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<art>
	<ui>1471-2148-12-78</ui>
	<ji>1471-2148</ji>
	<fm>
		<dochead>Research article</dochead>
		<bibl>
			<title>
				<p>Fine-scale genetic breaks driven by historical range dynamics and ongoing density-barrier effects in the estuarine seaweed <it>Fucus ceranoides</it> L.</p>
			</title>
			<aug>
				<au id="A1" ca="yes"><snm>Neiva</snm><fnm>Jo&#227;o</fnm><insr iid="I1"/><insr iid="I2"/><email>jmneiva@ualg.pt</email></au>
				<au id="A2"><snm>Pearson</snm><mi>A</mi><fnm>Gareth</fnm><insr iid="I1"/><email>gpearson@ualg.pt</email></au>
				<au id="A3"><snm>Valero</snm><fnm>Myriam</fnm><insr iid="I2"/><email>valero@sb-roscoff.fr</email></au>
				<au id="A4"><snm>Serr&#227;o</snm><mi>A</mi><fnm>Ester</fnm><insr iid="I1"/><email>eserrao@ualg.pt</email></au>
			</aug>
			<insg>
				<ins id="I1"><p>Centro de Ci&#234;ncias do Mar, Centro de Investiga&#231;&#227;o Marinha e Ambiental - Laborat&#243;rio Associado, Universidade do Algarve, Gambelas, Faro, 8005-139, Portugal</p></ins>
				<ins id="I2"><p>Unit&#233; Mixte de Recherche 7144, Centre National de la Recherche Scientifique/Universit&#233; Pierre et Marie Curie, Station Biologique de Roscoff, Place Georges-Teissier, BP 74, Roscoff Cedex, 29682, France</p></ins>
			</insg>
			<source>BMC Evolutionary Biology</source>
			<issn>1471-2148</issn>
			<pubdate>2012</pubdate>
			<volume>12</volume>
			<issue>1</issue>
			<fpage>78</fpage>
			<url>http://www.biomedcentral.com/1471-2148/12/78</url>
			<xrefbib><pubidlist><pubid idtype="doi">10.1186/1471-2148-12-78</pubid><pubid idtype="pmpid">22672720</pubid></pubidlist></xrefbib>
		</bibl>
		<history><rec><date><day>7</day><month>12</month><year>2011</year></date></rec><acc><date><day>14</day><month>5</month><year>2012</year></date></acc><pub><date><day>6</day><month>6</month><year>2012</year></date></pub></history>
		<cpyrt><year>2012</year><collab>Neiva et al.; licensee BioMed Central Ltd.</collab><note>This is an Open Access article distributed under the terms of the Creative Commons Attribution License (<url>http://creativecommons.org/licenses/by/2.0</url>), which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</note></cpyrt>
		<abs>
			<sec>
				<st>
					<p>Abstract</p>
				</st>
				<sec>
					<st>
						<p>Background</p>
					</st><p>Factors promoting the emergence of sharp phylogeographic breaks include restricted dispersal, habitat discontinuity, physical barriers, disruptive selection, mating incompatibility, genetic surfing and secondary contact. Disentangling the role of each in any particular system can be difficult, especially when species are evenly distributed across transition zones and dispersal barriers are not evident. The estuarine seaweed <it>Fucus ceranoides</it> provides a good example of highly differentiated populations along its most persistent distributional range at the present rear edge of the species distribution, in NW Iberia. Intrinsic dispersal restrictions are obvious in this species, but have not prevented <it>F. ceranoides</it> from vastly expanding its range northwards following the last glaciation, implying that additional factors are responsible for the lack of connectivity between neighbouring southern populations. In this study we analyze 22 consecutive populations of <it>F. ceranoides</it> along NW Iberia to investigate the processes generating and maintaining the observed high levels of regional genetic divergence.</p>
				</sec>
				<sec>
					<st>
						<p>Results</p>
					</st><p>Variation at seven microsatellite loci and at mtDNA spacer sequences was concordant in revealing that Iberian <it>F. ceranoides</it> is composed of three divergent genetic clusters displaying nearly disjunct geographical distributions. Structure and AFC analyses detected two populations with an admixed nuclear background. Haplotypic diversity was high in the W sector and very low in the N sector. Within each genetic cluster, population structure was also pervasive, although shallower.</p>
				</sec>
				<sec>
					<st>
						<p>Conclusions</p>
					</st><p>The deep divergence between sectors coupled with the lack of support for a role of oceanographic barriers in defining the location of breaks suggested 1) that the parapatric genetic sectors result from the regional reassembly of formerly vicariant sub-populations, and 2) that the genetic discontinuities at secondary contact zones (and elsewhere) are maintained despite normal migration rates. We conclude that colonization and immigration, as sources of gene-flow, have very different genetic effects. Migration between established populations is effectively too low to prevent their differentiation by drift or to smooth historical differences inherited from the colonization process. <it>F. ceranoides</it>, but possibly low-dispersal species in general, appear to be unified to a large extent by historical, non-equilibrium processes of extinction and colonization, rather than by contemporary patterns of gene flow.</p>
				</sec>
			</sec>
		</abs>
	</fm>
	<bdy>
		<sec>
			<st>
				<p>Background</p>
			</st><p>Marine ecosystems have historically been considered to be relatively open, with populations demographically and genetically connected over broad spatial scales. In a range of coastal taxa, however, recent molecular surveys have consistently revealed considerable phylogeographical and population genetic structure, often at seemingly small spatial scales, indicating that connectivity is frequently much lower than previously assumed. Examples include a variety of species lacking planktonic dispersive stages and/or exhibiting particularly strict ecological requirements, such as intertidal fucalean and kelp seaweeds <abbrgrp>
					<abbr bid="B1">1</abbr>
					<abbr bid="B2">2</abbr>
					<abbr bid="B3">3</abbr>
					<abbr bid="B4">4</abbr>
					<abbr bid="B5">5</abbr>
				</abbrgrp>, seagrasses <abbrgrp>
					<abbr bid="B6">6</abbr>
					<abbr bid="B7">7</abbr>
				</abbrgrp>, direct-developing invertebrates and fish <abbrgrp>
					<abbr bid="B8">8</abbr>
					<abbr bid="B9">9</abbr>
					<abbr bid="B10">10</abbr>
					<abbr bid="B11">11</abbr>
				</abbrgrp>, high-intertidal rock-pool invertebrates <abbrgrp>
					<abbr bid="B12">12</abbr>
				</abbrgrp>, and many estuarine organisms <abbrgrp>
					<abbr bid="B13">13</abbr>
					<abbr bid="B14">14</abbr>
					<abbr bid="B15">15</abbr>
					<abbr bid="B16">16</abbr>
					<abbr bid="B17">17</abbr>
					<abbr bid="B18">18</abbr>
				</abbrgrp>. In such species, shallow genetic discontinuities can be common due to intrinsic life-history and habitat constraints to dispersal. Often, however, they also display deeper genealogical splits that distinguish regional sets of populations across their ranges. Such nested patterns of phylogeographical structure can result from a number of factors and are frequently harder to interpret, especially when species are evenly distributed across transition zones.</p><p>Vicariance is usually invoked as the main driver of (neutral) genetic divergence. Extrinsic barriers to gene-flow are generally less obvious (or absolute) in marine compared to terrestrial landscapes <abbrgrp>
					<abbr bid="B19">19</abbr>
					<abbr bid="B20">20</abbr>
				</abbrgrp>, but circulation patterns, coastline topography and habitat discontinuities have all been shown to potentially represent effective barriers to the exchange of individuals between adjacent marine regions <abbrgrp>
					<abbr bid="B21">21</abbr>
					<abbr bid="B22">22</abbr>
					<abbr bid="B23">23</abbr>
					<abbr bid="B24">24</abbr>
				</abbrgrp>. Complex variations in habitat availability and connectivity, resulting from the Pleistocene oscillations in sea levels and surface temperatures, are also known to have produced ancient population subdivisions (and differentiation) in many coastal organisms <abbrgrp>
					<abbr bid="B6">6</abbr>
					<abbr bid="B25">25</abbr>
					<abbr bid="B26">26</abbr>
				</abbrgrp>. Within a species, disjunct distribution of divergent genetic lineages provides strong indication for the occurrence of such vicariant processes.</p><p>Inferring the existence of a particular dispersal barrier from molecular data may not be straightforward though <abbrgrp>
					<abbr bid="B27">27</abbr>
				</abbrgrp>. In species with short dispersal range, discontinuities in individual gene trees (mostly derived from organelle markers) readily arise haphazardly within continuously distributed species simply as a consequence of idiosyncratic lineage sorting <abbrgrp>
					<abbr bid="B28">28</abbr>
					<abbr bid="B29">29</abbr>
				</abbrgrp>. Similarly, genetic drift during spatial expansions <abbrgrp>
					<abbr bid="B30">30</abbr>
				</abbrgrp> or disruptive selection <abbrgrp>
					<abbr bid="B31">31</abbr>
				</abbrgrp> can also result in the geographic segregation of organelle lineages across a species range even in the face of dispersal. In general, long-term isolation can only be confidently assumed when spatially concordant patterns across multiple unlinked loci are found <abbrgrp>
					<abbr bid="B29">29</abbr>
					<abbr bid="B32">32</abbr>
				</abbrgrp>.</p><p>Disentangling historical from ongoing constraints to dispersal may also be problematic. Phylogeographical breaks and contemporary oceanographic barriers (or biogeographical transition zones) are often mismatched in marine restricted dispersers <abbrgrp>
					<abbr bid="B33">33</abbr>
				</abbrgrp>. Historical patterns of isolation and colonization in these organisms explain population structure better than more recent factors affecting gene-flow. Phylogeographical breaks may develop where formerly vicariant sub-populations have reassembled. The Iberian peninsula is a good example where diverse taxa such as trees <abbrgrp>
					<abbr bid="B34">34</abbr>
				</abbrgrp>, amphibians <abbrgrp>
					<abbr bid="B35">35</abbr>
					<abbr bid="B36">36</abbr>
				</abbrgrp>, reptiles <abbrgrp>
					<abbr bid="B37">37</abbr>
					<abbr bid="B38">38</abbr>
				</abbrgrp> and pond-dwelling invertebrates <abbrgrp>
					<abbr bid="B39">39</abbr>
					<abbr bid="B40">40</abbr>
				</abbrgrp> are sub-divided into well defined, mostly parapatric genetic sectors that presumably formed during expansions from disjunct refugia. The temporal persistence of genetic discontinuities across marine secondary contact zones have also been demonstrated in several species <abbrgrp>
					<abbr bid="B26">26</abbr>
				</abbrgrp>. However, insight into the processes preventing steady genetic homogenization of divergent but contacting gene-pools requires finer scale genetic sampling than is common in most studies (but see <abbrgrp>
					<abbr bid="B3">3</abbr>
					<abbr bid="B6">6</abbr>
					<abbr bid="B9">9</abbr>
					<abbr bid="B12">12</abbr>
					<abbr bid="B41">41</abbr>
					<abbr bid="B42">42</abbr>
				</abbrgrp>).</p><p>Virtually all coastal organisms have some potential to disperse and colonize new habitats, as the extensive post-glacial range shifts of many demonstrate. Thus, migration would also be expected to occur between fully established populations, including between divergent populations in relatively close proximity. Incipient reproductive isolation can reduce or prevent gene flow between divergent contacting lineages <abbrgrp>
					<abbr bid="B41">41</abbr>
					<abbr bid="B43">43</abbr>
				</abbrgrp>. The persistence of fine-scale genetic differentiation in the absence of obvious reproductive and dispersal barriers seems paradoxical. In restricted dispersers, however, colonization and immigration, as sources of gene-flow, may have very different genetic effects. During expansions into vacant habitats, the original colonists can grow exponentially and contribute disproportionately to the genetic composition of the establishing population. In contrast, once the habitat patch is filled, demographic stability and increased competition can considerably reduce the impact of subsequent immigrants <abbrgrp>
