across the species range (Luikart and Allendorf 1996), and
613 studies of other taxa which recolonized this region from the Southern refugium (Rueness
614 et al. 2003; Runck and Cook 2005; Godbout et al. 2008; Latch et al. 2009; McDevitt et al.
615 2009; Gayathiri et al. 2012). Based upon both our findings and the prior literature we
616 confidently conclude that the Southern refugium sourced the recolonization of the
617 northern Rocky Mountains by bighorn sheep.
618
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619 Conclusion
620 In summary, in the northern Rocky Mountains, Rocky Mountain bighorn sheep population
621 genetic structure correlates with inter-river regions, and isolation-by-distance explains
622 genetic distance within and across the broad-scale population genetic structure.
623 Additionally, spatial genetic structure indicates gene flow up to 100 km, with no evidence
624 of sex-biased dispersal (but this is likely related to limitations of our sampling methods).
625 Finally, patterns of genetic diversity indicate the post-glacial recolonization of the northern
626 Rocky Mountains by bighorn sheep was sourced from the Southern refugium. Our results
627 also have wider implications beyond just mountain sheep. Our study characterizes the
628 population genetic structure of a habitat specialist across a vast area relatively
629 unfragmented by anthropogenic disturbance.Draft Second, our findings highlight the aversion
630 that habitat specialists exhibit toward non-optimal habitats, and how the avoidance of non-
631 optimal habitat can function to fragment populations and restrict gene flow across the
632 landscape. Third, our inability to detect differential population genetic structure between
633 the sexes highlights the difficulty of studying sex-bias gene flow in species which do not
634 exhibit typical permanent dispersal. Finally, patterns of bighorn sheep post-glacial
635 recolonization in the Rocky Mountains add further support to the growing body of
636 knowledge suggesting that many vertebrates moved northwards to recolonize
637 northwestern North America from Southern refugia.
638
639 Acknowledgments
640 We thank Anh Dao for her assistance with laboratory work, and Rhiannon Peery for
641 bioinformatical assistance. We also thank Corey Davis, Joshua Miller, and the entirety
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642 of Coltman lab for their helpful discussion and comments throughout this project. We
643 also thank Kathreen E. Ruckstuhl (NSERC RGPIN-2018-03913), Peter Neuhaus, and
644 Nigel Caulkett, and their team for sharing tissue samples from Sheep River bighorns.
645 We thank Alberta Fish and Wildlife especially Anne Hubbs, Mark Bradley of Jasper
646 National Park, and Banff National Park for providing Rocky Mountain bighorn sheep
647 species range data. Finally, we thank our funding sources: the Alberta Conservation
648 Association, Alberta Fish and Game Association, Government of Alberta (Environment
649 and Parks), Canadian Wildlife Federation, Natural Sciences and Engineering Research
650 Council of Canada (NSERC RGPIN-2018-04354 to DWC), and the Wild Sheep
651 Foundation.
652 Draft
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931
932
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933 Figure captions
934 Fig. 1. Sampling locations and their admixture of each of the five genetic clusters
935 identified, with major river valleys highlighted in blue. See Table 1 for sampling location
936 names and other details. Insert a shows the geographic location of our study area.
937 Insert b shows the species range of Rocky Mountain bighorn sheep (Ovis canadensis
938 canadensis) in Canada (blue crosshatch) and the distribution of our sampling locations.
939 *Due to the resolution of this figure the location of EK (Etna Knoll) and MP (Morro Peak)
940 may appear ambiguous, we confirm both sampling locations are located south of the
941 Athabasca River. [Figure was created using ArcMap version 10.6.1. Base map of
942 provincial, state, and North American boundaries, and shaded relief from ESRI ©
943 Canada 2017]. Draft
944
945 Fig. 2. Admixture plot for K4 for all individuals sampled, and separate plots of K2 for the
946 region between the Bow and Athabasca river and the region north of the Athabasca river
947 (K2* each region analysed separately). The clusters represent south of the Bow River
948 (dark orange), between the Bow and the North Saskatchewan Rivers (light green),
949 between the North Saskatchewan and the Athabasca Rivers (dark blue), between the
950 Athabasca and the Smoky Rivers (dark green), and north of the Smoky River (red). Black
951 bars represent the major rivers.
952
953 Fig. 3. Regression of Nei’s standard genetic distance (1972) on Euclidean geographic
954 distance for sampling locations situated on the same and different sides of major rivers,
955 represented by filled and unfilled circles respectively. The effect of distance on genetic
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956 distance in each region is as follows: Athabasca River, r= 0.736, p<0.001. Bow River, r=
957 0.938, p<0.001. North Saskatchewan River, r= 0.487, p<0.001. Smoky River, r= 0.281,
958 p=0.041. The effect of each river on genetic distance when controlling for geographic
959 distance is as follows: Athabasca River, r= 0.823, p<0.001. Bow River, r=0.183, p=0.234.
