<document tableId="B2DD662446374C3914B5EEBEFCF2FF6C" sourceDocId="9232FFC2463A4C341422EE26FF9BFFA3" captionStart="TABLE 2" checkinTime="1634698950080" checkinUser="ExternalLinkService" pageId="13" pageNumber="164" updateTime="1699012959676" updateUser="ExternalLinkService"><mods:mods xmlns:mods="http://www.loc.gov/mods/v3">
    <mods:titleInfo>
        <mods:title>The identity of the invasive fouling bryozoan Watersipora subtorquata (d’Orbigny) and some other congeneric species</mods:title>
    </mods:titleInfo>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Vieira, Leandro M.</mods:namePart>
        <mods:affiliation>Centro de Biologia Marinha, Universidade de São Paulo, São Sebastião, São Paulo, Brazil. E-mail: leandromanzoni @ hotmail. com Departamento de Zoologia, Centro de Ciências Biológicas, Universidade Federal de Pernambuco, Recife, Pernambuco, Brazil Department of Life Sciences, Natural History Museum, London, UK. E-mail: m. spencer-jones @ nhm. ac. uk</mods:affiliation>
    </mods:name>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Jones, Mary Spencer</mods:namePart>
    </mods:name>
    <mods:name type="personal">
        <mods:role>
            <mods:roleTerm>Author</mods:roleTerm>
        </mods:role>
        <mods:namePart>Taylor, Paul D.</mods:namePart>
        <mods:affiliation>Department of Earth Sciences, Natural History Museum, London, UK. E-mail: p. taylor @ nhm. ac. uk</mods:affiliation>
    </mods:name>
    <mods:typeOfResource>text</mods:typeOfResource>
    <mods:relatedItem type="host">
        <mods:titleInfo>
            <mods:title>Zootaxa</mods:title>
        </mods:titleInfo>
        <mods:part>
            <mods:date>2014</mods:date>
            <mods:detail type="pubDate">
                <mods:number>2014-08-28</mods:number>
            </mods:detail>
            <mods:detail type="volume">
                <mods:number>3857</mods:number>
            </mods:detail>
            <mods:detail type="issue">
                <mods:number>2</mods:number>
            </mods:detail>
            <mods:extent unit="page">
                <mods:start>151</mods:start>
                <mods:end>182</mods:end>
            </mods:extent>
        </mods:part>
    </mods:relatedItem>
    <mods:classification>journal article</mods:classification>
    <mods:identifier type="CLB-Dataset">4904</mods:identifier>
    <mods:identifier type="DOI">10.11646/zootaxa.3857.2.1</mods:identifier>
    <mods:identifier type="GBIF-Dataset">a1584a70-08c3-4429-b49e-69ae45cb14ba</mods:identifier>
    <mods:identifier type="ISSN">1175-5326</mods:identifier>
    <mods:identifier type="Zenodo-Dep">4929981</mods:identifier>
    <mods:identifier type="ZooBank">96CEC1DB-94B8-4E38-88E1-CBA15871C2AE</mods:identifier>
</mods:mods>
