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<document id="71C1B2D6F365F74C80F9388072E22C17" ID-DOI="10.1111/zoj.12141" ID-ISSN="0024-4082" ID-Zenodo-Dep="5306925" IM.materialsCitations_approvedBy="felipe" IM.metadata_approvedBy="felipe" IM.tables_requiresApprovalFor="existingObjects,plazi" IM.taxonomicNames_approvedBy="felipe" checkinTime="1630114093915" checkinUser="marcus" docAuthor="Bradford-Grieve, Janet M., Boxshall, Geoffrey A. &amp; Blanco-Bercial, Leocadio" docDate="2014" docId="E35187DFFFD60069EEFFFA406A44F941" docLanguage="en" docName="zoj12141.pdf" docOrigin="Zoological Journal of the Linnean Society (Zool. J. Linn. Soc.) 171 (3)" docSource="http://dx.doi.org/10.1111/zoj.12141" docStyle="DocumentStyle:FBF0BF18BB2B256F1F8008F27D80BF37.3:ZoolJLinnSoc.2010-2016.journal_article" docStyleId="FBF0BF18BB2B256F1F8008F27D80BF37" docStyleName="ZoolJLinnSoc.2010-2016.journal_article" docStyleVersion="3" docTitle="Pinkertonius Bradford-Grieve &amp; Boxshall &amp; Blanco-Bercial 2014, GEN. NOV." docType="treatment" docVersion="5" lastPageNumber="528" masterDocId="1F68FFA7FFC2007CED60FFA2684BFFFC" masterDocTitle="Revision of basal calanoid copepod families, with a description of a new species and genus of Pseudocyclopidae" masterLastPageNumber="533" masterPageNumber="507" pageNumber="527" updateTime="1699156438366" updateUser="plazi">
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<mods:title id="871C9DDC48063E007F7F80432207F095">Revision of basal calanoid copepod families, with a description of a new species and genus of Pseudocyclopidae</mods:title>
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<mods:namePart id="3F793D3928B9862960C9821A7E4FB6AB">Bradford-Grieve, Janet M.</mods:namePart>
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<mods:namePart id="4CF5088744383F26ECC3260906F249D5">Boxshall, Geoffrey A.</mods:namePart>
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<mods:namePart id="49B98F16CD5FD894A35981B7CD68A450">Blanco-Bercial, Leocadio</mods:namePart>
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<mods:title id="0A175218F097262E334771A9942898E1">Zoological Journal of the Linnean Society</mods:title>
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<mods:date id="3C629B7C0D603F44A076BBA344BA57BA">2014</mods:date>
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<mods:title id="5256A79E47A78FA4827D6A68661FEDCC">Zool. J. Linn. Soc.</mods:title>
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<mods:number id="3650D91AAE0F5B2510BC4B937A51AEE0">2014-06-27</mods:number>
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<subSubSection id="23E26542FFD60068EEFFFA406D5FFA0B" box="[927,1300,1506,1527]" pageId="20" pageNumber="527" type="nomenclature">
<paragraph id="6B4736C9FFD60068EEFFFA406D5FFA0B" blockId="20.[927,1300,1506,1527]" box="[927,1300,1506,1527]" pageId="20" pageNumber="527">
<heading id="300F81A5FFD60068EEFFFA406D5FFA0B" box="[927,1300,1506,1527]" centered="true" fontSize="8" level="2" pageId="20" pageNumber="527" reason="8">
GENUS
<taxonomicName id="ACF84D4AFFD60068EE97FA406CD4FA09" authority="Bradford-Grieve &amp; Boxshall &amp; Blanco-Bercial, 2014" authorityName="Bradford-Grieve &amp; Boxshall &amp; Blanco-Bercial" authorityYear="2014" box="[1015,1183,1506,1527]" class="Hexanauplia" family="Pseudocyclopidae" genus="Pinkertonius" kingdom="Animalia" order="Calanoida" pageId="20" pageNumber="527" phylum="Arthropoda" rank="genus" status="gen. nov.">