					<abbr bid="B44">44</abbr>
					<abbr bid="B45">45</abbr>
				</abbrgrp>. In addition, if there is a gross disparity between the number of residents and immigrants, a common situation in low dispersal species, foreign genotypes introduced in a population will <it>a priori</it> be rare and have low probability of random increase due to drift alone <abbrgrp>
					<abbr bid="B46">46</abbr>
					<abbr bid="B47">47</abbr>
					<abbr bid="B48">48</abbr>
				</abbrgrp>. In other words, established populations themselves can create a density-barrier effect buffering local changes in allele frequencies and delaying the spatial advance of genes within previously colonized areas (despite immigration). At broad geographical scales, such an effect has been invoked to explain the persistence of genetic homogeneity in recolonized areas <abbrgrp>
					<abbr bid="B44">44</abbr>
				</abbrgrp>, the asymmetrical introgression of genes from established to spatially expanding species <abbrgrp>
					<abbr bid="B49">49</abbr>
				</abbrgrp>, or the lack of gene-flow between former refugial areas that are currently connected by intermediate populations <abbrgrp>
					<abbr bid="B50">50</abbr>
				</abbrgrp>. When effective migration rates are low, patterns of non-equilibrium divergence resulting from founder and density-barrier effects can occur at much smaller spatial scales <abbrgrp>
					<abbr bid="B46">46</abbr>
					<abbr bid="B51">51</abbr>
				</abbrgrp>.</p><p>In this study, we report a remarkable case of non-equilibrium divergence in the estuarine seaweed <it>Fucus ceranoides</it>, in which steep genetic discontinuities are preserved despite the absence of obvious barriers to dispersal. <it>Fucus ceranoides</it> L. (horned wrack) is a perennial, dioecious seaweed restricted to estuarine environments across much of the Northeast Atlantic. Populations of <it>F. ceranoides</it> from NW Iberia, at the rear edge of the species distribution, form three highly divergent genetic clusters according to both mtDNA and microsatellite markers <abbrgrp>
					<abbr bid="B15">15</abbr>
					<abbr bid="B52">52</abbr>
				</abbrgrp>. Despite their relatively close proximity (~150&#8201;km), fixed genetic differences at this scale suggest that the historical and recurrent processes contributing to their differentiation are weakly counteracted by on-going gene-flow. The poor dispersal ability of <it>F. ceranoides</it> certainly plays a role; fucoid algae lack planktonic dispersive stages and therefore <it>F. ceranoides</it> individuals typically complete their entire life-cycle within the discrete, isolated patches of the estuarine habitat they inhabit. Still, an important question remains unanswered concerning the nature and stability of genetic divergence in this system. Like in many other seaweeds, non-local (inter-estuarine) dispersal can be mediated by rafting of detached, reproductive individuals <abbrgrp>
					<abbr bid="B53">53</abbr>
					<abbr bid="B54">54</abbr>
				</abbrgrp>. Such dispersal by drifting thalli was likely responsible for the extensive post-glacial expansion of <it>F. ceranoides</it> into Northern Europe, including the distant colonization of Norway (across the North Sea) and Iceland <abbrgrp>
					<abbr bid="B15">15</abbr>
					<abbr bid="B52">52</abbr>
				</abbrgrp>. If <it>F. ceranoides</it> managed to expand its range more than 15 degrees in latitude since the Last Glacial Maximum [LGM, ~20.000&#8201;ka before present (BP)], dispersal restrictions cannot account, at least as the sole factor, for the apparent lack of population connectivity along the much narrower NW Iberian coastline.</p><p>This study aims to understand this fundamental issue in the evolutionary ecology of populations, the apparently contradicting evidence for large scale dispersal mediating vast (re)colonisations concurrently with persistent, fine scale genetic discontinuities in older refugial regions. The specific question is whether such discontinuities arise and persist due to long-lasting dispersal barriers, or simply reflect resilient non-equilibrium conditions inherited from a complex demographic past. To address this question, in this study both mtDNA sequence and microsatellite genotypic data are employed to investigate the fine-scale distribution of genetic variation in <it>F. ceranoides</it> from NW Iberia. This region was sampled at the finest scale of resolution achievable&#8212;a complete set of neighbouring estuaries&#8212;which was the scale over which gene-flow was more likely to be detected. We were particularly interested in the biogeographic context and the demographic processes contributing to the formation and integrity of stable genetic sectors in NW Iberian <it>F. ceranoides</it>.</p>
		</sec>
		<sec>
			<st>
				<p>Results</p>
			</st>
			<sec>
				<st>
					<p>MtIGS phylogeography</p>
				</st><p>A total of 51 mtIGS haplotypes (GenBank: JN084346-96) were identified in the 352 individuals of <it>F. ceranoides</it> belonging to the 22 &#8220;core&#8221; populations. The median-joining network revealed three mtIGS lineages displaying nearly disjunct geographic distributions (Table&#8201;<tblr tid="T1">1</tblr> and Figure&#8201;<figr fid="F1">1</figr>). The Bayesian phylogenetic analyses failed to recover the temporal sequence of lineage splitting, but their monophyly was supported by high branch posterior probabilities (Figure&#8201;<figr fid="F2">2</figr>a). Each phylogroup was defined by one interior and widespread haplotype. Phylogroup A, composed by haplotypes <it>A1</it> and 30 related ones, was present from VIG to CAM (Western sector, W), and further south in VIA. Phylogroup B, composed by <it>B1</it> and 10 related haplotypes, was distributed from ANL to CED (North-Western sector, NW), although a few B haplotypes were also detected in ORT and BAR. Finally, phylogroup C, composed by <it>C1</it> and 8 related haplotypes, was exclusively found from ORT eastwards to NAV (Northern sector, N), and further east in the populations of VIL, SAN and BAY. Several peripheral populations were geographically closer to populations across the phylogeographic breaks than they were to their nearest population within the same sector. For instance, ANL (NW sector) is geographically closer to CAM (W sector; ~34&#8201;km) than to RCO (NW sector, ~70&#8201;km), and the distance between CED (NW sector) and ORT (N sector; ~36,5&#8201;km) is smaller than between CED and FER (~58&#8201;km; both NW sector).</p>
				<table id="T1">
					<title>
						<p>Table 1</p>
					</title>
					<caption>
						<p>
							<b>Genetic diversity of </b><b>
								<it>Fucus ceranoides </it>
							</b><b>within sampling sites and inferred genetic sectors</b>
						</p>
					</caption>
					<tgroup align="left" cols="12">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="left" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<colspec align="left" colname="c7" colnum="7" colwidth="1*"/>
						<colspec align="left" colname="c8" colnum="8" colwidth="1*"/>
						<colspec align="left" colname="c9" colnum="9" colwidth="1*"/>
						<colspec align="left" colname="c10" colnum="10" colwidth="1*"/>
						<colspec align="left" colname="c11" colnum="11" colwidth="1*"/>
						<colspec align="left" colname="c12" colnum="12" colwidth="1*"/>
						<thead valign="top">
							<row rowsep="1">
								<entry colname="c1" morerows="1">
									<p>
										<b>River (Ria), Village</b>
									</p>
								</entry>
								<entry colname="c2" morerows="1">
									<p>
										<b>Code</b>
									</p>
								</entry>
								<entry colname="c3" morerows="1">
									<p>
										<b>N</b>
									</p>
								</entry>
								<entry colname="c4" nameend="c7" namest="c4">
									<p>
										<b>Microsatellites</b>
									</p>
								</entry>
								<entry colname="c8" nameend="c12" namest="c8">
									<p>
										<b>MtIGS</b>
									</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c4">
									<p>
										<b>A</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>H</b>
										<sub>
											<b>E</b>
										</sub>
									</p>
								</entry>
								<entry colname="c6">
									<p>
										<b>H</b>
										<sub>
											<b>O</b>
										</sub>
									</p>
								</entry>
								<entry colname="c7">
									<p>
										<b>F</b>
										<sub>
											<b>IS</b>
										</sub>
									</p>
								</entry>
								<entry colname="c8">
									<p>
										<b>Lineage</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>Haplotypes</b>
									</p>
								</entry>
								<entry colname="c10">
									<p>
										<b>N</b>
										<sub>
											<b>hap</b>
										</sub>
									</p>
								</entry>
								<entry colname="c11">
									<p>
										<b>H</b>
										<sub>
											<b>hap</b>
										</sub> <b>(10</b>
										<sup>
											<b>&#8722;3</b>
										</sup><b>)</b>
									</p>
								</entry>
								<entry colname="c12">
									<p>
										<b>&#928;</b>
										<sub>
											<b>hap</b>
										</sub> <b>(10</b>
										<sup>
											<b>&#8722;5</b>
										</sup><b>)</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>Mean allelic richness (A), Nei&#8217;s gene diversity (<it>H</it>
								<sub>E</sub>), observed heterozygosity (<it>H</it>
								<sub>o</sub>) and multi-locus inbreeding coefficient (<it>F</it>
								<sub>IS</sub>,) were estimated from for the microsatellite data-set; Haplotypic richness (<it>N</it>
								<sub>hap</sub>), haplotypic diversity (<it>H</it>
								<sub>hap</sub>) and nucleotide diversity (<it>&#960;</it>
								<sub>hap</sub>) are based on the mtIGS data-set. The mtIGS lineages and haplotypes are listed for each population (coded as in Figure&#8201;<figr fid="F1">1</figr>). Absolute frequencies of haplotypes are in parenthesis (if N&#8201;&gt;&#8201;1). *GenBank accessions of the private haplotypes of the populations of VIA, VIL, SAN and BAY <abbrgrp>
									<abbr bid="B15">15</abbr>
								</abbrgrp>.</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1">
									<p>Lima, Viana do Castelo</p>
								</entry>
								<entry colname="c2">
									<p>VIA</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>2.43</p>
								</entry>
								<entry colname="c5">
									<p>0.154</p>
								</entry>
								<entry colname="c6">
									<p>0.143</p>
								</entry>
								<entry colname="c7">
									<p>0.077</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1(14), GQ385159*, GQ385159*</p>
								</entry>
								<entry colname="c10">
									<p>3</p>
								</entry>
								<entry colname="c11">
									<p>242</p>
								</entry>
								<entry colname="c12">
									<p>50</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<b>Western Sector</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>W</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>128</b>
									</p>
								</entry>
								<entry colname="c4">
									<p>
										<b>9.00</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>0.457</b>
									</p>
								</entry>
								<entry colname="c6">
									<p>
										<b>0.257</b>
									</p>
								</entry>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<b>A</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>A1&#8211;A31</b>
									</p>
								</entry>
								<entry colname="c10">
									<p>
										<b>31</b>
									</p>
								</entry>
								<entry colname="c11">
									<p>