<table id="B2DD662446374C3914B5EEBEFCF2FF6C"><caption pageId="13" pageNumber="164" startId="13.[151,239,152,175]"><emphasis bold="true" box="[151,263,152,175]" pageId="13" pageNumber="164">TABLE 2</emphasis>. Measurements (in µm) for <taxonomicName _evidence="catalogs" _step="species1" authority="(Busk, 1854)" baseAuthorityName="Busk" baseAuthorityYear="1854" box="[582,978,151,175]" class="Gymnolaemata" family="Watersiporidae" genus="Watersipora" kingdom="Animalia" order="Cheilostomatida" pageId="13" pageNumber="164" phylum="Bryozoa" rank="species" species="cucullata"><emphasis box="[582,822,151,175]" italics="true" pageId="13" pageNumber="164">Watersipora cucullata</emphasis> (<bibRefCitation author="Busk, G." box="[840,970,152,175]" pageId="13" pageNumber="164" refId="ref17512" refString="Busk, G. (1854) Catalogue of marine Polyzoa in the collection of the British Museum, II. Cheilostomata (part). Trustees of the British Museum (Natural History), London, 54 pp." type="book" year="1854">Busk, 1854</bibRefCitation>)</taxonomicName>, <taxonomicName _evidence="catalog+fontStyle" _step="styledSpecies" authority="(Busk, 1856)" baseAuthorityName="Busk" baseAuthorityYear="1856" box="[993,1283,151,175]" class="Gymnolaemata" family="Schizoporellidae" genus="Schizoporella" kingdom="Animalia" order="Cheilostomatida" pageId="13" pageNumber="164" phylum="Bryozoa" rank="species" species="atrofusca"><emphasis box="[993,1129,151,175]" italics="true" pageId="13" pageNumber="164">W. atrofusca</emphasis> (<bibRefCitation author="Busk, G." box="[1147,1275,152,175]" pageId="13" pageNumber="164" pagination="176 - 179" refId="ref17553" refString="Busk, G. (1856) Zoophytology. Quarterly Journal of Microscopical Science, 4, 176 - 179, pls 7 - 8." type="journal article" year="1856">Busk, 1856</bibRefCitation>)</taxonomicName> and <taxonomicName _evidence="catalog+fontStyle" _step="styledSpecies" authority="(Canu &amp; Bassler, 1930)" baseAuthorityName="Canu &amp; Bassler" baseAuthorityYear="1930" class="Gymnolaemata" family="Watersiporidae" genus="Watersipora" kingdom="Animalia" order="Cheilostomatida" pageId="13" pageNumber="164" phylum="Bryozoa" rank="species" species="nigra"><emphasis box="[1341,1436,152,175]" italics="true" pageId="13" pageNumber="164">W. nigra</emphasis> (<bibRefCitation author="Canu, F. &amp; Bassler, R. S." box="[158,398,184,207]" pageId="13" pageNumber="164" pagination="1 - 78" refId="ref17613" refString="Canu, F. &amp; Bassler, R. S. (1930) The Bryozoa of the Galapagos Islands. Proceedings of the United States National Museum, 76, 1 - 78." type="journal article" year="1930">Canu &amp; Bassler, 1930</bibRefCitation>)</taxonomicName>. Type specimens are marked with asterisks.</caption><thead><tr id="589234EE4637B3CB14BDEECCFAB4FEA3"><th id="1B435D924637B3CB14BDEECCFE8BFEA3"/><th box="[397,524,234,256]" id="1B435D924637B3CB15AFEECCFD97FEA3" pageId="13" pageNumber="164"><taxonomicName _evidence="catalog+fontStyle" _step="styledSpecies" baseAuthorityName="Busk" baseAuthorityYear="1856" box="[397,524,234,256]" class="Gymnolaemata" family="Schizoporellidae" genus="Schizoporella" id="21A24D2F46374C3915AFEECDFD97FEA3" kingdom="Animalia" order="Cheilostomatida" pageId="13" pageNumber="164" phylum="Bryozoa" rank="species" species="atrofusca"><emphasis box="[397,524,234,256]" id="D4D6EABE46374C3915AFEECDFD97FEA3" italics="true" pageId="13" pageNumber="164">W. atrofusca</emphasis></taxonomicName></th><th