<document tableId="DF404999FFB0FFCD5DD5F4A5FA761940" sourceDocId="FFAFD07FFFB4FFC95D5DF40BFFC21866" ID-DOI="http://doi.org/10.5281/zenodo.20125851" ID-Zenodo-Dep="20125851" captionStart="Tab" checkinTime="1778518204584" checkinUser="juliana" pageId="4" pageNumber="5" updateTime="1778518842875" updateUser="ExternalLinkService"><mods:mods xmlns:mods="http://www.loc.gov/mods/v3">
    <mods:titleInfo>
        <mods:title>Estimating population parameters of longsnout seahorses, Hippocampus reidi (Teleostei: Syngnathidae) through mark-recapture</mods:title>
    </mods:titleInfo>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Siqueira, Alexandre C.</mods:namePart>
        <mods:affiliation>Laboratório de Biogeografia e Macroecologia Marinha, Departamento de Ecologia e Zoologia, Universidade Federal de Santa Catarina, Edifício Fritz Müller, 2 º andar, 205 B, 88040 - 970 Florianópolis, SC, Brazil. (ACS) alesixbio @ gmail. com (corresponding author) &amp; College of Science and Engineering &amp; ARC Centre of Excellence for Coral Reef Studies, James Cook University, 4811, Townsville, QLD, Australia (current address).</mods:affiliation>
        <mods:nameIdentifier type="email">alesixbio@gmail.com</mods:nameIdentifier>
    </mods:name>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Quimbayo, Juan P.</mods:namePart>
        <mods:affiliation>Laboratório de Biogeografia e Macroecologia Marinha, Departamento de Ecologia e Zoologia, Universidade Federal de Santa Catarina, Edifício Fritz Müller, 2 º andar, 205 B, 88040 - 970 Florianópolis, SC, Brazil. (ACS) alesixbio @ gmail. com (corresponding author) &amp; Grupo de Investigación en Ecología de Arrecifes Coralinos. Departamento de Biología, Universidad del Valle, Apartado Aéreo, 25360, Cali, Colombia. (JPQ) quimbayo. j. p @ gmail. com</mods:affiliation>
        <mods:nameIdentifier type="email">alesixbio@gmail.com&amp;quimbayo.j.p@gmail.com</mods:nameIdentifier>
    </mods:name>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Cantor, Mauricio</mods:namePart>
        <mods:affiliation>Laboratório de Mamíferos Aquáticos, Departamento de Ecologia e Zoologia, Universidade Federal de Santa Catarina, Edifício Fritz Müller, 2 º andar, 88040 - 970 Florianópolis, SC, Brazil. (MC) m. cantor @ ymail. com, (FGDJ) daurajorge @ gmail. com</mods:affiliation>
        <mods:nameIdentifier type="email">m.cantor@ymail.com</mods:nameIdentifier>
    </mods:name>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Silveira, Rosana B.</mods:namePart>
        <mods:affiliation>Laboratório de Aquicultura Marinha, Projeto Hippocampus, Rua da Esperança, 55590 - 000 Ipojuca, PE, Brazil. (RSRBS) labaquac @ yahoo. com</mods:affiliation>
        <mods:nameIdentifier type="email">labaquac@yahoo.com</mods:nameIdentifier>
    </mods:name>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Daura-Jorge, Fábio G.</mods:namePart>
        <mods:affiliation>Laboratório de Mamíferos Aquáticos, Departamento de Ecologia e Zoologia, Universidade Federal de Santa Catarina, Edifício Fritz Müller, 2 º andar, 88040 - 970 Florianópolis, SC, Brazil. (MC) m. cantor @ ymail. com, (FGDJ) daurajorge @ gmail. com</mods:affiliation>
        <mods:nameIdentifier type="email">m.cantor@ymail.com</mods:nameIdentifier>
    </mods:name>
    <mods:typeOfResource>text</mods:typeOfResource>
    <mods:relatedItem type="host">