										<b>717</b>
									</p>
								</entry>
								<entry colname="c12">
									<p>
										<b>351</b>
									</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Verdugo (Ria de Vigo), Arcade</p>
								</entry>
								<entry colname="c2">
									<p>VIG</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.57</p>
								</entry>
								<entry colname="c5">
									<p>0.223</p>
								</entry>
								<entry colname="c6">
									<p>0.223</p>
								</entry>
								<entry colname="c7">
									<p>&#8722;0.001</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1(11), A3(3), A4, A5</p>
								</entry>
								<entry colname="c10">
									<p>4</p>
								</entry>
								<entry colname="c11">
									<p>517</p>
								</entry>
								<entry colname="c12">
									<p>116</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>L&#233;rez (Ria de Pontevedra), Pontevedra</p>
								</entry>
								<entry colname="c2">
									<p>PON</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>2.29</p>
								</entry>
								<entry colname="c5">
									<p>0.174</p>
								</entry>
								<entry colname="c6">
									<p>0.161</p>
								</entry>
								<entry colname="c7">
									<p>0.080</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1(13), A6, A7, A8</p>
								</entry>
								<entry colname="c10">
									<p>4</p>
								</entry>
								<entry colname="c11">
									<p>242</p>
								</entry>
								<entry colname="c12">
									<p>50</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Umia (Ria de Arousa), Cambados</p>
								</entry>
								<entry colname="c2">
									<p>UMI</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>2,86</p>
								</entry>
								<entry colname="c5">
									<p>0.225</p>
								</entry>
								<entry colname="c6">
									<p>0.174</p>
								</entry>
								<entry colname="c7">
									<p>0.231*</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1, A2(5), A9(3), A10 (2), A11, A12(2), A13, A14</p>
								</entry>
								<entry colname="c10">
									<p>8</p>
								</entry>
								<entry colname="c11">
									<p>875</p>
								</entry>
								<entry colname="c12">
									<p>580</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Ulla (Ria de Arousa), Catoira</p>
								</entry>
								<entry colname="c2">
									<p>ULL</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>2,71</p>
								</entry>
								<entry colname="c5">
									<p>0.144</p>
								</entry>
								<entry colname="c6">
									<p>0.146</p>
								</entry>
								<entry colname="c7">
									<p>&#8722;0.012</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1, A2(9), A15(2), A16, A17, A18, A19</p>
								</entry>
								<entry colname="c10">
									<p>7</p>
								</entry>
								<entry colname="c11">
									<p>692</p>
								</entry>
								<entry colname="c12">
									<p>267</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Tabra/Tambre (Ria de Muros e Noia), Noia</p>
								</entry>
								<entry colname="c2">
									<p>NOI</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.00</p>
								</entry>
								<entry colname="c5">
									<p>0.357</p>
								</entry>
								<entry colname="c6">
									<p>0.370</p>
								</entry>
								<entry colname="c7">
									<p>&#8722;0.039</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1(11), A20(5)</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>458</p>
								</entry>
								<entry colname="c12">
									<p>92</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Xallas (Ria de C&#243;rcubion), &#201;zaro</p>
								</entry>
								<entry colname="c2">
									<p>XAL</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.71</p>
								</entry>
								<entry colname="c5">
									<p>0.478</p>
								</entry>
								<entry colname="c6">
									<p>0.369</p>
								</entry>
								<entry colname="c7">
									<p>0.234*</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1 (5), A21(9), A22, A23</p>
								</entry>
								<entry colname="c10">
									<p>4</p>
								</entry>
								<entry colname="c11">
									<p>617</p>
								</entry>
								<entry colname="c12">
									<p>151</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Castro, Lires</p>
								</entry>
								<entry colname="c2">
									<p>LIR</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.29</p>
								</entry>
								<entry colname="c5">
									<p>0.447</p>
								</entry>
								<entry colname="c6">
									<p>0.324</p>
								</entry>
								<entry colname="c7">
									<p>0.282*</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1 (11), A24, A25, A26, A27, A28</p>
								</entry>
								<entry colname="c10">
									<p>6</p>
								</entry>
								<entry colname="c11">
									<p>350</p>
								</entry>
								<entry colname="c12">
									<p>104</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Grande (Ria das Camari&#241;as), Ponte do Porto</p>
								</entry>
								<entry colname="c2">
									<p>CAM</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.43</p>
								</entry>
								<entry colname="c5">
									<p>0.430</p>
								</entry>
								<entry colname="c6">
									<p>0.279</p>
								</entry>
								<entry colname="c7">
									<p>0.360*</p>
								</entry>
								<entry colname="c8">
									<p>A</p>
								</entry>
								<entry colname="c9">
									<p>A1(10), A29(4), A30, A31</p>
								</entry>
								<entry colname="c10">
									<p>4</p>
								</entry>
								<entry colname="c11">
									<p>575</p>
								</entry>
								<entry colname="c12">
									<p>151</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<b>North-Western Sector</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>NW</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>96</b>
									</p>
								</entry>
								<entry colname="c4">
									<p>
										<b>6.57</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>0.526</b>
									</p>
								</entry>
								<entry colname="c6">
									<p>
										<b>0.327</b>
									</p>
								</entry>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<b>B</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>B1&#8211;B11</b>
									</p>
								</entry>
								<entry colname="c10">
									<p>
										<b>11</b>
									</p>
								</entry>
								<entry colname="c11">
									<p>
										<b>671</b>
									</p>
								</entry>
								<entry colname="c12">
									<p>
										<b>186</b>
									</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Anll&#243;ns (Ria de Corme e Laxe), Ponteceso</p>
								</entry>
								<entry colname="c2">
									<p>ANL</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.57</p>
								</entry>
								<entry colname="c5">
									<p>0.482</p>
								</entry>
								<entry colname="c6">
									<p>0.482</p>
								</entry>
								<entry colname="c7">
									<p>0.001</p>
								</entry>
								<entry colname="c8">
									<p>B</p>
								</entry>
								<entry colname="c9">
									<p>B2 (13), B3(2), B4</p>
								</entry>
								<entry colname="c10">
									<p>3</p>
								</entry>
								<entry colname="c11">
									<p>342</p>
								</entry>
								<entry colname="c12">
									<p>72</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Mero (Ria de A Coru&#241;a), O Temple</p>
								</entry>
								<entry colname="c2">
									<p>RCO</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>4.00</p>
								</entry>
								<entry colname="c5">
									<p>0.355</p>
								</entry>
								<entry colname="c6">
									<p>0.304</p>
								</entry>
								<entry colname="c7">
									<p>0.150*</p>
								</entry>
								<entry colname="c8">
									<p>B</p>
								</entry>
								<entry colname="c9">
									<p>B1 (10), B5(3), B6(2), B7</p>
								</entry>
								<entry colname="c10">
									<p>4</p>
								</entry>
								<entry colname="c11">
									<p>592</p>
								</entry>
								<entry colname="c12">
									<p>203</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Mendo/Mandeo (Ria de Betanzos), Betanzos</p>
								</entry>
								<entry colname="c2">
									<p>BET</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.14</p>
								</entry>
								<entry colname="c5">
									<p>0.364</p>
								</entry>
								<entry colname="c6">
									<p>0.265</p>
								</entry>
								<entry colname="c7">
									<p>0.277*</p>
								</entry>
								<entry colname="c8">
									<p>B</p>
								</entry>
								<entry colname="c9">
									<p>B1(7), B8 (9)</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>525</p>
								</entry>
								<entry colname="c12">
									<p>106</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Eume (Ria de Ares), Pontedeume</p>
								</entry>
								<entry colname="c2">
									<p>ARE</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>4.00</p>
								</entry>
								<entry colname="c5">
									<p>0.408</p>
								</entry>
								<entry colname="c6">
									<p>0.342</p>
								</entry>
								<entry colname="c7">
									<p>0.166*</p>
								</entry>
								<entry colname="c8">
									<p>B</p>
								</entry>
								<entry colname="c9">
									<p>B1(14), B9, B10</p>
								</entry>
								<entry colname="c10">
									<p>3</p>
								</entry>
								<entry colname="c11">
									<p>242</p>
								</entry>
								<entry colname="c12">
									<p>50</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Xuvia (Ria do Ferrol), Neda</p>
								</entry>
								<entry colname="c2">
									<p>FER</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.71</p>
								</entry>
								<entry colname="c5">
									<p>0.458</p>
								</entry>
								<entry colname="c6">
									<p>0.368</p>
								</entry>
								<entry colname="c7">
									<p>0.203*</p>
								</entry>
								<entry colname="c8">
									<p>B</p>
								</entry>
								<entry colname="c9">
									<p>B1(16)</p>
								</entry>
								<entry colname="c10">
									<p>1</p>
								</entry>
								<entry colname="c11">
									<p>&#8211;</p>
								</entry>
								<entry colname="c12">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Ferrerias (Ria de Cedeira)</p>
								</entry>
								<entry colname="c2">
									<p>CED</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.00</p>
								</entry>
								<entry colname="c5">
									<p>0.398</p>
								</entry>
								<entry colname="c6">
									<p>0.200</p>
								</entry>
								<entry colname="c7">
									<p>0.505*</p>
								</entry>
								<entry colname="c8">
									<p>B</p>
								</entry>
								<entry colname="c9">
									<p>B2(15), B11</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>125</p>
								</entry>
								<entry colname="c12">
									<p>25</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>
										<b>Northern Sector</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>N</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>128</b>
									</p>
								</entry>
								<entry colname="c4">
									<p>
										<b>6.29</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>0.553</b>
									</p>
								</entry>
								<entry colname="c6">
									<p>
										<b>0.441</b>
									</p>
								</entry>
								<entry colname="c7"/>
								<entry colname="c8">
									<p>
										<b>B,C</b>
									</p>
								</entry>
								<entry colname="c9">
									<p>
										<b>B1, C1&#8211;C9</b>
									</p>
								</entry>
								<entry colname="c10">
									<p>
										<b>10</b>
									</p>