box="[659,841,234,256]" id="1B435D924637B3CB16B1EECCFCD2FEA3" pageId="13" pageNumber="164"><taxonomicName _evidence="catalog+fontStyle" _step="styledSpecies" baseAuthorityName="Busk" baseAuthorityYear="1854" box="[659,785,234,256]" class="Gymnolaemata" family="Watersiporidae" genus="Watersipora" id="21A24D2F46374C3916B1EECDFC8AFEA3" kingdom="Animalia" order="Cheilostomatida" pageId="13" pageNumber="164" phylum="Bryozoa" rank="species" species="cucullata"><emphasis box="[659,785,234,256]" id="D4D6EABE46374C3916B1EECDFC8AFEA3" italics="true" pageId="13" pageNumber="164">W. cucullata</emphasis></taxonomicName></th><th id="1B435D924637B3CB1751EECCFB89FEA3"/><th box="[1145,1327,234,256]" id="1B435D924637B3CB105BEECCFAB4FEA3" pageId="13" pageNumber="164"><taxonomicName _evidence="catalog+fontStyle" _step="styledSpecies" baseAuthorityName="Canu &amp; Bassler" baseAuthorityYear="1930" box="[1145,1232,235,256]" class="Gymnolaemata" family="Watersiporidae" genus="Watersipora" id="21A24D2F46374C39105BEECDFB4BFEA3" kingdom="Animalia" order="Cheilostomatida" pageId="13" pageNumber="164" phylum="Bryozoa" rank="species" species="nigra"><emphasis box="[1145,1232,235,256]" id="D4D6EABE46374C39105BEECDFB4BFEA3" italics="true" pageId="13" pageNumber="164">W. nigra</emphasis></taxonomicName></th></tr></thead><tbody><tr id="589234EE4637B3CB14BDEF32FAB4FEEB"><th id="1B435D924637B3CB14BDEF32FE8BFEEB"/><td box="[397,524,276,328]" id="1B435D924637B3CB15AFEF32FD97FEEB" pageId="13" pageNumber="164">NHMUK 1892.9.6.4*</td><td box="[659,841,276,328]" id="1B435D924637B3CB16B1EF32FCD2FEEB" pageId="13" pageNumber="164">NHMUK 2012.6.30.1</td><td box="[883,1042,276,328]" id="1B435D924637B3CB1751EF32FB89FEEB" pageId="13" pageNumber="164">NHMUK 1899.5.1.975</td><td box="[1145,1327,276,328]" id="1B435D924637B3CB105BEF32FAB4FEEB" pageId="13" pageNumber="164">NHMUK 1975.5.12.1</td></tr><tr id="589234EE4637B3CB14BDEF7AFAB4FED1"><th id="1B435D924637B3CB14BDEF7AFE8BFED1"/><td box="[397,524,348,370]" id="1B435D924637B3CB15AFEF7AFD97FED1" pageId="13" pageNumber="164">Japan (n=6)</td><td box="[659,841,348,370]" id="1B435D924637B3CB16B1EF7AFCD2FED1" pageId="13" pageNumber="164">Aegean Sea (n=6)</td><td box="[883,1042,348,370]" id="1B435D924637B3CB1751EF7AFB89FED1" pageId="13" pageNumber="164">Adriatic (n=10)</td><td box="[1145,1327,348,370]" id="1B435D924637B3CB105BEF7AFAB4FED1" pageId="13" pageNumber="164">Galapagos (n=10)</td></tr><tr id="589234EE4637B3CB14BDEFA0FAB4FE38"><th box="[159,1327,390,411]" colspan="5" id="1B435D924637B3CB14BDEFA0FAB4FE38" pageId="13" pageNumber="164">ZL</th></tr><tr id="589234EE4637B3CB14BDEF88FAB4FE67"><th box="[159,272,430,452]" id="1B435D924637B3CB14BDEF88FE8BFE67" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,430,452]" id="1B435D924637B3CB15AFEF88FD97FE67" pageId="13" pageNumber="164">567–801</td><td box="[659,841,430,452]" id="1B435D924637B3CB16B1EF88FCD2FE67" pageId="13" pageNumber="164">697–902</td><td box="[883,1042,430,452]" id="1B435D924637B3CB1751EF88FB89FE67" pageId="13" pageNumber="164">673–911</td><td