<emphasis id="598CEADBFFD60068EE97FA406CD4FA09" box="[1015,1183,1506,1527]" italics="true" pageId="20" pageNumber="527">PINKERTONIUS</emphasis>
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<taxonomicNameLabel id="42BF57A0FFD60068E9C6FA476D5FFA0B" box="[1190,1300,1506,1527]" pageId="20" pageNumber="527" rank="genus">GEN. NOV.</taxonomicNameLabel>
</heading>
</paragraph>
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<subSubSection id="23E26542FFD60069EE46F9AB6A44F941" lastPageId="21" lastPageNumber="528" pageId="20" pageNumber="527" type="diagnosis">
<paragraph id="6B4736C9FFD60068EE46F9AB6DC6F892" blockId="20.[806,1421,1544,1903]" pageId="20" pageNumber="527">
<emphasis id="598CEADBFFD60068EE46F9AB6BDDF9E2" box="[806,918,1545,1566]" italics="true" pageId="20" pageNumber="527">Diagnosis:</emphasis>
As for
<taxonomicName id="ACF84D4AFFD60068EE84F9AA6CEAF9E2" authorityName="Giesbrecht" authorityYear="1893" box="[996,1185,1544,1566]" class="Hexanauplia" family="Pseudocyclopidae" kingdom="Animalia" order="Calanoida" pageId="20" pageNumber="527" phylum="Arthropoda" rank="family">Pseudocyclopidae</taxonomicName>
, except female caudal ramus longer on right. Mandible endopod longer than exopod. Leg 1 basis without outer edge seta, mediodistal seta present and posterior surface process present; exopod segment 2 without spinous lobe; endopod segment 3 with three inner setae. Leg 3 outer distal corner of basis with one spine-like seta; exopod segment 1 with one inner seta; segment 3 with three outer spines. Leg 4 exopod segment 1 with one inner seta; segment 3 with four inner setae. Female leg 5 endopod formula: 01; 01; 2, 2, 2. Exopod segment 2 extended distolaterally. Male leg 5 formula similar to
</paragraph>
<caption id="3F876641FFD70069EDC4FF646C60FF0B" pageId="21" pageNumber="528" startId="21.[164,228,198,217]">
<paragraph id="6B4736C9FFD70069EDC4FF646C60FF0B" blockId="21.[164,1441,198,247]" pageId="21" pageNumber="528">
<emphasis id="598CEADBFFD70069EDC4FF6468B6FF25" bold="true" box="[164,253,198,217]" pageId="21" pageNumber="528">Table 6.</emphasis>
Spine and seta formulae of swimming legs: Roman numerals indicate robust setae; Arabic numerals indicate setae; outer border setation listed first in each segmental group, and separated by;
</paragraph>
</caption>
<paragraph id="6B4736C9FFD70069ECDAFEBC6D71FDCB" pageId="21" pageNumber="528">
<table id="19F8C469FFD7FF83EDC4FEBF6DEAFDCB" box="[164,1441,285,567]" gridcols="5" gridrows="9" pageId="21" pageNumber="528">
<tr id="D5C8348BFFD7FF83EDC4FEBF6DEAFECD" box="[164,1441,285,305]" gridrow="0" pageId="21" pageNumber="528" rowspan-0="1">
<th id="96195DF7FFD7FF83ECDAFEBF69A5FECD" box="[442,494,285,305]" gridcol="1" gridrow="0" pageId="21" pageNumber="528">Coxa</th>
<th id="96195DF7FFD7FF83EF1EFEBF6A8EFECD" box="[638,709,285,305]" gridcol="2" gridrow="0" pageId="21" pageNumber="528">Basis</th>
<th id="96195DF7FFD7FF83EE35FEBF6C73FECD" box="[853,1080,285,305]" gridcol="3" gridrow="0" pageId="21" pageNumber="528">Exopod</th>