								</entry>
								<entry colname="c11">
									<p>
										<b>166</b>
									</p>
								</entry>
								<entry colname="c12">
									<p>
										<b>144</b>
									</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Mera (Ria de Ortigueira), Ponte de Mera</p>
								</entry>
								<entry colname="c2">
									<p>ORT</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.00</p>
								</entry>
								<entry colname="c5">
									<p>0.468</p>
								</entry>
								<entry colname="c6">
									<p>0.362</p>
								</entry>
								<entry colname="c7">
									<p>0.232*</p>
								</entry>
								<entry colname="c8">
									<p>B, C</p>
								</entry>
								<entry colname="c9">
									<p>B1(2), C1(12), C2, C9</p>
								</entry>
								<entry colname="c10">
									<p>4</p>
								</entry>
								<entry colname="c11">
									<p>442</p>
								</entry>
								<entry colname="c12">
									<p>323</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Sor (Ria de Barquero), Poceira</p>
								</entry>
								<entry colname="c2">
									<p>BAR</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.14</p>
								</entry>
								<entry colname="c5">
									<p>0.563</p>
								</entry>
								<entry colname="c6">
									<p>0.411</p>
								</entry>
								<entry colname="c7">
									<p>0.277*</p>
								</entry>
								<entry colname="c8">
									<p>B, C</p>
								</entry>
								<entry colname="c9">
									<p>B1, C1(14), C3</p>
								</entry>
								<entry colname="c10">
									<p>3</p>
								</entry>
								<entry colname="c11">
									<p>133</p>
								</entry>
								<entry colname="c12">
									<p>113</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Landro (Ria de Viveiros), Viveiros</p>
								</entry>
								<entry colname="c2">
									<p>VIV</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.57</p>
								</entry>
								<entry colname="c5">
									<p>0.484</p>
								</entry>
								<entry colname="c6">
									<p>0.473</p>
								</entry>
								<entry colname="c7">
									<p>0.022</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(15), C4</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>125</p>
								</entry>
								<entry colname="c12">
									<p>25</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Ouro</p>
								</entry>
								<entry colname="c2">
									<p>FAZ</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.43</p>
								</entry>
								<entry colname="c5">
									<p>0.497</p>
								</entry>
								<entry colname="c6">
									<p>0.500</p>
								</entry>
								<entry colname="c7">
									<p>&#8722;0.007</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(15), C5</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>125</p>
								</entry>
								<entry colname="c12">
									<p>25</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Masma (Ria da Foz)</p>
								</entry>
								<entry colname="c2">
									<p>FOZ</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.57</p>
								</entry>
								<entry colname="c5">
									<p>0.507</p>
								</entry>
								<entry colname="c6">
									<p>0.427</p>
								</entry>
								<entry colname="c7">
									<p>0.162*</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(16)</p>
								</entry>
								<entry colname="c10">
									<p>1</p>
								</entry>
								<entry colname="c11">
									<p>&#8211;</p>
								</entry>
								<entry colname="c12">
									<p>&#8211;</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Eo (Ria de Ribadeo), Vegadeo</p>
								</entry>
								<entry colname="c2">
									<p>VEG</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.71</p>
								</entry>
								<entry colname="c5">
									<p>0.416</p>
								</entry>
								<entry colname="c6">
									<p>0.414</p>
								</entry>
								<entry colname="c7">
									<p>0.005</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(15), C6</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>125</p>
								</entry>
								<entry colname="c12">
									<p>25</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Porcia</p>
								</entry>
								<entry colname="c2">
									<p>POR</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.00</p>
								</entry>
								<entry colname="c5">
									<p>0.463</p>
								</entry>
								<entry colname="c6">
									<p>0.527</p>
								</entry>
								<entry colname="c7">
									<p>&#8722;0.144</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(15), C7</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>125</p>
								</entry>
								<entry colname="c12">
									<p>25</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Navia (Ria de Navia), Navia</p>
								</entry>
								<entry colname="c2">
									<p>NAV</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.71</p>
								</entry>
								<entry colname="c5">
									<p>0.464</p>
								</entry>
								<entry colname="c6">
									<p>0.413</p>
								</entry>
								<entry colname="c7">
									<p>0.114</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(15), C8</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>125</p>
								</entry>
								<entry colname="c12">
									<p>25</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>Valdedi&#243;s (Ria de Villaviciosa)</p>
								</entry>
								<entry colname="c2">
									<p>VIL</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.00</p>
								</entry>
								<entry colname="c5">
									<p>0.464</p>
								</entry>
								<entry colname="c6">
									<p>0.464</p>
								</entry>
								<entry colname="c7">
									<p>0.000</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(10), GQ385159*(5), GQ385159*</p>
								</entry>
								<entry colname="c10">
									<p>3</p>
								</entry>
								<entry colname="c11">
									<p>542</p>
								</entry>
								<entry colname="c12">
									<p>117</p>
								</entry>
							</row>
							<row>
								<entry colname="c1">
									<p>As&#243;n (Ria de Santo&#241;a), Colindres</p>
								</entry>
								<entry colname="c2">
									<p>SAN</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.14</p>
								</entry>
								<entry colname="c5">
									<p>0.410</p>
								</entry>
								<entry colname="c6">
									<p>0.411</p>
								</entry>
								<entry colname="c7">
									<p>&#8722;0.003</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>GQ385159*(9), GQ385159*(7)</p>
								</entry>
								<entry colname="c10">
									<p>2</p>
								</entry>
								<entry colname="c11">
									<p>525</p>
								</entry>
								<entry colname="c12">
									<p>105</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1">
									<p>Adour, Bayonne</p>
								</entry>
								<entry colname="c2">
									<p>BAY</p>
								</entry>
								<entry colname="c3">
									<p>16</p>
								</entry>
								<entry colname="c4">
									<p>3.43</p>
								</entry>
								<entry colname="c5">
									<p>0.486</p>
								</entry>
								<entry colname="c6">
									<p>0.446</p>
								</entry>
								<entry colname="c7">
									<p>0.083</p>
								</entry>
								<entry colname="c8">
									<p>C</p>
								</entry>
								<entry colname="c9">
									<p>C1(13), GQ385159*(2), GQ385159*</p>
								</entry>
								<entry colname="c10">
									<p>3</p>
								</entry>
								<entry colname="c11">
									<p>342</p>
								</entry>
								<entry colname="c12">
									<p>72</p>
								</entry>
							</row>
						</tbody>
					</tgroup>
				</table>
				<fig id="F1"><title><p>Figure 1</p></title><caption><p><b>Genealogy and distribution of the mtIGS haplotypes of </b><b><it>Fucus ceranoides </it></b><b>from NW Iberia</b>. (a) Location of the study area (in black) in relation to Europe and the Iberian Peninsula. The geographical location and mtIGS lineages present in four Iberian populations previously analysed in Neiva <it>et al.</it> (2010, 2011) are also shown. (b) MtIGS parsimony networks of NW Iberian haplotypes. Sampled haplotypes are represented by circles sized to their frequency and black dots represent inferred, unsampled haplotypes. Links represent a single nucleotide change and black squares represent small indels. Inferred phylogroups are labelled by colour and letter (A-Red; B-Purple; C-Green). Shared and private haplotypes are depicted in bright and pale colour intensity, respectively. (c) Location of sampling sites, delimitation of the phylogeographic sectors considered (Western- W; Northwestern- NW; Northern- N). Pie charts depict haplotype frequencies at each site (see Table&#8201;<tblr tid="T1">1</tblr> for haplotype ID&#8217;s, haplotypes are coloured as in b).</p></caption><text>
   <p><b>Genealogy and distribution of the mtIGS haplotypes of </b><b><it>Fucus ceranoides </it></b><b>from NW Iberia.</b> (<b>a</b>) Location of the study area (in black) in relation to Europe and the Iberian Peninsula. The geographical location and mtIGS lineages present in four Iberian populations previously analysed in Neiva <it>et al.</it> (2010, 2012) are also shown. (<b>b</b>) MtIGS parsimony networks of NW Iberian haplotypes. Sampled haplotypes are represented by circles sized to their frequency and black dots represent inferred, unsampled haplotypes. Links represent a single nucleotide change and black squares represent small indels. Inferred phylogroups are labelled by colour and letter (A-Red; B-Purple; C-Green). Shared and private haplotypes are depicted in bright and pale colour intensity, respectively. (<b>c</b>) Location of sampling sites, delimitation of the phylogeographic sectors considered (Western- W; Northwestern- NW; Northern- N). Pie charts depict haplotype frequencies at each site (see Table&#8201;<tblr tid="T1">1</tblr> for haplotype ID&#8217;s, haplotypes are coloured as in b)</p>
</text><graphic file="1471-2148-12-78-1"/></fig>
				<fig id="F2"><title><p>Figure 2</p></title><caption><p><b>MtIGS phylogeny and genealogic congruence in Iberian </b><b><it>Fucus ceranoides </it></b>. (a) 50&#8201;% majority-rule consensus tree of mtIGS haplotypes of <it>F. ceranoides</it>, rooted with <it>F. vesiculosus</it>. Numbers above the branches are Bayesian posterior probabilities (> 0.70). Inferred phylogroups are highlighted in grey. (b) FCA plot based on individual multilocus genotypes. Individuals are labelled according to their mtIGS lineage. Note the correspondence between the mtIGS phylogeny and the nuclear population structure. The individuals from VIA, VIL, SAN and BAY were included in both analyses.</p></caption><text>
   <p><b>MtIGS phylogeny and genealogic congruence in Iberian </b><b><it>Fucus ceranoides. </it></b> (<b>a</b>) 50% majority-rule consensus tree of mtIGS haplotypes of <it>F. ceranoides</it>, rooted with <it>F. vesiculosus</it>. Numbers above the branches are Bayesian posterior probabilities (> 0.70). Inferred phylogroups are highlighted in grey. (<b>b</b>) FCA plot based on individual multilocus genotypes. Individuals are labelled according to their mtIGS lineage. Note the correspondence between the mtIGS phylogeny and the nuclear population structure. The individuals from VIA, VIL, SAN and BAY were included in both analyses.</p>
</text><graphic file="1471-2148-12-78-2"/></fig><p>Globally, only the three dominant haplotypes (<it>A1</it>, <it>B1</it> and <it>C1</it>) plus two derived ones (<it>A2</it>, <it>B2</it>) were shared among at least two populations. The remaining 46 haplotypes were population-specific and among these, 12 represented non-singleton variants. Many W and NW populations harboured private haplotypes in relatively high frequencies. This pattern was apparent even in populations located inside the same drainage systems, such as UMI and ULL (Ria de Arousa, W sector), or RCO, BET, ARE and FER (Artabro Gulf, NW sector). <it>H</it>