box="[1145,1327,430,452]" id="1B435D924637B3CB105BEF88FAB4FE67" pageId="13" pageNumber="164">972–1102</td></tr><tr id="589234EE4637B3CB14BDEFFEFAB4FE4D"><th box="[159,272,472,494]" id="1B435D924637B3CB14BDEFFEFE8BFE4D" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,472,494]" id="1B435D924637B3CB15AFEFFEFD97FE4D" pageId="13" pageNumber="164">646 (96)</td><td box="[659,841,472,494]" id="1B435D924637B3CB16B1EFFEFCD2FE4D" pageId="13" pageNumber="164">789 (80)</td><td box="[883,1042,472,494]" id="1B435D924637B3CB1751EFFEFB89FE4D" pageId="13" pageNumber="164">805 (80)</td><td box="[1145,1327,472,494]" id="1B435D924637B3CB105BEFFEFAB4FE4D" pageId="13" pageNumber="164">1038 (47)</td></tr><tr id="589234EE4637B3CB14BDEC24FAB4FDB4"><th box="[159,1327,514,535]" colspan="5" id="1B435D924637B3CB14BDEC24FAB4FDB4" pageId="13" pageNumber="164">ZW</th></tr><tr id="589234EE4637B3CB14BDEC0CFAB4FDE3"><th box="[159,272,554,576]" id="1B435D924637B3CB14BDEC0CFE8BFDE3" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,554,576]" id="1B435D924637B3CB15AFEC0CFD97FDE3" pageId="13" pageNumber="164">252–359</td><td box="[659,841,554,576]" id="1B435D924637B3CB16B1EC0CFCD2FDE3" pageId="13" pageNumber="164">480–570</td><td box="[883,1042,554,576]" id="1B435D924637B3CB1751EC0CFB89FDE3" pageId="13" pageNumber="164">422–650</td><td box="[1145,1327,554,576]" id="1B435D924637B3CB105BEC0CFAB4FDE3" pageId="13" pageNumber="164">663–861</td></tr><tr id="589234EE4637B3CB14BDEC72FAB4FDC9"><th box="[159,272,596,618]" id="1B435D924637B3CB14BDEC72FE8BFDC9" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,596,618]" id="1B435D924637B3CB15AFEC72FD97FDC9" pageId="13" pageNumber="164">304 (47)</td><td box="[659,841,596,618]" id="1B435D924637B3CB16B1EC72FCD2FDC9" pageId="13" pageNumber="164">524 (30)</td><td box="[883,1042,596,618]" id="1B435D924637B3CB1751EC72FB89FDC9" pageId="13" pageNumber="164">534 (68)</td><td box="[1145,1327,596,618]" id="1B435D924637B3CB105BEC72FAB4FDC9" pageId="13" pageNumber="164">740 (76)</td></tr><tr id="589234EE4637B3CB14BDEC5BFAB4FD36"><th box="[159,1327,637,661]" colspan="5" id="1B435D924637B3CB14BDEC5BFAB4FD36" pageId="13" pageNumber="164">ZL x ZW [x10 3]</th></tr><tr id="589234EE4637B3CB14BDEC8FFAB4FD1C"><th box="[159,272,681,703]" id="1B435D924637B3CB14BDEC8FFE8BFD1C" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,681,703]" id="1B435D924637B3CB15AFEC8FFD97FD1C" pageId="13" pageNumber="164">162–214</td><td box="[659,841,681,703]" id="1B435D924637B3CB16B1EC8FFCD2FD1C" pageId="13" pageNumber="164">362–457</td><td box="[883,1042,681,703]" id="1B435D924637B3CB1751EC8FFB89FD1C" pageId="13" pageNumber="164">284–518</td><td box="[1145,1327,681,703]" id="1B435D924637B3CB105BEC8FFAB4FD1C" pageId="13" pageNumber="164">673–926</td></tr><tr id="589234EE4637B3CB14BDECF4FAB4FD4B"><th box="[159,272,722,744]" id="1B435D924637B3CB14BDECF4FE8BFD4B" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,722,744]" id="1B435D924637B3CB15AFECF4FD97FD4B" pageId="13" pageNumber="164">194 (20)</td><td box="[659,841,722,744]" id="1B435D924637B3CB16B1ECF4FCD2FD4B" pageId="13" pageNumber="164">413 (46)</td><td box="[883,1042,722,744]" id="1B435D924637B3CB1751ECF4FB89FD4B" pageId="13" pageNumber="164">431 (77)</td><td box="[1145,1327,722,744]" id="1B435D924637B3CB105BECF4FAB4FD4B" pageId="13" pageNumber="164">769 (93)</td></tr><tr id="589234EE4637B3CB14BDECDAFAB4FCB1"><th box="[159,1327,764,786]" colspan="5" id="1B435D924637B3CB14BDECDAFAB4FCB1" pageId="13" pageNumber="164">OL</th></tr><tr id="589234EE4637B3CB14BDED03FAB4FC98"><th box="[159,272,805,827]" id="1B435D924637B3CB14BDED03FE8BFC98" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,805,827]" id="1B435D924637B3CB15AFED03FD97FC98" pageId="13" pageNumber="164">158–175</td><td box="[659,841,805,827]" id="1B435D924637B3CB16B1ED03FCD2FC98" pageId="13" pageNumber="164">202–228</td><td box="[883,1042,805,827]" id="1B435D924637B3CB1751ED03FB89FC98" pageId="13" pageNumber="164">200–226</td><td box="[1145,1327,805,827]" id="1B435D924637B3CB105BED03FAB4FC98" pageId="13" pageNumber="164">224–236</td></tr><tr id="589234EE4637B3CB14BDED68FAB4FCC7"><th box="[159,272,846,868]" id="1B435D924637B3CB14BDED68FE8BFCC7" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,846,868]" id="1B435D924637B3CB15AFED68FD97FCC7" pageId="13" pageNumber="164">168 (6)</td><td box="[659,841,846,868]" id="1B435D924637B3CB16B1ED68FCD2FCC7" pageId="13" pageNumber="164">216 (9)</td><td box="[883,1042,846,868]" id="1B435D924637B3CB1751ED68FB89FCC7" pageId="13" pageNumber="164">218 (8)</td><td box="[1145,1327,846,868]" id="1B435D924637B3CB105BED68FAB4FCC7" pageId="13" pageNumber="164">230 (5)</td></tr><tr id="589234EE4637B3CB14BDED51FAB4FC2E"><th box="[159,1327,887,909]" colspan="5" id="1B435D924637B3CB14BDED51FAB4FC2E" pageId="13" pageNumber="164">OW</th></tr><tr id="589234EE4637B3CB14BDED87FAB4FC14"><th box="[159,272,929,951]" id="1B435D924637B3CB14BDED87FE8BFC14" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,929,951]" id="1B435D924637B3CB15AFED87FD97FC14" pageId="13" pageNumber="164">160–185</td><td box="[659,841,929,951]" id="1B435D924637B3CB16B1ED87FCD2FC14" pageId="13" pageNumber="164">227–245</td><td box="[883,1042,929,951]" id="1B435D924637B3CB1751ED87FB89FC14" pageId="13" pageNumber="164">223–258</td><td box="[1145,1327,929,951]" id="1B435D924637B3CB105BED87FAB4FC14" pageId="13" pageNumber="164">317–333</td></tr><tr id="589234EE4637B3CB14BDEDECFAB4FC43"><th box="[159,272,970,992]" id="1B435D924637B3CB14BDEDECFE8BFC43" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,970,992]" id="1B435D924637B3CB15AFEDECFD97FC43" pageId="13" pageNumber="164">175 (10)</td><td box="[659,841,970,992]" id="1B435D924637B3CB16B1EDECFCD2FC43" pageId="13" pageNumber="164">233 (7)</td><td box="[883,1042,970,992]" id="1B435D924637B3CB1751EDECFB89FC43" pageId="13" pageNumber="164">240 (11)</td><td box="[1145,1327,970,992]" id="1B435D924637B3CB105BEDECFAB4FC43" pageId="13" pageNumber="164">325 (7)</td></tr><tr id="589234EE4637B3CB14BDEDD5FAB4FBAF"><th box="[159,1327,1011,1036]" colspan="5" id="1B435D924637B3CB14BDEDD5FAB4FBAF" pageId="13" pageNumber="164">OA [x10 3]</th></tr><tr id="589234EE4637B3CB14BDEA39FAB4FB96"><th