<th id="96195DF7FFD7FF83E9A7FEBF6DEAFECD" box="[1223,1441,285,305]" gridcol="4" gridrow="0" pageId="21" pageNumber="528">Endopod</th>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FEF56DEAFE97" box="[164,1441,343,363]" gridrow="1" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FEF56960FE97" box="[164,299,343,363]" gridcol="0" gridrow="1" pageId="21" pageNumber="528">Leg 1</th>
<td id="96195DF7FFD7FF83ECDAFEF569A5FE97" box="[442,494,343,363]" gridcol="1" gridrow="1" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EF1EFEF56A8EFE97" box="[638,709,343,363]" gridcol="2" gridrow="1" pageId="21" pageNumber="528">0/1-0/1</td>
<td id="96195DF7FFD7FF83EE35FEF56C73FE97" box="[853,1080,343,363]" gridcol="3" gridrow="1" pageId="21" pageNumber="528">I-0/1; I-1; II, I, 2/3/4/5</td>
<td id="96195DF7FFD7FF83E9A7FEF56DEAFE97" box="[1223,1441,343,363]" gridcol="4" gridrow="1" pageId="21" pageNumber="528">01; 02; 1, 2, 2/3</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FED76DEAFE74" box="[164,1441,373,392]" gridrow="2" pageId="21" pageNumber="528" rowspan-0="1" rowspan-1="1" rowspan-2="1" rowspan-3="1">
<td id="96195DF7FFD7FF83E9A7FED76DEAFE74" box="[1223,1441,373,392]" gridcol="4" gridrow="2" pageId="21" pageNumber="528">0-0; 0, 0, 3</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FE306DEAFE59" box="[164,1441,402,421]" gridrow="3" pageId="21" pageNumber="528" rowspan-0="1" rowspan-1="1" rowspan-2="1" rowspan-3="1">
<td id="96195DF7FFD7FF83E9A7FE306DEAFE59" box="[1223,1441,402,421]" gridcol="4" gridrow="3" pageId="21" pageNumber="528">0, 0, 3/4</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FE0D6DEAFE3F" box="[164,1441,431,451]" gridrow="4" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FE0D6960FE3F" box="[164,299,431,451]" gridcol="0" gridrow="4" pageId="21" pageNumber="528">Leg 2</th>
<td id="96195DF7FFD7FF83ECDAFE0D69A5FE3F" box="[442,494,431,451]" gridcol="1" gridrow="4" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EF1EFE0D6A8EFE3F" box="[638,709,431,451]" gridcol="2" gridrow="4" pageId="21" pageNumber="528">0/I-0</td>
<td id="96195DF7FFD7FF83EE35FE0D6C73FE3F" box="[853,1080,431,451]" gridcol="3" gridrow="4" pageId="21" pageNumber="528">I-1; I-1; II, I, 5</td>
<td id="96195DF7FFD7FF83E9A7FE0D6DEAFE3F" box="[1223,1441,431,451]" gridcol="4" gridrow="4" pageId="21" pageNumber="528">01; 02; 2, 2, 4</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FE6E6DEAFE1C" box="[164,1441,460,480]" gridrow="5" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FE6E6960FE1C" box="[164,299,460,480]" gridcol="0" gridrow="5" pageId="21" pageNumber="528">Leg 3</th>
<td id="96195DF7FFD7FF83ECDAFE6E69A5FE1C" box="[442,494,460,480]" gridcol="1" gridrow="5" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EF1EFE6E6A8EFE1C" box="[638,709,460,480]" gridcol="2" gridrow="5" pageId="21" pageNumber="528">0/I/1-0</td>
<td id="96195DF7FFD7FF83EE35FE6E6C73FE1C" box="[853,1080,460,480]" gridcol="3" gridrow="5" pageId="21" pageNumber="528">I-0/1; I-1; II/III, I, 5</td>
<td id="96195DF7FFD7FF83E9A7FE6E6DEAFE1C" box="[1223,1441,460,480]" gridcol="4" gridrow="5" pageId="21" pageNumber="528">01; 02; 2, 2, 4</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FE486DEAFE01" box="[164,1441,490,509]" gridrow="6" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FE486960FE01" box="[164,299,490,509]" gridcol="0" gridrow="6" pageId="21" pageNumber="528">Leg 4</th>