        <mods:titleInfo>
            <mods:title>Neotropical Ichthyology</mods:title>
        </mods:titleInfo>
        <mods:part>
            <mods:date>2017</mods:date>
            <mods:detail type="pubDate">
                <mods:number>2017-12-18</mods:number>
            </mods:detail>
            <mods:detail type="volume">
                <mods:number>15</mods:number>
            </mods:detail>
            <mods:detail type="issue">
                <mods:number>4</mods:number>
            </mods:detail>
            <mods:extent unit="page">
                <mods:start>e 170067</mods:start>
                <mods:end>e 170067</mods:end>
            </mods:extent>
        </mods:part>
    </mods:relatedItem>
    <mods:location>
        <mods:url>http://dx.doi.org/10.1590/1982-0224-20170067</mods:url>
    </mods:location>
    <mods:classification>journal article</mods:classification>
    <mods:identifier type="DOI">10.1590/1982-0224-20170067</mods:identifier>
    <mods:identifier type="ISSN">1982-0224</mods:identifier>
    <mods:identifier type="Zenodo-Dep">20125790</mods:identifier>
</mods:mods>
<table id="DF404999FFB0FFCD5DD5F4A5FA761940"><caption pageId="4" pageNumber="5" startId="4.[136,181,174,198]"><emphasis bold="true" box="[136,211,174,198]" pageId="4" pageNumber="5">Tab. 1.</emphasis> Robust Design candidate models to estimate survival probability (ϕ), capture probability (<emphasis box="[1158,1171,175,198]" italics="true" pageId="4" pageNumber="5">p</emphasis>) and temporary emigration probability (γ) for <taxonomicName _evidence="catalogs" _step="species1" authorityName="Ginsburg" authorityYear="1933" box="[331,533,206,230]" class="Actinopterygii" family="Syngnathidae" genus="Hippocampus" kingdom="Animalia" order="Syngnathiformes" pageId="4" pageNumber="5" phylum="Chordata" rank="species" species="reidi"><emphasis box="[331,533,206,230]" italics="true" pageId="4" pageNumber="5">Hippocampus reidi</emphasis></taxonomicName>. Models are ranked by the lowest quasi-Akaike’s Information Criterion with a 2 <superScript attach="none" box="[1378,1401,205,230]" fontSize="6" pageId="4" pageNumber="5">nd-</superScript> order correction for small sample sizes (QAICc values). Notation: (.) constant; (t) time-dependence; (g) group effect; (<emphasis box="[1374,1387,239,262]" italics="true" pageId="4" pageNumber="5">p</emphasis> = <emphasis box="[1402,1414,239,262]" italics="true" pageId="4" pageNumber="5">c</emphasis>) no recapture effect; (γ”= γ’=0) no emigration models; (γ”= γ’) random emigration models; (γ” γ’) Markovian emigration models.</caption><thead><tr id="350F1B53FFB000365DD2F532FA53192A"><th box="[143,436,313,332]" id="76DE722FFFB000365DD2F532FE76192A" pageId="4" pageNumber="5">Model</th><th box="[532,594,313,332]" id="76DE722FFFB000365F49F532FD90192A" pageId="4" pageNumber="5">QAICc</th><th box="[688,763,313,332]" id="76DE722FFFB000365FEDF532FD39192A" pageId="4" pageNumber="5">QΔAICc</th><th box="[828,948,313,332]" id="76DE722FFFB000365E61F532FC76192A" pageId="4" pageNumber="5">AICc Weights</th><th box="[1004,1098,313,332]" id="76DE722FFFB000365EB1F532FB88192A" pageId="4" pageNumber="5">Likelihood</th><th box="[1166,1261,313,332]" id="76DE722FFFB0003659D3F532FB2F192A" pageId="4" pageNumber="5">Parameters</th><th box="[1329,1425,313,332]" id="76DE722FFFB00036586CF532FA53192A" pageId="4" pageNumber="5">QDeviance</th></tr></thead><tbody><tr id="350F1B53FFB000365DD2F551FA531908"><th box="[143,436,346,366]" id="76DE722FFFB000365DD2F551FE761908" pageId="4" pageNumber="5">1) ɸ(.) γ’(.)