box="[159,272,1055,1077]" id="1B435D924637B3CB14BDEA39FE8BFB96" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1055,1077]" id="1B435D924637B3CB15AFEA39FD97FB96" pageId="13" pageNumber="164">21.0–25.4</td><td box="[659,841,1055,1077]" id="1B435D924637B3CB16B1EA39FCD2FB96" pageId="13" pageNumber="164">35.9–41.5</td><td box="[883,1042,1055,1077]" id="1B435D924637B3CB1751EA39FB89FB96" pageId="13" pageNumber="164">35.0–44.6</td><td box="[1145,1327,1055,1077]" id="1B435D924637B3CB105BEA39FAB4FB96" pageId="13" pageNumber="164">58.3–59.5</td></tr><tr id="589234EE4637B3CB14BDEA6FFAB4FBFC"><th box="[159,272,1097,1119]" id="1B435D924637B3CB14BDEA6FFE8BFBFC" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1097,1119]" id="1B435D924637B3CB15AFEA6FFD97FBFC" pageId="13" pageNumber="164">23.2 (1.9)</td><td box="[659,841,1097,1119]" id="1B435D924637B3CB16B1EA6FFCD2FBFC" pageId="13" pageNumber="164">39.2 (1.9)</td><td box="[883,1042,1097,1119]" id="1B435D924637B3CB1751EA6FFB89FBFC" pageId="13" pageNumber="164">41.1 (3.2)</td><td box="[1145,1327,1097,1119]" id="1B435D924637B3CB105BEA6FFAB4FBFC" pageId="13" pageNumber="164">58.7 (0.4)</td></tr><tr id="589234EE4637B3CB14BDEA54FAB4FB2B"><th box="[159,1327,1138,1160]" colspan="5" id="1B435D924637B3CB14BDEA54FAB4FB2B" pageId="13" pageNumber="164">ZL / OL</th></tr><tr id="589234EE4637B3CB14BDEABAFAB4FB11"><th box="[159,272,1180,1202]" id="1B435D924637B3CB14BDEABAFE8BFB11" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1180,1202]" id="1B435D924637B3CB15AFEABAFD97FB11" pageId="13" pageNumber="164">3.3–5.1</td><td box="[659,841,1180,1202]" id="1B435D924637B3CB16B1EABAFCD2FB11" pageId="13" pageNumber="164">3.3–4.2</td><td box="[883,1042,1180,1202]" id="1B435D924637B3CB1751EABAFB89FB11" pageId="13" pageNumber="164">3.1–4.0</td><td box="[1145,1327,1180,1202]" id="1B435D924637B3CB105BEABAFAB4FB11" pageId="13" pageNumber="164">4.3–4.7</td></tr><tr id="589234EE4637B3CB14BDEAE3FAB4FB78"><th box="[159,272,1221,1243]" id="1B435D924637B3CB14BDEAE3FE8BFB78" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1221,1243]" id="1B435D924637B3CB15AFEAE3FD97FB78" pageId="13" pageNumber="164">3.8 (0.7)</td><td box="[659,841,1221,1243]" id="1B435D924637B3CB16B1EAE3FCD2FB78" pageId="13" pageNumber="164">3.7 (0.3)</td><td box="[883,1042,1221,1243]" id="1B435D924637B3CB1751EAE3FB89FB78" pageId="13" pageNumber="164">3.6 (0.3)</td><td box="[1145,1327,1221,1243]" id="1B435D924637B3CB105BEAE3FAB4FB78" pageId="13" pageNumber="164">4.5 (0.1)</td></tr><tr id="589234EE4637B3CB14BDEAC8FAB4FAA7"><th box="[159,1327,1262,1284]" colspan="5" id="1B435D924637B3CB14BDEAC8FAB4FAA7" pageId="13" pageNumber="164">OL / OW</th></tr><tr id="589234EE4637B3CB14BDEB31FAB4FA8E"><th box="[159,272,1303,1325]" id="1B435D924637B3CB14BDEB31FE8BFA8E" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1303,1325]" id="1B435D924637B3CB15AFEB31FD97FA8E" pageId="13" pageNumber="164">0.92–1.06</td><td box="[659,841,1303,1325]" id="1B435D924637B3CB16B1EB31FCD2FA8E" pageId="13" pageNumber="164">0.86–0.98</td><td