960 North Saskatchewan River, r= 0.551, p<0.001. Smoky River, r= 0.792, p<0.001.
961
962 Fig. 4. Regression of Nei’s (1972) standard genetic distance on Euclidean geographic
963 distance between 33 sampling locations of Rocky Mountain bighorn sheep (Ovis
964 canadensis canadensis) in the northern portion of the species range (r= 0.844, p<0.001).
965
966 Fig. 5. Average pairwise Queller andDraft Goodnight estimate of relatedness (1989) by
967 distance class. The lower and upper limit of the box are the 25th and 75th percentile
968 respectively, the middle bar represents the median, and the whiskers extend to the
969 furthest data point which is within 1.5 times the inter-quartile range. An asterisk below +
970 or – indicates a distance class mean pairwise relatedness significantly more or less than
971 zero. Mean relatedness of the total population shown as dashed line with a value of -
972 0.0014.
973
974 Fig. 6. The haplotype network and the proportion of the haplotypes 131A (blue), M
975 (red), 144G (yellow), 201C (pink), 186T (green), and 239C (cyan), at each sampling
976 location. Plain red circles indicate populations with no variation from the M haplotype.
977 Major rivers highlighted in blue. [Figure was created using ArcMap version 10.6.1. Base
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978 map of provincial, state, and North American boundaries, and shaded relief from ESRI
979 © Canada 2017].
980
981
982 Fig. 7. Correlations between the expected heterozygosity of the 33 georeferenced
983 sampling locations and latitude (Pearson r=-0.645, p<0.001, df=31), and between the
984 rarefied allelic richness of the 33 georeferenced sampling locations and latitude (Pearson
985 r=-0.579, p<0.001, df=31).
Draft
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Tables
Table 1. Description of the 49 sampling locations, including site abbreviation (Abrv), latitude (Lat), longitude (Long), number of females typed at microsatellite loci (♀), number of males typed at microsatellite loci (♂), total number of individuals typed at microsatellite loci (Total), number of individuals with mtDNA sequence (mtDNA seq), number of alleles (A), allelic richness corrected for small sample size (Ar), observed heterozygosity (Hobs), expected heterozygosity (Hexp), and Wright’s inbreeding coefficient (f). An asterisk (*) indicates samples from this location were submitted by hunters.
mtDNA Sampling location Abrv Lat Long ♂ ♀ Total seq A Ar Hobs Hexp f Castle Yarrow CY 49.27 -114.20 0 27 27 7 5.62 2.94 0.69 0.67 -0.033 Radium RD 50.64 -116.05 2 2 4 2.92 2.57 0.56 0.56 0.000 Fernie, Elko, Radium* FR 107 5 112 7.85 3.37 0.66 0.72 0.091 South of Bow* SO 72Draft10 82 6.77 3.25 0.70 0.72 0.028 Sheep River SR 50.64 -114.66 18 12 30 10 5.38 3.30 0.72 0.71 -0.011 Forbidden Creek Trail FC 51.82 -115.93 9 13 22 10 4.62 2.95 0.68 0.67 -0.022 Malloch Creek- Banff Park MB 51.88 -115.95 21 2 23 5.23 2.97 0.73 0.67 -0.101 Lost Guide LO 51.94 -116.00 0 6 6 3.85 3.23 0.68 0.75 0.094 South Ram River Headquarters RH 51.95 -116.16 7 11 18 5.00 2.99 0.66 0.66 0.009 Ram Range RG 52.07 -116.15 10 14 24 9 5.00 3.10 0.70 0.69 -0.009 Cline River CR 52.20 -116.62 6 6 12 10 4.85 3.02 0.74 0.68 -0.091 Abraham Lake AL 52.22 -116.26 9 5 14 7.38 3.33 0.70 0.73 0.048 Ram River* RR 154 0 154 5.30 3.06 0.67 0.66 -0.003 Ram Mountain RM 52.36 -115.79 32 34 66 12 4.77 3.20 0.74 0.72 -0.037 Job Creek JC 52.37 -116.72 6 5 11 10 4.62 3.21 0.78 0.72 -0.084 Bighorn River BR 52.42 -116.51 9 0 9 4.62 3.07 0.71 0.69 -0.035 Opabin B OB 52.43 -116.58 8 4 12 5.15 3.12 0.69 0.67 -0.025 Aztec Lake AZ 52.46 -116.99 0 12 12 10 5.00 3.16 0.73 0.70 -0.039