=γ”(.) <emphasis box="[295,306,347,365]" id="B94BC503FFB0FFCD5C7AF550FEF0190B" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[346,355,347,365]" id="B94BC503FFB0FFCD5C07F550FEA1190B" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,346,366]" id="76DE722FFFB000365F49F551FD901908" pageId="4" pageNumber="5">271.67</td><td box="[688,763,346,366]" id="76DE722FFFB000365FEDF551FD391908" pageId="4" pageNumber="5">0.00</td><td box="[828,948,346,366]" id="76DE722FFFB000365E61F551FC761908" pageId="4" pageNumber="5">0.882</td><td box="[1004,1098,346,366]" id="76DE722FFFB000365EB1F551FB881908" pageId="4" pageNumber="5">1.000</td><td box="[1166,1261,346,366]" id="76DE722FFFB0003659D3F551FB2F1908" pageId="4" pageNumber="5">36</td><td box="[1329,1425,346,366]" id="76DE722FFFB00036586CF551FA531908" pageId="4" pageNumber="5">268.35</td></tr><tr id="350F1B53FFB000365DD2F570FA5319E9"><th box="[143,436,379,399]" id="76DE722FFFB000365DD2F570FE7619E9" pageId="4" pageNumber="5">2) ɸ(g) γ’(.)=γ”(.) <emphasis box="[301,312,380,398]" id="B94BC503FFB0FFCD5C70F577FEFA19E8" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[352,361,380,398]" id="B94BC503FFB0FFCD5C3DF577FEAB19E8" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,379,399]" id="76DE722FFFB000365F49F570FD9019E9" pageId="4" pageNumber="5">277.33</td><td box="[688,763,379,399]" id="76DE722FFFB000365FEDF570FD3919E9" pageId="4" pageNumber="5">5.65</td><td box="[828,948,379,399]" id="76DE722FFFB000365E61F570FC7619E9" pageId="4" pageNumber="5">0.052</td><td box="[1004,1098,379,399]" id="76DE722FFFB000365EB1F570FB8819E9" pageId="4" pageNumber="5">0.059</td><td box="[1166,1261,379,399]" id="76DE722FFFB0003659D3F570FB2F19E9" pageId="4" pageNumber="5">39</td><td box="[1329,1425,379,399]" id="76DE722FFFB00036586CF570FA5319E9" pageId="4" pageNumber="5">266.75</td></tr><tr id="350F1B53FFB000365DD2F596FA5319D6"><th box="[143,436,413,432]" id="76DE722FFFB000365DD2F596FE7619D6" pageId="4" pageNumber="5">3) ɸ(.) γ’(.)γ”(.) <emphasis box="[283,294,413,431]" id="B94BC503FFB0FFCD5C46F596FEE419C9" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[334,343,413,431]" id="B94BC503FFB0FFCD5C13F596FE9519C9" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,413,432]" id="76DE722FFFB000365F49F596FD9019D6" pageId="4" pageNumber="5">278.05</td><td box="[688,763,413,432]" id="76DE722FFFB000365FEDF596FD3919D6" pageId="4" pageNumber="5">6.37</td><td box="[828,948,413,432]" id="76DE722FFFB000365E61F596FC7619D6" pageId="4" pageNumber="5">0.036</td><td box="[1004,1098,413,432]" id="76DE722FFFB000365EB1F596FB8819D6" pageId="4" pageNumber="5">0.041</td><td box="[1166,1261,413,432]" id="76DE722FFFB0003659D3F596FB2F19D6" pageId="4" pageNumber="5">39</td><td box="[1329,1425,413,432]" id="76DE722FFFB00036586CF596FA5319D6" pageId="4" pageNumber="5">267.47</td></tr><tr id="350F1B53FFB000365DD2F5B5FA5319B7"><th box="[143,436,446,465]" id="76DE722FFFB000365DD2F5B5FE7619B7" pageId="4" pageNumber="5">4) ɸ(.) γ’(.)= γ”(.)