<td id="96195DF7FFD7FF83ECDAFE4869A5FE01" box="[442,494,490,509]" gridcol="1" gridrow="6" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EF1EFE486A8EFE01" box="[638,709,490,509]" gridcol="2" gridrow="6" pageId="21" pageNumber="528">0/1-0</td>
<td id="96195DF7FFD7FF83EE35FE486C73FE01" box="[853,1080,490,509]" gridcol="3" gridrow="6" pageId="21" pageNumber="528">I-0/1; I-1; III, I, 5</td>
<td id="96195DF7FFD7FF83E9A7FE486DEAFE01" box="[1223,1441,490,509]" gridcol="4" gridrow="6" pageId="21" pageNumber="528">01; 02; 2, 2, 3</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FDA56DEAFDE6" box="[164,1441,519,538]" gridrow="7" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FDA56960FDE6" box="[164,299,519,538]" gridcol="0" gridrow="7" pageId="21" pageNumber="528">Leg 5 female</th>
<td id="96195DF7FFD7FF83ECDAFDA569A5FDE6" box="[442,494,519,538]" gridcol="1" gridrow="7" pageId="21" pageNumber="528">0-0/1</td>
<td id="96195DF7FFD7FF83EF1EFDA56A8EFDE6" box="[638,709,519,538]" gridcol="2" gridrow="7" pageId="21" pageNumber="528">0/1-0</td>
<td id="96195DF7FFD7FF83EE35FDA56C73FDE6" box="[853,1080,519,538]" gridcol="3" gridrow="7" pageId="21" pageNumber="528">I-0/1; I-1; III, I, 2/3/4</td>
<td id="96195DF7FFD7FF83E9A7FDA56DEAFDE6" box="[1223,1441,519,538]" gridcol="4" gridrow="7" pageId="21" pageNumber="528">0-0/1; 01; 1/2, 2, 2/3</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FD866DEAFDCB" box="[164,1441,548,567]" gridrow="8" pageId="21" pageNumber="528" rowspan-0="1" rowspan-1="1" rowspan-2="1" rowspan-3="1">
<td id="96195DF7FFD7FF83E9A7FD866DEAFDCB" box="[1223,1441,548,567]" gridcol="4" gridrow="8" pageId="21" pageNumber="528">01; 2, 2, 3</td>
</tr>
</table>
</paragraph>
<caption id="3F876641FFD70069EDC4FD3B6978FD1A" pageId="21" pageNumber="528" startId="21.[164,229,665,684]">
<paragraph id="6B4736C9FFD70069EDC4FD3B6978FD1A" blockId="21.[164,1441,664,742]" pageId="21" pageNumber="528">
<emphasis id="598CEADBFFD70069EDC4FD3B68B5FD50" bold="true" box="[164,254,665,684]" pageId="21" pageNumber="528">Table 7.</emphasis>
Swimming legs 15 biramous, with both rami three-segmented, spine and seta formula as follows: Roman numerals indicate robust setae; Arabic numerals indicate setae; outer border setation listed first in each group, separated by;
</paragraph>
</caption>
<paragraph id="6B4736C9FFD70069ECB4FCAF6DEAFC33" pageId="21" pageNumber="528">
<table id="19F8C469FFD7FF83EDC4FCAF6DEAFC33" box="[164,1441,781,975]" gridcols="5" gridrows="6" pageId="21" pageNumber="528">
<tr id="D5C8348BFFD7FF83EDC4FCAF6DEAFCDC" box="[164,1441,781,800]" gridrow="0" pageId="21" pageNumber="528" rowspan-0="1">
<th id="96195DF7FFD7FF83ECB4FCAF6A43FCDC" box="[468,520,781,800]" gridcol="1" gridrow="0" pageId="21" pageNumber="528">Coxa</th>
<th id="96195DF7FFD7FF83EFD2FCAF6ABEFCDC" box="[690,757,781,800]" gridcol="2" gridrow="0" pageId="21" pageNumber="528">Basis</th>
<th id="96195DF7FFD7FF83EEFEFCAF6C19FCDC" box="[926,1106,781,800]" gridcol="3" gridrow="0" pageId="21" pageNumber="528">Exopod</th>