					<sub>hap</sub> was high in the W (<it>H</it>
					<sub>hap</sub>&#8201;=&#8201;0.717) and NW (<it>H</it>
					<sub>hap</sub>&#8201;=&#8201;0.671) sectors due to the presence of most of the local haplotype radiations, but <it>&#960;</it>
					<sub>hap</sub> was considerably higher in the former. Contrastingly, <it>H</it>
					<sub>hap</sub> was very low in the N sector (<it>H</it>
					<sub>hap</sub>&#8201;=&#8201;0.166), but further east the populations of VIL and SAN possessed private, C1-derived haplotypes in relatively high frequencies.</p><p>The results of the AMOVAs showed that the sectors considered accounted for about 83% of the molecular variance of NW Iberian <it>F. ceranoides</it> (Table&#8201;<tblr tid="T2">2</tblr>). Within the W, NW and N sectors, 32%, 63% and 2% of the molecular variance was accounted for by the molecular differences among respective populations. The mismatch distributions did not reject the spatial expansion of phylogroups A (<it>P</it>&#8201;=&#8201;0.957) and C (<it>P</it>&#8201;=&#8201;0.750), but failed to support the expansion of phylogroup B (<it>P</it>&#8201;=&#8201;0.009; Figure&#8201;<figr fid="F3">3</figr>).</p>
				<table id="T2">
					<title>
						<p>Table 2</p>
					</title>
					<caption>
						<p>
							<b>Analyses of molecular variance (AMOVA) between and among NW Iberian genetic sectors of </b><b>
								<it>F. ceranoides </it>
							</b>
						</p>
					</caption>
					<tgroup align="left" cols="6">
						<colspec align="left" colname="c1" colnum="1" colwidth="1*"/>
						<colspec align="left" colname="c2" colnum="2" colwidth="1*"/>
						<colspec align="left" colname="c3" colnum="3" colwidth="1*"/>
						<colspec align="left" colname="c4" colnum="4" colwidth="1*"/>
						<colspec align="char" colname="c5" colnum="5" colwidth="1*"/>
						<colspec align="left" colname="c6" colnum="6" colwidth="1*"/>
						<thead valign="top">
							<row rowsep="1">
								<entry colname="c1">
									<p>
										<b>
											<it>Analysis</it>
										</b>
									</p>
								</entry>
								<entry colname="c2">
									<p>
										<b>
											<it>N</it>
										</b>
									</p>
								</entry>
								<entry colname="c3">
									<p>
										<b>
											<it>Level</it>
										</b>
									</p>
								</entry>
								<entry colname="c4">
									<p>
										<b>
											<it>d.f.</it>
										</b>
									</p>
								</entry>
								<entry colname="c5">
									<p>
										<b>
											<it>Variance (%)</it>
										</b>
									</p>
								</entry>
								<entry colname="c6">
									<p>
										<b>
											<it>Fixation indices</it>
										</b>
									</p>
								</entry>
							</row>
						</thead>
						<tfoot>
							<p>
								<it>P</it> values are based on 1000 permutations.</p><p>*<it>P</it>&#8201;&gt;&#8201;0.05.</p>
						</tfoot>
						<tbody valign="top">
							<row>
								<entry colname="c1" morerows="2">
									<p>3 Sectors</p>
								</entry>
								<entry colname="c2" morerows="2">
									<p>352</p>
								</entry>
								<entry colname="c3">
									<p>Among groups</p>
								</entry>
								<entry colname="c4">
									<p>2</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>83.07</p>
								</entry>
								<entry colname="c6">
									<p>&#934;<sub>CT</sub>&#8201;=&#8201;0.831*</p>
								</entry>
							</row>
							<row>
								<entry colname="c3">
									<p>Among populations within groups</p>
								</entry>
								<entry colname="c4">
									<p>19</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>5.55</p>
								</entry>
								<entry colname="c6">
									<p>&#934;<sub>SC</sub>&#8201;=&#8201;0.328*</p>
								</entry>
							</row>
							<row>
								<entry colname="c3">
									<p>Among populations</p>
								</entry>
								<entry colname="c4">
									<p>330</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>11.38</p>
								</entry>
								<entry colname="c6"/>
							</row>
							<row>
								<entry colname="c1" morerows="1">
									<p>W Sector</p>
								</entry>
								<entry colname="c2" morerows="1">
									<p>128</p>
								</entry>
								<entry colname="c3">
									<p>Among populations</p>
								</entry>
								<entry colname="c4">
									<p>7</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>32.01</p>
								</entry>
								<entry colname="c6">
									<p>&#934;<sub>ST</sub>&#8201;=&#8201;0.320*</p>
								</entry>
							</row>
							<row>
								<entry colname="c3">
									<p>Within populations</p>
								</entry>
								<entry colname="c4">
									<p>120</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>67.99</p>
								</entry>
								<entry colname="c6"/>
							</row>
							<row>
								<entry colname="c1" morerows="1">
									<p>NW Sector</p>
								</entry>
								<entry colname="c2" morerows="1">
									<p>96</p>
								</entry>
								<entry colname="c3">
									<p>Among populations</p>
								</entry>
								<entry colname="c4">
									<p>5</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>63.44</p>
								</entry>
								<entry colname="c6">
									<p>&#934;<sub>ST</sub>&#8201;=&#8201;0.634*</p>
								</entry>
							</row>
							<row>
								<entry colname="c3">
									<p>Within populations</p>
								</entry>
								<entry colname="c4">
									<p>90</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>36.56</p>
								</entry>
								<entry colname="c6"/>
							</row>
							<row>
								<entry colname="c1">
									<p>N Sector</p>
								</entry>
								<entry colname="c2">
									<p>128</p>
								</entry>
								<entry colname="c3">
									<p>Among populations</p>
								</entry>
								<entry colname="c4">
									<p>7</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>2.24</p>
								</entry>
								<entry colname="c6">
									<p>&#934;<sub>ST</sub>&#8201;=&#8201;0.023</p>
								</entry>
							</row>
							<row rowsep="1">
								<entry colname="c1"/>
								<entry colname="c2"/>
								<entry colname="c3">
									<p>Within populations</p>
								</entry>
								<entry colname="c4">
									<p>120</p>
								</entry>
								<entry align="char" char="." colname="c5">
									<p>97.76</p>
								</entry>
								<entry colname="c6"/>
							</row>
						</tbody>
					</tgroup>
				</table>
				<fig id="F3"><title><p>Figure 3</p></title><caption><p><b>Mismatch distributions of the mtIGS phylogroups A, B and C of </b><b><it>Fucus ceranoides </it></b>. The grey bars and the solid lines depict the observed and expected (under the spatial expansion model) values, respectively</p></caption><text>
   <p><b>Mismatch distributions of the mtIGS phylogroups A, B and C of </b><b><it>Fucus ceranoides. </it></b> The grey bars and the solid lines depict the observed and expected (under the spatial expansion model) values, respectively.</p>
</text><graphic file="1471-2148-12-78-3"/></fig>
			</sec>
			<sec>
				<st>
					<p>Microsatellite population structure</p>
				</st><p>The seven microsatellite loci revealed a total of 76 alleles in the 352 &#8220;core&#8221; individuals genotyped (6&#8211;23 per locus), although 42% of these had global frequencies below 0.01. <it>H</it>
					<sub>E</sub> was rather variable among populations, ranging from 0.144 (ULL; W sector) to 0.563 (BAR, N Sector) (Table&#8201;<tblr tid="T1">1</tblr>). Approximately half of the populations exhibited significant heterozygote deficiencies. Among sectors, <it>H</it>
					<sub>E</sub> and <it>H</it>
					<sub>hap</sub> were not correlated (Additional file <supplr sid="S1">1</supplr>: Figure S1a and S1b). The W sector had the lowest (yet most variable) <it>H</it>
					<sub>E</sub> (0.457) and the highest <it>H</it>
					<sub>hap</sub> (0.717), whereas the N sector had the highest <it>H</it>
					<sub>E</sub> (0.553) despite very low <it>H</it>
					<sub>hap</sub> (0.166). The NW sector showed intermediate levels of diversity for both markers. FST ranged from 0.021 (VIG vs. UMI) to 0.685 (PON vs. CED), whereas <it>D</it>
					<sub>est</sub> ranged from &lt;0.001 (VIG vs. PON) to 0.879 (PON vs. ANL) (Additional file <supplr sid="S2">2</supplr>: Table S1). Within sectors, pairwise differentiation of populations was of the same order of magnitude, but more variable within the W sector (Additional file <supplr sid="S1">1</supplr>: Figure S1c).</p>
				<suppl id="S1">
					<title>
						<p>Additional file 1</p>
					</title>
					<text>
						<p>
							<b>Figure S1.</b> Genetic diversity and differentiation of populations of <it>Fucus ceranoides</it> within W, NW and N sectors. <b>(a)</b> Haplotype diversity (<it>H</it>
							<sub>hap</sub>) at population (box-plots) and sector (stars) levels. <b>(b)</b> Nei&#8217;s gene diversity (<it>H</it>
							<sub>E</sub>) at population (box-plots) and sector (stars) levels. <b>(c)</b> Box-plot of pairwise differentiation of populations (<it>D</it>
							<sub>est</sub>) within regions. Box-plots depict the median (horizontal line) and the 25<sup>th</sup> and 75<sup>th</sup> percentiles (bottom and top of the box). </p>
					</text>
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				</suppl>
				<suppl id="S2">
					<title>
						<p>Additional file 2</p>
					</title>
					<text>
						<p>
							<b>Table S1.</b> Estimates of pairwise differentiation between the 26 populations of <it>Fucus ceranoides</it>. <it>F</it>
							<sub>ST</sub> (&#952;) values are given above diagonal and Jost&#8217;s <it>D</it>
							<sub>est</sub> below diagonal. Non-significant <it>F</it>
							<sub>ST</sub> values (1000 permutations) are depicted in bold. Population codes are given in Table&#8201;<tblr tid="T1">1</tblr>. </p>
					</text>
					<file name="1471-2148-12-78-S2.doc">
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</file>
				</suppl><p>The microsatellite genotypic clusters recovered with the FCA showed a remarkable correspondence with the mtIGS phylogroups (Figure&#8201;<figr fid="F2">2</figr>b). The most obvious exceptions were the populations of LIR and CAM, both belonging to the W sector, whose genotypes appeared intermediate between W and NW and W and N sectors, respectively. Excluding these admixed populations, the W populations formed the most differentiated cluster among the three, as in the phylogenetic tree (Figure&#8201;<figr fid="F2">2</figr>a). The STRUCTURE analyses showed a similar picture (Figure&#8201;<figr fid="F4">4</figr>). Based on the &#916;K ad-hoc criterion <abbrgrp>
						<abbr bid="B55">55</abbr>
					</abbrgrp> the highest hierarchical level of genetic sub-division of <it>F. ceranoides</it> occurred between the W sector and the NW and N sectors (K&#8201;=&#8201;2; Additional file <supplr sid="S3">3</supplr>: Figure S2). Further subdivision of genotypes into W, NW and N sectors (K&#8201;=&#8201;3) represented a weaker, but nevertheless significant, level of population subdivision. Again, the individuals of LIR and CAM showed variable degree of admixture between the W and the NW and N sectors, respectively. Within these 3 major groups some sub-structuring was also evident (Figure&#8201;<figr fid="F4">4</figr>). Iberian <it>F. ceranoides</it> could be subdivided into a maximum of 12 (stable) genetic clusters (K&#8201;=&#8201;12), corresponding to smaller, less resolved geographic regions. Some admixture (or mixed-ancestry) between neighbouring clusters was pervasive, but also apparent in a few well separated population pairs (e.g. LIR &amp; RCO, ANL &amp; CED).</p>