=0 <emphasis box="[323,334,447,465]" id="B94BC503FFB0FFCD5C1EF5B4FE8C19B7" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[374,383,447,465]" id="B94BC503FFB0FFCD5C2BF5B4FEBD19B7" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,446,465]" id="76DE722FFFB000365F49F5B5FD9019B7" pageId="4" pageNumber="5">279.00</td><td box="[688,763,446,465]" id="76DE722FFFB000365FEDF5B5FD3919B7" pageId="4" pageNumber="5">7.32</td><td box="[828,948,446,465]" id="76DE722FFFB000365E61F5B5FC7619B7" pageId="4" pageNumber="5">0.022</td><td box="[1004,1098,446,465]" id="76DE722FFFB000365EB1F5B5FB8819B7" pageId="4" pageNumber="5">0.025</td><td box="[1166,1261,446,465]" id="76DE722FFFB0003659D3F5B5FB2F19B7" pageId="4" pageNumber="5">37</td><td box="[1329,1425,446,465]" id="76DE722FFFB00036586CF5B5FA5319B7" pageId="4" pageNumber="5">273.27</td></tr><tr id="350F1B53FFB000365DD2F5D4FA531994"><th box="[143,436,479,498]" id="76DE722FFFB000365DD2F5D4FE761994" pageId="4" pageNumber="5">5) ɸ(.) γ’(g) γ”(g) <emphasis box="[299,310,480,498]" id="B94BC503FFB0FFCD5C76F5EBFEF41994" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[350,359,480,498]" id="B94BC503FFB0FFCD5C03F5EBFEA51994" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,479,498]" id="76DE722FFFB000365F49F5D4FD901994" pageId="4" pageNumber="5">281.84</td><td box="[688,763,479,498]" id="76DE722FFFB000365FEDF5D4FD391994" pageId="4" pageNumber="5">10.16</td><td box="[828,948,479,498]" id="76DE722FFFB000365E61F5D4FC761994" pageId="4" pageNumber="5">0.005</td><td box="[1004,1098,479,498]" id="76DE722FFFB000365EB1F5D4FB881994" pageId="4" pageNumber="5">0.006</td><td box="[1166,1261,479,498]" id="76DE722FFFB0003659D3F5D4FB2F1994" pageId="4" pageNumber="5">41</td><td box="[1329,1425,479,498]" id="76DE722FFFB00036586CF5D4FA531994" pageId="4" pageNumber="5">266.36</td></tr><tr id="350F1B53FFB000365DD2F60AFA531A72"><th box="[143,436,513,532]" id="76DE722FFFB000365DD2F60AFE761A72" pageId="4" pageNumber="5">6) ɸ(t) γ’(.)= γ”(.) <emphasis box="[301,312,513,531]" id="B94BC503FFB0FFCD5C70F60AFEFA1A75" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[352,361,513,531]" id="B94BC503FFB0FFCD5C3DF60AFEAB1A75" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,513,532]" id="76DE722FFFB000365F49F60AFD901A72" pageId="4" pageNumber="5">285.15</td><td box="[688,763,513,532]" id="76DE722FFFB000365FEDF60AFD391A72" pageId="4" pageNumber="5">13.47</td><td box="[828,948,513,532]" id="76DE722FFFB000365E61F60AFC761A72" pageId="4" pageNumber="5">0.001</td><td box="[1004,1098,513,532]" id="76DE722FFFB000365EB1F60AFB881A72" pageId="4" pageNumber="5">0.001</td><td box="[1166,1261,513,532]" id="76DE722FFFB0003659D3F60AFB2F1A72" pageId="4" pageNumber="5">42</td><td box="[1329,1425,513,532]" id="76DE722FFFB00036586CF60AFA531A72" pageId="4" pageNumber="5">267.19</td></tr><tr id="350F1B53FFB000365DD2F629FA531A53"><th box="[143,436,546,565]" id="76DE722FFFB000365DD2F629FE761A53" pageId="4" pageNumber="5">7) ɸ(g*t) γ’(.)= γ”(.) <emphasis box="[322,333,547,565]" id="B94BC503FFB0FFCD5C1FF628FE8F1A53" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts)= <emphasis box="[374,383,547,565]" id="B94BC503FFB0FFCD5C2BF628FEBD1A53" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,546,565]" id="76DE722FFFB000365F49F629FD901A53" pageId="4" pageNumber="5">294.27</td><td box="[688,763,546,565]" id="76DE722FFFB000365FEDF629FD391A53" pageId="4" pageNumber="5">22.60</td><td box="[828,948,546,565]" id="76DE722FFFB000365E61F629FC761A53" pageId="4" pageNumber="5">0.000</td><td box="[1004,1098,546,565]" id="76DE722FFFB000365EB1F629FB881A53" pageId="4" pageNumber="5">0.000</td><td box="[1166,1261,546,565]" id="76DE722FFFB0003659D3F629FB2F1A53" pageId="4" pageNumber="5">47</td><td box="[1329,1425,546,565]" id="76DE722FFFB00036586CF629FA531A53" pageId="4" pageNumber="5">263.76</td></tr><tr id="350F1B53FFB000365DD2F648FA531A30"><th box="[143,436,579,598]" id="76DE722FFFB000365DD2F648FE761A30" pageId="4" pageNumber="5">8) ɸ(.) γ’(.)