<th id="96195DF7FFD7FF83E99BFCAF6DEAFCDC" box="[1275,1441,781,800]" gridcol="4" gridrow="0" pageId="21" pageNumber="528">Endopod</th>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FCE56DEAFCA6" box="[164,1441,839,858]" gridrow="1" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FCE56960FCA6" box="[164,299,839,858]" gridcol="0" gridrow="1" pageId="21" pageNumber="528">Leg 1</th>
<td id="96195DF7FFD7FF83ECB4FCE56A43FCA6" box="[468,520,839,858]" gridcol="1" gridrow="1" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EFD2FCE56ABEFCA6" box="[690,757,839,858]" gridcol="2" gridrow="1" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EEFEFCE56C19FCA6" box="[926,1106,839,858]" gridcol="3" gridrow="1" pageId="21" pageNumber="528">I-0/1; I-1; II, I, 4</td>
<td id="96195DF7FFD7FF83E99BFCE56DEAFCA6" box="[1275,1441,839,858]" gridcol="4" gridrow="1" pageId="21" pageNumber="528">01; 02; 1, 2, 3</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FCC66DEAFC84" box="[164,1441,868,888]" gridrow="2" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FCC66960FC84" box="[164,299,868,888]" gridcol="0" gridrow="2" pageId="21" pageNumber="528">Leg 2</th>
<td id="96195DF7FFD7FF83ECB4FCC66A43FC84" box="[468,520,868,888]" gridcol="1" gridrow="2" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EFD2FCC66ABEFC84" box="[690,757,868,888]" gridcol="2" gridrow="2" pageId="21" pageNumber="528">0/I-0</td>
<td id="96195DF7FFD7FF83EEFEFCC66C19FC84" box="[926,1106,868,888]" gridcol="3" gridrow="2" pageId="21" pageNumber="528">I-1; I-1; II, I, 5</td>
<td id="96195DF7FFD7FF83E99BFCC66DEAFC84" box="[1275,1441,868,888]" gridcol="4" gridrow="2" pageId="21" pageNumber="528">01; 02; 2, 2, 4</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FC236DEAFC69" box="[164,1441,897,917]" gridrow="3" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FC236960FC69" box="[164,299,897,917]" gridcol="0" gridrow="3" pageId="21" pageNumber="528">Leg 3</th>
<td id="96195DF7FFD7FF83ECB4FC236A43FC69" box="[468,520,897,917]" gridcol="1" gridrow="3" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EFD2FC236ABEFC69" box="[690,757,897,917]" gridcol="2" gridrow="3" pageId="21" pageNumber="528">0/I/1-0</td>
<td id="96195DF7FFD7FF83EEFEFC236C19FC69" box="[926,1106,897,917]" gridcol="3" gridrow="3" pageId="21" pageNumber="528">I-1; I-1; III, I, 5</td>
<td id="96195DF7FFD7FF83E99BFC236DEAFC69" box="[1275,1441,897,917]" gridcol="4" gridrow="3" pageId="21" pageNumber="528">01; 02; 2, 2, 4</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FC3D6DEAFC4E" box="[164,1441,927,946]" gridrow="4" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FC3D6960FC4E" box="[164,299,927,946]" gridcol="0" gridrow="4" pageId="21" pageNumber="528">Leg 4</th>
<td id="96195DF7FFD7FF83ECB4FC3D6A43FC4E" box="[468,520,927,946]" gridcol="1" gridrow="4" pageId="21" pageNumber="528">0-1</td>
<td id="96195DF7FFD7FF83EFD2FC3D6ABEFC4E" box="[690,757,927,946]" gridcol="2" gridrow="4" pageId="21" pageNumber="528">0/1-0</td>
<td id="96195DF7FFD7FF83EEFEFC3D6C19FC4E" box="[926,1106,927,946]" gridcol="3" gridrow="4" pageId="21" pageNumber="528">I-1; I-1; III, I, 5</td>
<td id="96195DF7FFD7FF83E99BFC3D6DEAFC4E" box="[1275,1441,927,946]" gridcol="4" gridrow="4" pageId="21" pageNumber="528">01; 02; 2, 2, 3</td>
</tr>
<tr id="D5C8348BFFD7FF83EDC4FC1E6DEAFC33" box="[164,1441,956,975]" gridrow="5" pageId="21" pageNumber="528">
<th id="96195DF7FFD7FF83EDC4FC1E6960FC33" box="[164,299,956,975]" gridcol="0" gridrow="5" pageId="21" pageNumber="528">Leg 5 female</th>