				<suppl id="S3">
					<title>
						<p>Additional file 3</p>
					</title>
					<text>
						<p>
							<b>Figure S2.</b>Most probable number of genetic clusters of Iberian <it>Fucus ceranoides</it> according to STRUCTURE. Five iterations were run for each number of genetic clusters assumed (<it>K</it>). The most probable <it>K</it> (open symbols) were inferred with Pritchard <it>et al.</it> (2000; left axis) and Evanno <it>et al.</it> (2005; right axis) choice criteria. </p>
					</text>
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				</suppl>
				<fig id="F4"><title><p>Figure 4</p></title><caption><p><b>Genetic subdivision of Iberian </b><b><it>Fucus ceranoides </it></b><b>based on STRUCTURE</b>. Shown are the proportions of individual multilocus genotypes assigned to each of K virtual clusters, as illustrated by the different colours. The individuals from VIA, VIL, SAN and BAY were also included. Population codes are given in Table&#8201;<tblr tid="T1">1</tblr></p></caption><text>
   <p><b>Genetic subdivision of Iberian </b><b><it>Fucus ceranoides </it></b><b>based on STRUCTURE.</b> Shown are the proportions of individual multilocus genotypes assigned to each of K virtual clusters, as illustrated by the different colours. The individuals from VIA, VIL, SAN and BAY were also included. Population codes are given in Table&#8201;<tblr tid="T1">1</tblr>.</p>
</text><graphic file="1471-2148-12-78-4"/></fig><p>A significant IBD pattern was detected in the whole NW Iberian region (<it>P</it>&#8201;=&#8201;0.001), as well as in the W (<it>P</it>&#8201;=&#8201;0.009) and N (<it>P</it>&#8201;=&#8201;0.009) sectors (Figure&#8201;<figr fid="F5">5</figr>). In the W, however, the relationship was lost when the admixed populations of LIR and CAM were removed from the analysis (<it>P</it>&#8201;=&#8201;0.135; data not shown).</p>
				<fig id="F5"><title><p>Figure 5</p></title><caption><p><b>Isolation by distance in </b><b><it>Fucus ceranoides </it></b><b>from NW Iberia</b>. Estimates of pairwise differentiation (<it>F</it><sub>ST</sub>/1-<it>F</it><sub>ST</sub>) are plotted against geographic distance for (a) NW Iberia (b) W sector, (c) NW sector and (d) N sector. The regressions are: y&#8201;=&#8201;0,0045x&#8201;+&#8201;0,1134), y&#8201;=&#8201;0,0056x&#8201;+&#8201;0,0934, y&#8201;=&#8201;&#8722;0,0006x&#8201;+&#8201;0,3652 and y&#8201;=&#8201;0,0023x&#8201;+&#8201;0,0543, respectively</p></caption><text>
   <p><b>Isolation by distance in </b><b><it>Fucus ceranoides </it></b><b>from NW Iberia. </b> Estimates of pairwise differentiation (<it>F </it><sub>ST</sub>/1-<it>F</it><sub>ST</sub>) are plotted against geographic distance for (<b>a</b>) NW Iberia (<b>b</b>) W sector, (<b>c</b>) NW sector and (<b>d</b>) N sector. The regressions are: y&#8201;=&#8201;0,0045x&#8201;+&#8201;0,1134), y&#8201;=&#8201;0,0056x&#8201;+&#8201;0,0934, y&#8201;=&#8201;&#8722;0,0006x&#8201;+&#8201;0,3652 and y&#8201;=&#8201;0,0023x&#8201;+&#8201;0,0543, respectively.</p>
</text><graphic file="1471-2148-12-78-5"/></fig>
			</sec>
		</sec>
		<sec>
			<st>
				<p>Discussion</p>
			</st><p>The unprecedented spatial resolution here employed revealed a nearly perfect parapatric distribution of mtDNA lineages in the evenly distributed <it>Fucus ceranoides</it>, set by two dramatic and very narrow (&lt;40&#8201;km) phylogeographic discontinuities (between CAM and ANL and between CED and ORT). There was a remarkable congruence between the nuclear (microsatellite) and the mitochondrial (mtIGS) data. Indeed, the multi-locus genotypes of <it>F. ceranoides</it> were broadly grouped (FCA and Structure analyses) in two main higher-level clusters, one of which was further subdivided, resulting in 3 clusters matching the mtIGS-based phylogroups.</p>
			<sec>
				<st>
					<p>Allopatric divergence and secondary contact</p>
				</st><p>The historical isolation, divergence and enduring integrity of three distinct and disjunct genetic pools at such a narrow spatial scale are as remarkable as they are puzzling. The congruence between the mtDNA matrilines and nuclear background shows that genetic differentiation in NW Iberian <it>F. ceranoides</it> is genome-wide, which excludes stochastic or selective sweeps as the drivers for the drastic mtDNA shifts. Also, the depth of genomic differentiation between phylogroups is high and characteristic of vicariant sub-populations that have long been diverging independently through accumulation of <it>de novo</it> mutations, drift and lineage sorting. Currently there are no large, estuarine-free regions along this shoreline and therefore distance <it>per se</it> cannot be invoked as a major contemporary factor accounting for the much deeper genomic differentiation among than within NW Iberian genetic sectors. The mean distance separating any two neighbouring populations (~32&#8201;km) and neighbouring populations across phylogeographic breaks (&lt;40&#8201;km) are of the same order of magnitude, and several peripheral populations are geographically closer to populations across the phylogeographic breaks than they are to their nearest population within the same sector.</p><p>The parapatric divergence of Iberian <it>F. ceranoides</it> seems rather unlikely. The divergence between interior mtIGS haplotypes (<it>A1</it>, <it>B1</it> and <it>C1</it>; 4&#8211;5 mutations, K2P&#8201;=&#8201;0.010&#8211;0.014) is about one fifth that between <it>F. ceranoides</it> and <it>F. vesiculosus</it> (21&#8211;23 mutations, K2P&#8201;=&#8201;0.043&#8211;0.046), which are estimated to have diverged between 0.73 and 3.77 million years ago (<abbrgrp>
						<abbr bid="B56">56</abbr>
					</abbrgrp>, estimate based on a calibrated phylogeny of 13 nuclear genes). Assuming a constant molecular clock, the divergence of phylogroups of <it>F. ceranoides</it> could date back to 165&#8211;867 ky BP. This indirect estimate is almost certainly inaccurate, but implies that phylogroups started to diverge well before the last glacial maximum. The high levels of genetic endemism and diversity of the Iberian region agree with the expectations for long-term persistence in glacial refugia. However, the global effects of past climate and sea level changes also affected Iberian refugial areas <abbrgrp>
						<abbr bid="B57">57</abbr>
						<abbr bid="B58">58</abbr>
						<abbr bid="B59">59</abbr>
					</abbrgrp>. The periodic transgressions and regressions associated with the expansion/melting of land-based ice-sheets caused continuous geographical rearrangement of near-shore habitats <abbrgrp>
						<abbr bid="B60">60</abbr>
						<abbr bid="B61">61</abbr>
					</abbrgrp>, estuaries included. The geographic locations of NW Iberian estuaries in the past were different from today, as were to some extent the climatologic, oceanographic and hydrologic regimes <abbrgrp>
						<abbr bid="B58">58</abbr>
						<abbr bid="B59">59</abbr>
					</abbrgrp>. Even discounting significant changes in the density and location of NW Iberian estuaries throughout past millennia, it appears rather improbable that any oceanographic feature acting as a powerful demographic filter could have remained relatively static in approximately its current (and very narrow) positions during such a long and dynamic period.</p><p>The contemporary genetic sectors in Iberian <it>F. ceranoides</it> are more likely to result from the regional reassembly of vicariant phylogroups into their current distributions following a period of independent, mostly allopatric divergence in past contracted areas of occurrence. This scenario implies the historical fragmentation and divergence of Iberian <it>F. ceranoides</it> in separate refugia (refugia within refugia), the subsequent expansion of these vicariant phylogroups along contiguous shorelines, and very limited gene-flow across meanwhile established secondary contact zones. The mismatch analyses and the distribution of the mtIGS variation are compatible with this scenario of independent range expansions. Within each sector, the only widespread haplotypes are the interior (presumably ancestral) haplotypes, whereas derived haplotypes (presumably younger) are typically restricted to single populations. In the terrestrial realm, similar expansion/contraction cycles have been invoked to explain the mostly parapatric distribution of lineages and sister-species in a range of Iberian taxa currently displaying relatively continuous distributions (reviewed in <abbrgrp>
						<abbr bid="B62">62</abbr>
						<abbr bid="B63">63</abbr>
						<abbr bid="B64">64</abbr>
					</abbrgrp>).</p><p>The regular climatic changes and the dynamic shoreline/drainage geography across the Pleistocene glacial/interglacial cycles <abbrgrp>
						<abbr bid="B57">57</abbr>
						<abbr bid="B58">58</abbr>
						<abbr bid="B59">59</abbr>
					</abbrgrp> have probably played an important role in the regional range dynamics of Iberian <it>F. ceranoides,</it> but it is impossible with the present data to establish the specific drivers and its spatio-temporal contexts with detail. Our data nevertheless permit us to speculate on the temporal sequence of colonization of NW Iberia if haplotypic diversity within each sector is assumed to represent a good proxy for the time since colonization. The arrival of phylogroup C to Northern Galicia is presumed to post-date the establishment of phylogroup A in Western Iberia. Indeed, most populations of phylogroup A harbour private haplotypes in relatively high frequencies and some even local haplotype radiations. Remarkably, the number of haplotypes found in these 8 estuaries sampled along a coastline sector as small as 150&#8201;km far exceeds the number found in central and northern Europe (N<sub>pop</sub>&#8201;=&#8201;12; <abbrgrp>
						<abbr bid="B15">15</abbr>
					</abbrgrp>). The current distribution of this phylogroup probably represents a stable interglacial rear-edge that may have experienced southward expansions during colder periods such as the last glaciation. In contrast, the entire N sector is dominated by the ancestral haplotype <it>C1</it>. Derived <it>C1</it> haplotypes were found further East, in the populations of VIL, SAN and BAY, and may indicate that phylogroup C arrived more recently to NW Iberia from an eastern Cantabrian refugium. Finally, the 6 populations forming relict phylogroup B are probably close to their refugial distribution centred on the Artabro Gulf. In the absence of complementary demographic information, however, the chronology of colonization (leading to secondary contacts) remains highly speculative.</p><p>In this contraction/expansion scenario, the enduring integrity of the fine-scale phylogeographic structure within <it>F. ceranoides</it> can only be explained by very limited gene-flow across phylogeographic breaks. Migration may be particularly depressed there due to the presence of contemporary oceanographic barriers to dispersal, or be as low as elsewhere and simply reflect the inherent low vagility of the species.</p>
			</sec>
			<sec>
				<st>
					<p>Evidence for oceanographic barriers to dispersal is lacking</p>