box="[883,1042,1303,1325]" id="1B435D924637B3CB1751EB31FB89FA8E" pageId="13" pageNumber="164">0.85–0.94</td><td box="[1145,1327,1303,1325]" id="1B435D924637B3CB105BEB31FAB4FA8E" pageId="13" pageNumber="164">0.67–0.75</td></tr><tr id="589234EE4637B3CB14BDEB67FAB4FAF4"><th box="[159,272,1345,1367]" id="1B435D924637B3CB14BDEB67FE8BFAF4" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1345,1367]" id="1B435D924637B3CB15AFEB67FD97FAF4" pageId="13" pageNumber="164">0.96 (0.05)</td><td box="[659,841,1345,1367]" id="1B435D924637B3CB16B1EB67FCD2FAF4" pageId="13" pageNumber="164">0.93 (0.05)</td><td box="[883,1042,1345,1367]" id="1B435D924637B3CB1751EB67FB89FAF4" pageId="13" pageNumber="164">0.90 (0.03)</td><td box="[1145,1327,1345,1367]" id="1B435D924637B3CB105BEB67FAB4FAF4" pageId="13" pageNumber="164">0.71 (0.03)</td></tr><tr id="589234EE4637B3CB14BDEB4CFAB4FA23"><th box="[159,1327,1386,1408]" colspan="5" id="1B435D924637B3CB14BDEB4CFAB4FA23" pageId="13" pageNumber="164">ZA / OA</th></tr><tr id="589234EE4637B3CB14BDEBB2FAB4FA09"><th box="[159,272,1428,1450]" id="1B435D924637B3CB14BDEBB2FE8BFA09" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1428,1450]" id="1B435D924637B3CB15AFEBB2FD97FA09" pageId="13" pageNumber="164">7.6–9.6</td><td box="[659,841,1428,1450]" id="1B435D924637B3CB16B1EBB2FCD2FA09" pageId="13" pageNumber="164">9.1–11.9</td><td box="[883,1042,1428,1450]" id="1B435D924637B3CB1751EBB2FB89FA09" pageId="13" pageNumber="164">7.0–13.5</td><td box="[1145,1327,1428,1450]" id="1B435D924637B3CB105BEBB2FAB4FA09" pageId="13" pageNumber="164">11.47–15.56</td></tr><tr id="589234EE4637B3CB14BDEB9BFAB4FA70"><th box="[159,272,1469,1491]" id="1B435D924637B3CB14BDEB9BFE8BFA70" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1469,1491]" id="1B435D924637B3CB15AFEB9BFD97FA70" pageId="13" pageNumber="164">8.4 (0.8)</td><td box="[659,841,1469,1491]" id="1B435D924637B3CB16B1EB9BFCD2FA70" pageId="13" pageNumber="164">10.5 (1.2)</td><td box="[883,1042,1469,1491]" id="1B435D924637B3CB1751EB9BFB89FA70" pageId="13" pageNumber="164">10.3 (2.0)</td><td box="[1145,1327,1469,1491]" id="1B435D924637B3CB105BEB9BFAB4FA70" pageId="13" pageNumber="164">13.1 (1.5)</td></tr><tr id="589234EE4637B3CB14BDEBC0FAB4FA5F"><th box="[159,1327,1510,1532]" colspan="5" id="1B435D924637B3CB14BDEBC0FAB4FA5F" pageId="13" pageNumber="164">SinL</th></tr><tr id="589234EE4637B3CB14BDE829FAB4F986"><th box="[159,272,1551,1573]" id="1B435D924637B3CB14BDE829FE8BF986" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1551,1573]" id="1B435D924637B3CB15AFE829FD97F986" pageId="13" pageNumber="164">39–52</td><td box="[659,841,1551,1573]" id="1B435D924637B3CB16B1E829FCD2F986" pageId="13" pageNumber="164">40–56</td><td box="[883,1042,1551,1573]" id="1B435D924637B3CB1751E829FB89F986" pageId="13" pageNumber="164">39–50</td><td box="[1145,1327,1551,1573]" id="1B435D924637B3CB105BE829FAB4F986" pageId="13" pageNumber="164">51–58</td></tr><tr id="589234EE4637B3CB14BDE81FFAB4F9EC"><th box="[159,272,1593,1615]" id="1B435D924637B3CB14BDE81FFE8BF9EC" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1593,1615]" id="1B435D924637B3CB15AFE81FFD97F9EC" pageId="13" pageNumber="164">44 (6)</td><td box="[659,841,1593,1615]" id="1B435D924637B3CB16B1E81FFCD2F9EC" pageId="13" pageNumber="164">48 (5)</td><td box="[883,1042,1593,1615]" id="1B435D924637B3CB1751E81FFB89F9EC" pageId="13" pageNumber="164">44 (4)</td><td box="[1145,1327,1593,1615]" id="1B435D924637B3CB105BE81FFAB4F9EC" pageId="13" pageNumber="164">55 (3)</td></tr><tr id="589234EE4637B3CB14BDE844FAB4F9DB"><th box="[159,1327,1634,1656]" colspan="5" id="1B435D924637B3CB14BDE844FAB4F9DB" pageId="13" pageNumber="164">SinW</th></tr><tr id="589234EE4637B3CB14BDE8AAFAB4F901"><th box="[159,272,1676,1698]" id="1B435D924637B3CB14BDE8AAFE8BF901" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1676,1698]" id="1B435D924637B3CB15AFE8AAFD97F901" pageId="13" pageNumber="164">112–131</td><td box="[659,841,1676,1698]" id="1B435D924637B3CB16B1E8AAFCD2F901" pageId="13" pageNumber="164">109–130</td><td box="[883,1042,1676,1698]" id="1B435D924637B3CB1751E8AAFB89F901" pageId="13" pageNumber="164">100–134</td><td box="[1145,1327,1676,1698]" id="1B435D924637B3CB105BE8AAFAB4F901" pageId="13" pageNumber="164">213–233</td></tr><tr id="589234EE4637B3CB14BDE893FAB4F968"><th box="[159,272,1717,1739]" id="1B435D924637B3CB14BDE893FE8BF968" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1717,1739]" id="1B435D924637B3CB15AFE893FD97F968" pageId="13" pageNumber="164">122 (8)</td><td box="[659,841,1717,1739]" id="1B435D924637B3CB16B1E893FCD2F968" pageId="13" pageNumber="164">115 (7)</td><td box="[883,1042,1717,1739]" id="1B435D924637B3CB1751E893FB89F968" pageId="13" pageNumber="164">122 (11)</td><td box="[1145,1327,1717,1739]" id="1B435D924637B3CB105BE893FAB4F968" pageId="13" pageNumber="164">219 (7)</td></tr><tr id="589234EE4637B3CB14BDE8F9FAB4F957"><th box="[159,1327,1759,1780]" colspan="5" id="1B435D924637B3CB14BDE8F9FAB4F957" pageId="13" pageNumber="164">PorD</th></tr><tr id="589234EE4637B3CB14BDE921FAB4F8BE"><th box="[159,272,1799,1821]" id="1B435D924637B3CB14BDE921FE8BF8BE" pageId="13" pageNumber="164">Min–Max</th><td box="[397,524,1799,1821]" id="1B435D924637B3CB15AFE921FD97F8BE" pageId="13" pageNumber="164">17–23</td><td box="[659,841,1799,1821]" id="1B435D924637B3CB16B1E921FCD2F8BE" pageId="13" pageNumber="164">20–27</td><td box="[883,1042,1799,1821]" id="1B435D924637B3CB1751E921FB89F8BE" pageId="13" pageNumber="164">21–29</td><td box="[1145,1327,1799,1821]" id="1B435D924637B3CB105BE921FAB4F8BE" pageId="13" pageNumber="164">27–43</td></tr><tr id="589234EE4637B3CB14BDE917FAB4F8E4"><th box="[159,272,1841,1863]" id="1B435D924637B3CB14BDE917FE8BF8E4" pageId="13" pageNumber="164">Mean (SD)</th><td box="[397,524,1841,1863]" id="1B435D924637B3CB15AFE917FD97F8E4" pageId="13" pageNumber="164">20 (2)</td><td box="[659,841,1841,1863]" id="1B435D924637B3CB16B1E917FCD2F8E4" pageId="13" pageNumber="164">24 (2)</td><td box="[883,1042,1841,1863]" id="1B435D924637B3CB1751E917FB89F8E4" pageId="13" pageNumber="164">25 (3)</td><td box="[1145,1327,1841,1863]" id="1B435D924637B3CB105BE917FAB4F8E4" pageId="13" pageNumber="164">30 (6)</td></tr></tbody></table></document>