<td id="96195DF7FFD7FF83ECB4FC1E6A43FC33" box="[468,520,956,975]" gridcol="1" gridrow="5" pageId="21" pageNumber="528">0-0</td>
<td id="96195DF7FFD7FF83EFD2FC1E6ABEFC33" box="[690,757,956,975]" gridcol="2" gridrow="5" pageId="21" pageNumber="528">0/1-0</td>
<td id="96195DF7FFD7FF83EEFEFC1E6C19FC33" box="[926,1106,956,975]" gridcol="3" gridrow="5" pageId="21" pageNumber="528">I-0/1; I-1; III, I, 4</td>
<td id="96195DF7FFD7FF83E99BFC1E6DEAFC33" box="[1275,1441,956,975]" gridcol="4" gridrow="5" pageId="21" pageNumber="528">01; 01; 2, 2, 2</td>
</tr>
</table>
</paragraph>
<paragraph id="6B4736C9FFD70069EDC4FB9E69D0FB73" blockId="21.[164,779,1084,1168]" pageId="21" pageNumber="528">that of female, except for exopods: I-0; I-1; I, 0, I (left) and I-0; I-0; I, 0, I (right); left and right exopod segment 2 with inner processes.</paragraph>
<paragraph id="6B4736C9FFD70069EDC4FB1969D9FB13" blockId="21.[164,779,1210,1263]" pageId="21" pageNumber="528">
<emphasis id="598CEADBFFD70069EDC4FB196A74FB33" box="[164,575,1210,1232]" italics="true" pageId="21" pageNumber="528">
<typeStatus id="B443886BFFD70069EDC4FB19689CFB2C" box="[164,215,1211,1232]" pageId="21" pageNumber="528">Type</typeStatus>
species:
<taxonomicName id="ACF84D4AFFD70069EC59FB186A74FB33" authority="Bradford-Grieve &amp; Boxshall &amp; Blanco-Bercial, 2014" authorityName="Bradford-Grieve &amp; Boxshall &amp; Blanco-Bercial" authorityYear="2014" box="[313,575,1210,1231]" class="Hexanauplia" family="Pseudocyclopidae" genus="Pinkertonius" kingdom="Animalia" order="Calanoida" pageId="21" pageNumber="528" phylum="Arthropoda" rank="species" species="ambiguus" status="gen. et sp. nov.">Pinkertonius ambiguus</taxonomicName>
</emphasis>
<taxonomicNameLabel id="42BF57A0FFD70069EF25FB196AA2FB2C" box="[581,745,1211,1232]" pageId="21" pageNumber="528" rank="species">gen. et sp. nov.</taxonomicNameLabel>
by original designation.
</paragraph>
<paragraph id="6B4736C9FFD70069EDC4FABB6A44F941" blockId="21.[164,779,1305,1725]" pageId="21" pageNumber="528">
<emphasis id="598CEADBFFD70069EDC4FABB6944FAD2" box="[164,271,1305,1326]" italics="true" pageId="21" pageNumber="528">Remarks:</emphasis>
The most distinctive shared characteristics that link this genus to the family
<taxonomicName id="ACF84D4AFFD70069EF7AFA9A6A92FAB2" authorityName="Giesbrecht" authorityYear="1893" box="[538,729,1336,1358]" class="Hexanauplia" family="Pseudocyclopidae" kingdom="Animalia" order="Calanoida" pageId="21" pageNumber="528" phylum="Arthropoda" rank="family">Pseudocyclopidae</taxonomicName>
are: the absence of an aesthetasc on ancestral antennular segment IV; the presence of a well-developed, elongate two-segmented mandibular endopod with ten terminal setae; the presence of nine setae on the coxal epipodite of the maxillule; the presence of a posterior surface process on the basis of leg 1; exopod segment 2 of female leg 5 is distally extended, and the articulation between segments 2 and 3 is at an oblique angle to the main axis of the limb; and the right exopod segment 2 of male leg 5 has a triangular inner process and left exopod segment 2 has a scalpel-like inner projection that is directed distally.
</paragraph>
</subSubSection>
</treatment>
</document>