				</st><p>The most distinctive feature of NW Iberia coastline is its &#8220;rias&#8221;, drowned river valleys formed during the marine transgression that followed the last glaciation. These rias are generally divided, based on their orientation, size and main geomorphological elements, into &#8220;Lower Rias&#8221; (between VIG and XAL), &#8220;Middle Rias&#8221; (between LIR and CED), and &#8220;Higher Rias&#8221; (eastwards of ORT), with the transitions at Cape Fisterra and Cape Ortegal, respectively. The distribution of mtDNA lineages of <it>F. ceranoides</it> matches these subdivisions remarkably well, although establishing a link between geographic and genetic subdivisions remains difficult, as their circumscriptions are not based on distinctive climatic, hydrological or oceanographical features that could be relevant in terms of species ecology or dispersal.</p><p>The movement of buoyant, surface-drifting seaweed rafts is constrained by near-shore circulation patterns, wind, coastline morphology, tidal currents and river plumes, although the prevailing shelf/slope circulation patterns also play a role in offshore transport. It is highly challenging at the study scale to track the movements and fate of reproductive drifters leaving/arriving estuaries and therefore to directly estimate migration rates between populations within and across sectors. However, several lines of evidence suggest the absence of any specific seascape feature generating persistent (year-round) physical discontinuities matching the location of the observed genetic breaks. In NW Iberia, circulation patterns are complex and seasonally variable <abbrgrp>
						<abbr bid="B65">65</abbr>
						<abbr bid="B66">66</abbr>
					</abbrgrp>. During the Autumn&#8211;Winter downwelling season, SW winds prevail and a poleward current flows over the Western slope, with inter-annual variability in intensity and penetration into the Cantabrian Sea. During the Spring&#8211;Summer upwelling season, prevailing winds shift to become predominantly NE/N oriented, and an east/southward current develops over the shelf. These characteristic patterns are intermittently dominated by short-scale meteorological events that regionally intensify or reverse circulation during short periods in each season <abbrgrp>
						<abbr bid="B67">67</abbr>
					</abbrgrp>. The physical continuity of this coastline is well illustrated by the fate of the oil spilled by the Prestige tanker 250&#8201;km west off Cape Fisterra. The leaked (buoyant) fuel reached Cantabria (830&#8201;km from the sinking point) in just 17&#8201;days and spread along the Spanish shoreline from Vigo to the Basque Country <abbrgrp>
						<abbr bid="B68">68</abbr>
					</abbrgrp>, i.e., throughout and beyond the region studied here.</p><p>The available genetic evidence seems to confirm this. In the presence of barriers, genetic discontinuities would be expected to be concordant in location and eventually in depth, between co-occurring species sharing similar dispersal characteristics. However, most population genetic studies of shallow coastal biota focus on organisms with planktonic dispersive stages, and/or have very poor sampling resolution in the studied region. Demes from both the Western and Northern coasts of Galicia have been analysed in mussels <abbrgrp>
						<abbr bid="B69">69</abbr>
					</abbrgrp>, stalked barnacles <abbrgrp>
						<abbr bid="B70">70</abbr>
					</abbrgrp>, spider and swimming crabs <abbrgrp>
						<abbr bid="B71">71</abbr>
						<abbr bid="B72">72</abbr>
					</abbrgrp>, flatfish <abbrgrp>
						<abbr bid="B73">73</abbr>
					</abbrgrp>, octopus <abbrgrp>
						<abbr bid="B74">74</abbr>
					</abbrgrp> and direct-developing cephalopods <abbrgrp>
						<abbr bid="B75">75</abbr>
					</abbrgrp>. Their common characteristic is the absence of genetic structure, indicating widespread connectivity by marine currents over NW Iberia. The single exception is the low dispersal, ovoviviparous snail <it>Littorina saxatilis</it>, which showed mild subdivision north and south of Cape Fisterra <abbrgrp>
						<abbr bid="B76">76</abbr>
					</abbrgrp>. The authors propose that this break coincides with a putative ecological barrier but do not exclude the alternative hypothesis that it represents a secondary contact zone where allopatrically diverged sub-populations are being homogenized very slowly. The swift spread of the invasive seaweed <it>Sargassum muticum</it> throughout Galicia, Cantabria and Portugal, shortly after its first detection in Asturias (1980) and in Galicia (1986; <abbrgrp>
						<abbr bid="B77">77</abbr>
					</abbrgrp>) also fails to support oceanographic barriers to drifting seaweed dispersal in this area.</p><p>The absence of prominent seascape or ecological barriers matching the phylogeographic breaks implies two things. First, that their positions may be rather contingent and simply reflect the idiosyncratic sequence of (re)colonization of NW Iberian estuaries by the three phylogroups during past range expansions; and second, that the unusually sharp genetic discontinuities at secondary contact zones are maintained despite normal migration rates.</p>
			</sec>
			<sec>
				<st>
					<p>Colonization history vs. ongoing gene-flow</p>
				</st><p>A pattern of approximate stepping stone expansions originating in different refugia could promote the formation of genetic sectors even in the absence of dispersal barriers. This possibly reflects a relatively short viability of reproductive structures after frond dislodgement, or a density-dependent effect. <it>F. ceranoides</it> is dioecious and therefore effective estuarine colonization requires at least one male and one female fertile frond to be in close contact after dispersal (while synchronously releasing gametes) to produce <it>in situ</it> the foundational zygotes that will eventually initiate a new population. Entangled mats of drifting viable male and female <it>F. ceranoides</it> are more likely to form near established populations that may export significant amounts of freshly dislodged drifters. Successful colonization across intermediate and larger distances surely occurs, as exemplified by the haplotype sharing of ANL and CED, or the colonization of Norway (across the North Sea) and Iceland, but it is probably much less frequent. Anyway, the process will self-reinforce: if populations in the interior of a sector go extinct, favoured recolonization from nearby sources will preserve the pre-existing genetic pattern.</p><p>Rare effective inter-estuarine dispersal, while allowing the colonization of unoccupied estuaries, implies that gene-flow has little effect in counteracting differentiation between fully established populations, slowing or preventing any progress towards migration-drift equilibrium. The remarkable genetic homogeneity of northern Europe, which was colonized post-glacially, clearly demonstrates the lack of gene-flow from the interior of the species range, where <it>F. ceranoides</it> exhibits considerably more diversity <abbrgrp>
						<abbr bid="B15">15</abbr>
						<abbr bid="B52">52</abbr>
					</abbrgrp>. This study goes further in demonstrating that the effects of gene-flow are remarkably insignificant even at the shortest possible scale&#8212;between consecutive estuaries. Indeed, most populations in the W and NW sectors harbour private haplotypes in relatively high frequencies, including those located inside the same drainage systems. If migration is typically so low that even consecutive populations within sectors are genetically independent, it will also be unable to readily homogenize pre-existing differentiation remaining from the colonization process.</p>
			</sec>
			<sec>
				<st>
					<p>Density-barrier effects</p>
				</st><p>The primacy of colonization history over ongoing gene-flow reflects a poorly connected metapopulation system regulated by dispersal processes that are only effective within very restricted spatial and temporal windows. The apparent paradox of extremely limited population connectivity (here reported within and between sectors) despite an evident colonization potential (at least in the long-term) suggests extreme density-barrier effects. While the initial colonizers may reproduce relatively free of competition and contribute disproportionately to the genetic make-up of establishing populations, once populations become fully established the large disparity in the number of residents (descending from the colonists) and subsequent immigrants act as a demographic buffer against changes in allele frequencies <abbrgrp>
						<abbr bid="B46">46</abbr>
						<abbr bid="B51">51</abbr>
					</abbrgrp>.</p><p>Organisms such as <it>F. ceranoides</it> that inhabit patchy habitats and possess the capacity for rapid population growth and habitat saturation (compared to immigration rates) may be particularly prone to density-barrier effects. <it>Fucus spp.</it> are fecund, fertilization success is typically very high and recruitment in the vicinity of parental plants can be very efficient <abbrgrp>
						<abbr bid="B78">78</abbr>
						<abbr bid="B79">79</abbr>
					</abbrgrp>. Monopolization of local space by marine <it>Fucus</it> species can be fast compared to their spread along unoccupied discontinuous shores <abbrgrp>
						<abbr bid="B80">80</abbr>
					</abbrgrp>. Compared to its marine congeners, <it>F. ceranoides</it> may occupy vacant estuaries even faster and to a larger extent. The enclosed and sheltered nature of its habitat should improve the number and success of spawning events <abbrgrp>
						<abbr bid="B81">81</abbr>
					</abbrgrp>. Furthermore, <it>F. ceranoides</it> is a structural species that frequently forms monospecific (and often compact) belts within its particular tidal/salinity range. Contrary to the open shore where saturated communities compete for space, its estuarine habitat is free of similar competitors, potentially contributing to increased growth rates, densities and space monopolization. The sheltered and densely occupied habitat of <it>F. ceranoides</it> together with the short range of gamete dispersal of <it>Fucus</it> spp. can also explain the observed heterozygote deficiencies as reflecting local inbreeding. Other possible causes for such deviations are unlikely, as small sample sizes appear unimportant when comparing with previously analysed larger samples <abbrgrp>
						<abbr bid="B52">52</abbr>
					</abbrgrp>, no recurrent amplification failure (null alleles) was observed in any locus or population, and no evidence supports the co-existence of distinct but sympatric sub-populations within estuarine patches (Wahlund effects).</p><p>The limited lineage admixture reported here indeed suggests that <it>F. ceranoides</it> has relatively short temporal windows of opportunity between estuarine colonization and saturation during which rare immigration can potentially result in detectable gene-flow. Incipient reproductive isolation (pre- or post-zygotic) can add to density effects and further depress gene flow between divergent phylogroups (e.g. <abbrgrp>
						<abbr bid="B41">41</abbr>
						<abbr bid="B43">43</abbr>
					</abbrgrp>). The admixed nuclear background of LIR and CAM show that these divergent lineages of <it>F. ceranoides</it> can interbreed and should not be regarded as incipient species, although hybridization is common between <it>Fucus</it> species <abbrgrp>
						<abbr bid="B82">82</abbr>
						<abbr bid="B83">83</abbr>
					</abbrgrp>. Importantly, the shallow population structure within sectors shows that gene-flow is similarly reduced between more closely related populations. Unrecognized biophysical, ecological or reproductive barriers remain valid (and mutually non-exclusive) alternatives to pure demographic effects, but are probably not the most important factor underlying the apparent lack of gene-flow across sectors that maintains the parapatric structure of Iberian <it>F. ceranoides</it>.</p><p>In revealing that populations of <it>Fucus ceranoides</it> are to a large extent bounded by extinctions and (re)colonisations, our results challenge earlier assertions that marine species are mainly unified by gene-flow. In this seaweed, connectivity estimates based on allele frequency divergence (e.g. FST and related measures) are inflated (within sectors) or depressed (across secondary contact zones) to a great extent by historical colonization processes. Despite its evident parapatric structure, an IBD correlation was unexpectedly recovered in NW Iberian <it>F. ceranoides</it>, showing that IBD patterns can arise where a causal relationship between distance and gene-flow is missing. Such spurious correlations have been noted in other highly structured species <abbrgrp>