=γ”(.) <emphasis box="[295,306,580,598]" id="B94BC503FFB0FFCD5C7AF64FFEF01A30" italics="true" pageId="4" pageNumber="5">p</emphasis> (ts) <emphasis box="[340,349,580,598]" id="B94BC503FFB0FFCD5C09F64FFE9F1A30" italics="true" pageId="4" pageNumber="5">c</emphasis> (ts)</th><td box="[532,594,579,598]" id="76DE722FFFB000365F49F648FD901A30" pageId="4" pageNumber="5">304.42</td><td box="[688,763,579,598]" id="76DE722FFFB000365FEDF648FD391A30" pageId="4" pageNumber="5">32.75</td><td box="[828,948,579,598]" id="76DE722FFFB000365E61F648FC761A30" pageId="4" pageNumber="5">0.000</td><td box="[1004,1098,579,598]" id="76DE722FFFB000365EB1F648FB881A30" pageId="4" pageNumber="5">0.000</td><td box="[1166,1261,579,598]" id="76DE722FFFB0003659D3F648FB2F1A30" pageId="4" pageNumber="5">56</td><td box="[1329,1425,579,598]" id="76DE722FFFB00036586CF648FA531A30" pageId="4" pageNumber="5">250.44</td></tr><tr id="350F1B53FFB000365DD2F66FFA531A1E"><th box="[143,436,612,632]" id="76DE722FFFB000365DD2F66FFE761A1E" pageId="4" pageNumber="5">9) ɸ(.) γ’(.)= γ”(.) <emphasis box="[300,311,613,631]" id="B94BC503FFB0FFCD5C71F66EFEF51A11" italics="true" pageId="4" pageNumber="5">p</emphasis> (g*ts)= <emphasis box="[373,382,613,631]" id="B94BC503FFB0FFCD5C28F66EFEBC1A11" italics="true" pageId="4" pageNumber="5">c</emphasis> (g*ts)</th><td box="[532,594,612,632]" id="76DE722FFFB000365F49F66FFD901A1E" pageId="4" pageNumber="5">321.43</td><td box="[688,763,612,632]" id="76DE722FFFB000365FEDF66FFD391A1E" pageId="4" pageNumber="5">49.75</td><td box="[828,948,612,632]" id="76DE722FFFB000365E61F66FFC761A1E" pageId="4" pageNumber="5">0.000</td><td box="[1004,1098,612,632]" id="76DE722FFFB000365EB1F66FFB881A1E" pageId="4" pageNumber="5">0.000</td><td box="[1166,1261,612,632]" id="76DE722FFFB0003659D3F66FFB2F1A1E" pageId="4" pageNumber="5">62</td><td box="[1329,1425,612,632]" id="76DE722FFFB00036586CF66FFA531A1E" pageId="4" pageNumber="5">251.13</td></tr><tr id="350F1B53FFB000365DD2F68EFA531AFF"><th box="[143,436,645,665]" id="76DE722FFFB000365DD2F68EFE761AFF" pageId="4" pageNumber="5">10) ɸ(.) γ’(.)= γ”(.) <emphasis box="[311,322,646,664]" id="B94BC503FFB0FFCD5C6AF68DFE801AFE" italics="true" pageId="4" pageNumber="5">p</emphasis> (g*ts) <emphasis box="[377,386,646,664]" id="B94BC503FFB0FFCD5C24F68DFE401AFE" italics="true" pageId="4" pageNumber="5">c</emphasis> (g*ts)</th><td box="[532,594,645,665]" id="76DE722FFFB000365F49F68EFD901AFF" pageId="4" pageNumber="5">409.69</td><td box="[688,763,645,665]" id="76DE722FFFB000365FEDF68EFD391AFF" pageId="4" pageNumber="5">138.01</td><td box="[828,948,645,665]" id="76DE722FFFB000365E61F68EFC761AFF" pageId="4" pageNumber="5">0.000</td><td box="[1004,1098,645,665]" id="76DE722FFFB000365EB1F68EFB881AFF" pageId="4" pageNumber="5">0.000</td><td box="[1166,1261,645,665]" id="76DE722FFFB0003659D3F68EFB2F1AFF" pageId="4" pageNumber="5">98</td><td box="[1329,1425,645,665]" id="76DE722FFFB00036586CF68EFA531AFF" pageId="4" pageNumber="5">228.70</td></tr></tbody></table></document>