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Opabin A OA 52.54 -116.72 3 5 8 3.91 3.07 0.61 0.64 0.046 Blackstone BS 52.55 -116.53 4 9 13 3.77 2.76 0.61 0.64 0.046 Isaac Creek IC 52.55 -117.01 8 11 19 5.00 3.05 0.70 0.68 -0.022 Cairn River CA 52.69 -117.12 8 4 12 10 4.85 3.12 0.70 0.70 -0.004 Russel Creek RC 52.82 -117.15 2 26 28 5.31 3.05 0.75 0.67 -0.119 Grave Flats GF 52.90 -117.01 8 0 8 4.23 3.02 0.64 0.66 0.030 Drummond DR 52.95 -117.38 8 0 8 4.23 3.06 0.71 0.67 -0.052 Cadomin Mountain CM 52.97 -117.20 6 10 16 16 4.92 2.96 0.68 0.65 -0.050 Cadomin* CD 69 5 74 6.54 3.15 0.66 0.69 0.032 Luscar-Gregg Mine LG 53.06 -117.42 31 143 174 20 6.77 3.19 0.69 0.69 -0.006 Mystery Lake ML 53.13 -117.67 19 22 41 10 5.77 3.04 0.66 0.68 0.019 Makwa Ridge MR 53.05 -117.79 10Draft15 25 5.23 3.03 0.66 0.68 0.036 Morro Peak MP 53.04 -118.08 4 3 7 3.46 2.78 0.65 0.64 -0.026 Etna Knoll EK 53.07 -118.02 6 3 9 4.08 3.11 0.69 0.65 -0.071 Disaster Point DP 53.18 -117.96 3 6 9 4.38 3.13 0.66 0.66 0.008 Folding Mountain FM 53.21 -117.69 16 5 21 5.08 2.93 0.67 0.64 -0.036 Windy Point WP 53.21 -117.99 2 6 8 3.46 2.79 0.60 0.64 0.057 Brule Tunnel BT 53.23 -117.87 1 20 21 10 4.54 2.78 0.64 0.62 -0.031 Stornoway Mountain ST 53.29 -118.39 7 9 16 10 4.00 2.54 0.54 0.56 0.026 Munn Creek MC 53.52 -118.32 8 11 19 8 4.77 2.93 0.65 0.63 -0.032 Monaghan MO 53.61 -119.05 3 11 14 3.85 2.77 0.68 0.59 -0.138 Rocky Pass RP 53.63 -118.83 4 17 21 4.15 2.75 0.59 0.60 0.019 North Berland NB 53.67 -118.76 13 8 21 12 4.31 2.84 0.65 0.63 -0.032 Wilmore* WM 72 3 75 5.15 2.85 0.61 0.62 0.019 Mount Mawdsley MM 53.80 -119.12 4 10 14 3.77 2.72 0.66 0.60 -0.097 Stearn A SA 53.91 -119.29 11 26 37 10 4.69 2.80 0.58 0.61 0.048 Horn Creek HC 53.97 -119.53 4 9 13 3.77 2.61 0.58 0.57 -0.023
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Grande Cache Coal Mine GC 54.03 -119.20 13 22 35 4.23 2.56 0.50 0.53 0.062 Smoky River* SM 76 0 76 4.62 2.52 0.51 0.53 0.047 Gorman Mountain GM 54.18 -120.01 1 6 7 3.08 2.45 0.47 0.51 0.073 Narraway/Mount Torrens NW 54.27 -119.91 2 6 8 10 3.62 2.67 0.67 0.57 -0.186
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Table 2. Descriptive statistics for 13 microsatellite loci and one sex-determining marker used to quantify genetic diversity in Rocky Mountain bighorn sheep (Ovis canadensis canadensis), including: locus name, number of genotypes, genotyping success rate, number of alleles (k), allele size range (bp), observed heterozygosity of entire dataset(Hobs), expected heterozygosity of entire dataset (Hexp), and Wright’s inbreeding coefficient (f).
Percentage Size range Locus Source Genotypes success (%) k (bp) Hobs Hexp f BM1225 Bishop et al., 1994 1407 94.11 11 237-261 0.653 0.735 0.112
BM4505 Bishop et al., 1994 1371 91.71 15 263-301 0.661 0.716 0.077
BMC1222 Bishop et al., 1994 1437 96.12 4 286-292 0.317 0.340 0.068
FCB266 Buchanan & Crawford, 1993 1434 95.92 6 88-102 0.715 0.770 0.071 MAF209 Buchanan & Crawford, 1992 1475 Draft98.66 9 107-123 0.717 0.751 0.045 MAF36 Swarbrick, Buchanan & Crawford, 1991a 1477 98.79 7 90-108 0.629 0.693 0.092 MAF64 Swarbrick, Buchanan & Crawford, 1991b 1374 91.91 8 109-123 0.726 0.788 0.079 MAF65 Buchanan, Swarbick & Crawford, 1992 1349 90.23 12 101-135 0.681 0.794 0.142 OarAE16 Plenty et al. 1993 1453 97.19 11 82-106 0.775 0.854 0.093 OarCP26 Ede, Pierson & Crawford, 1995 1408 94.18 12 131-159 0.632 0.724 0.127 Rt9 Wilson et al., 1997 1159 77.53 11 119-147 0.734 0.797 0.079 TGLA122 Georges and Massey, 1992 1194 79.87 10 129-146 0.624 0.718 0.131 TGLA387 Georges and Massey, 1992 1406 94.05 13 132-155 0.701 0.783 0.104 SheepAML Gokulakrishnan et al., 2013 1495 100 2 121-168 - - -
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