						<abbr bid="B84">84</abbr>
						<abbr bid="B85">85</abbr>
					</abbrgrp>, and confirm that gene-flow may not be the decisive factor underlying many significant associations between geographic and genetic distances.</p>
			</sec>
		</sec>
		<sec>
			<st>
				<p>Conclusions</p>
			</st><p>Our fine-scale, multi-marker approach revealed sharply disconnected population units in NW Iberian <it>Fucus ceranoides</it>. The levels of differentiation and the absence of habitat discontinuities or prominent ecological/oceanographic barriers to dispersal indicate that its remarkable genetic structure is the product of past range dynamics (including contractions, sequential expansions and secondary contact) coupled with very strong density-barrier effects. These conclusions are highly relevant to other organisms with rare and spatially restricted dispersal, helping explain the apparent paradox of extensive genetic subdivision in geographically restricted refugial regions (indicating very limited connectivity) despite obvious colonization abilities of these same species at larger spatio-temporal scales (e.g. allowing extensive post-glacial range expansions, see also <abbrgrp>
					<abbr bid="B86">86</abbr>
				</abbrgrp>). These species may not fit the conventional &#8220;low-dispersal&#8221; or high-dispersal&#8221; dichotomy, since rare dispersal into vacant (colonization) and saturated (immigration) habitats can have fundamentally different demographic and genetic effects.</p><p>This study also supports the view that the patterns of genetic structure and differentiation in marine-restricted dispersers often reflect persistent non-equilibrium conditions <abbrgrp>
					<abbr bid="B33">33</abbr>
				</abbrgrp>. In particular, it shows that distant (but rather similar) populations do not necessarily exchange more migrants than closer (but very divergent) populations, and that steep genetic breaks are not necessarily maintained by extrinsic dispersal barriers. The regular climatic oscillations and the transitory nature of near-shore habitats may actually prevent low dispersal marine species in general from ever attaining migration-drift equilibrium at most spatial scales. Inferring patterns of connectivity from genetic data alone may be misleading, where historical patterns of extinction and colonization are more important than ongoing gene-flow in determining the extent of genetic differentiation between extant populations.</p>
		</sec>
		<sec>
			<st>
				<p>Methods</p>
			</st>
			<sec>
				<st>
					<p>Sampling, DNA isolation, sequencing and genotyping</p>
				</st><p>The &#8220;core&#8221; populations of <it>F. ceranoides</it> used in this study were collected in the estuaries of all major rivers between Vigo (VIG, SW Galicia) and Navia (NAV, W Asturias), in NW Iberia (N&#8201;=&#8201;22; Table&#8201;<tblr tid="T1">1</tblr>; Figure&#8201;<figr fid="F1">1</figr>). This corresponded approximately to an array of discrete but neighbouring populations with an average proximity of about 33 (&#177;17) km. Four additional Iberian populations that are not contiguous to this &#8220;core&#8221; population set were included in some analyses; VIA (northern Portugal), VIL (eastern Asturias), SAN (Cantabria) and BAY (southern France). These and also 3 &#8220;core&#8221; populations&#8212;NOI, RCO and POR&#8212;were previously analysed by Neiva <it>et al.</it>
					<abbrgrp>
						<abbr bid="B15">15</abbr>
						<abbr bid="B52">52</abbr>
					</abbrgrp>. All collection sites typically contained monospecific belts of <it>F. ceranoides</it> attached to hard substrata and were exposed to steep salinity fluctuations throughout the tidal cycle. At each site, 5&#8211;10&#8201;cm tips of apical vegetative tissue was excised from 16 individuals sampled along a 100&#8211;200&#8201;m linear transect or random walk; tissue samples were individually stored dehydrated in silica-gel crystals until DNA extraction. To keep sample sizes constant, a random subsample of 16 individuals was used from the previously analysed populations.</p><p>Genomic DNA was extracted from approximately 10&#8201;mg dried tissue using the Nucleospin&#174; Multi-96 plant kit (Macherey-Nagel Duren, Germany), according to the manufacturer&#8217;s protocol. Individuals were sequenced for the mitochondrial 23&#8201;S/trnK intergenic spacer (mtIGS, <abbrgrp>
						<abbr bid="B15">15</abbr>
					</abbrgrp>), and genotyped for 7 microsatellite loci developed for congeners <abbrgrp>
						<abbr bid="B87">87</abbr>
						<abbr bid="B88">88</abbr>
						<abbr bid="B89">89</abbr>
					</abbrgrp> that had shown polymorphism in Iberian <it>F. ceranoides</it>
					<abbrgrp>
						<abbr bid="B52">52</abbr>
					</abbrgrp>. Primer sequences and amplification details were the same as in Neiva <it>et al.</it>
					<abbrgrp>
						<abbr bid="B15">15</abbr>
						<abbr bid="B52">52</abbr>
					</abbrgrp>. Amplified fragments were run in an ABI PRISM 3130xl automated capillary sequencer (Applied Biosystems, CCMAR Portugal). MtDNA sequences were aligned, proofread and edited in GENEIOUS 3.8 <abbrgrp>
						<abbr bid="B90">90</abbr>
					</abbrgrp>. Microsatellite alleles were manually scored in STRAND <abbrgrp>
						<abbr bid="B91">91</abbr>
					</abbrgrp> using the 350 ROX&#8482; size standard (Applied Biosystems).</p>
			</sec>
			<sec>
				<st>
					<p>Genetic structure</p>
				</st><p>The geographic distribution of the mtDNA variation was mapped and the genealogic relationships of haplotypes were inferred using the median-joining algorithm implemented in Network 4.5 <abbrgrp>
						<abbr bid="B92">92</abbr>
					</abbrgrp>. A phylogenetic tree for the mtDNA sequences was reconstructed with MrBayes <abbrgrp>
						<abbr bid="B93">93</abbr>
					</abbrgrp> using the best-fit model of nucleotide substitution and using <it>Fucus vesiculosus</it> as the outgroup (GenBank no GQ385125). Among the 88 models evaluated in jModeltest <abbrgrp>
						<abbr bid="B94">94</abbr>
						<abbr bid="B95">95</abbr>
					</abbrgrp>, the HKY&#8201;+&#8201;G model was selected based on the Akaike information ranking. Two parallel Metropolis-coupled Markov chain Monte Carlo searches, each with four chains, were run for 2&#8201;&#215;&#8201;10<sup>6</sup> generations, sampling every 100 generations. The number of substitution rates (Nst&#8201;=&#8201;2) and among-site rate variation (Rates&#8201;=&#8201;Gamma) were set according to the substitution model selected, leaving the remaining options as default. 10<sup>5</sup> generations (1000 trees) were discarded as burn-in, and the remaining 38000 used to produce 50% majority-rule consensus trees and to calculate branch posterior probabilities.</p><p>Nucleotide (<it>&#960;</it>
					<sub>hap</sub>) and haplotypic (<it>H</it>
					<sub>hap</sub>) diversity within populations and inferred mtIGS phylogroups (see RESULTS) were calculated with DNASP 5.10 <abbrgrp>
						<abbr bid="B96">96</abbr>
					</abbrgrp>. Summary statistics of the microsatellite genetic diversity, including microsatellite allele frequencies, mean allelic richness (<it>A</it>), Nei&#8217;s gene diversity (<it>H</it>
					<sub>E</sub>), observed heterozygosity (<it>H</it>
					<sub>O</sub>) and inbreeding coefficients (<it>F</it>
					<sub>IS</sub>), were calculated with GENETIX 4.05 <abbrgrp>
						<abbr bid="B97">97</abbr>
					</abbrgrp>. The partitioning of genetic variation between and among the mtIGS sectors was examined with molecular analyses of variance (AMOVA) in ARLEQUIN 3.1 <abbrgrp>
						<abbr bid="B98">98</abbr>
					</abbrgrp>. The significance (<it>P</it>&#8201;&gt;&#8201;0.05) of the fixation indices was calculated after 1000 permutations of individuals within sectors. For each phylogroup, the occurrence of recent spatial expansions (assuming constant deme size) was tested with ARLEQUIN 3.1 <abbrgrp>
						<abbr bid="B98">98</abbr>
					</abbrgrp>, fitting the implemented model to the observed mismatch distribution. Significance was assessed with 1000 permutations.</p><p>The microsatellite population structure was assessed with both individual (genotype based) and population (allele-frequency based) approaches. First, the degree of congruence between the mtIGS structure/phylogeny and its nuclear background was visually inspected with the factorial correspondence analysis (FCA) implemented in GENETIX 4.05 <abbrgrp>
						<abbr bid="B97">97</abbr>
					</abbrgrp>. Population genetic structure was further examined with a Bayesian, model-based genetic admixture analysis implemented in STRUCTURE 2.3 <abbrgrp>
						<abbr bid="B99">99</abbr>
						<abbr bid="B100">100</abbr>
					</abbrgrp>. Individuals were combined into one dataset for analysis, without any <it>a priori</it> population assignments and admixture was allowed. Each number of assumed populations (<it>K</it>, set sequentially from 1 to 14) was ran five times using a burn-in of 200000 iterations and a run-length of 1000000 iterations, which was determined to be sufficient to have consistent results. The &#8220;true&#8221; number of <it>K</it> was inferred both from the posterior probability of the data, hereafter referred to as <it>L(K)</it>, and following the <it>&#916;K</it> choice criterion of Evanno <it>et al.</it>
					<abbrgrp>
						<abbr bid="B55">55</abbr>
					</abbrgrp>, better suited to detect heterogeneous patterns of dispersal or co-ancestry.</p><p>Pairwise <it>F</it>
					<sub>ST</sub> (<it>&#952;</it>; <abbrgrp>
						<abbr bid="B101">101</abbr>
					</abbrgrp>) was estimated with GENETIX 4.05 <abbrgrp>
						<abbr bid="B97">97</abbr>
					</abbrgrp> and pairwise D (<it>D</it>
					<sub>est</sub>; <abbrgrp>
						<abbr bid="B102">102</abbr>
					</abbrgrp>) was estimated with SMOGD 1.25 <abbrgrp>
						<abbr bid="B103">103</abbr>
					</abbrgrp>. Isolation by distance (IBD) was evaluated for full and sub data-sets using reduced major axis regressions of pairwise estimates of population&#8217;s genetic differentiation against minimum marine distance, as measured in Google Earth 5.1. The statistical significance of the genetic and geographic associations was assessed with Mantel tests (1000 randomizations, <it>P</it>&#8201;&lt;&#8201;0.05) in IBDWS <abbrgrp>
						<abbr bid="B104">104</abbr>
					</abbrgrp>.</p>
			</sec>
		</sec>
		<sec>
			<st>
				<p>Authors&#8217; contributions</p>
			</st><p>JN conceived the study, collected samples and molecular data, performed analysis and drafted the manuscript. GAP participated in the design of the study, performed some statistical analysis and revised the manuscript. MV participated in the design of the study and revised the manuscript. EAS coordinated the study and helped draft and revise the manuscript. All authors read and approved the final manuscript.</p>
		</sec>
	</bdy>
	<bm>
		<ack>
			<sec>
				<st>
					<p>Acknowledgements</p>
				</st><p>We are grateful to Ignacio Barbara for sampling the RCO population, Marta Valente, Xana Ramos and C&#233;line Madeira for their sequencing/genotyping work, and Marina Tamagnini Mendes for accommodation during the sampling campaign. This study was supported by the research project EDGES (PTDC/AAC-CLI/109108/2008) of the Portuguese Funda&#231;&#227;o para a Ci&#234;ncia e Tecnologia (FCT), and by a PhD grant (SFRH/BD/31017/2006) from FCT co-funded by FSE to J.N.</p>
			</sec>
		</ack>
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