CINXE.COM

Cereus columna-trajani | International Plant Names Index

<!DOCTYPE html> <html lang="en"> <head> <title>Cereus columna-trajani | International Plant Names Index</title> <meta http-equiv="Content-type" content="text/html; charset=utf-8" /> <meta name="viewport" content="width=device-width, initial-scale=1"> <link rel="shortcut icon" href="/img/ipni_favicon_16.png"> <script>(function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start': new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='//www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-NLRNCQZ');</script> <link href="/styles.css?817b74e" rel="stylesheet"> <link href='https://fonts.googleapis.com/css?family=Roboto:100,200,300,400,500,700' rel='stylesheet' type='text/css'> <!-- OneTrust Cookies Consent Notice start for kew.org --> <script src="https://cdn.cookielaw.org/scripttemplates/otSDKStub.js" data-document-language="true" type="text/javascript" charset="UTF-8" data-domain-script="c270ce00-067e-4345-a1f5-38b65ca1a83d" ></script> <script type="text/javascript"> function OptanonWrapper() { } </script> <!-- OneTrust Cookies Consent Notice end for kew.org --> </head> <body data-pageid="name"> <noscript><iframe src='//www.googletagmanager.com/ns.html?id=GTM-NLRNCQZ' height='0' width='0' style='display:none;visibility:hidden'></iframe></noscript> <a class="skip-to-main" href="#main">Skip to main content</a> <div class="site"> <header class="header" role="banner"> <div class="header__logo"> <a href="/"><svg width="219px" height="67px" viewBox="0 0 219 67" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" preserveAspectRatio="xMinYMin meet"> <!-- Generator: Sketch 63.1 (92452) - https://sketch.com --> <title>International Plant Names Index</title> <defs> <filter x="-1.0%" y="-19.3%" width="102.0%" height="138.6%" filterUnits="objectBoundingBox" id="filter-1"> <feOffset dx="0" dy="0" in="SourceAlpha" result="shadowOffsetOuter1"></feOffset> <feGaussianBlur stdDeviation="3.5" in="shadowOffsetOuter1" result="shadowBlurOuter1"> </feGaussianBlur> <feColorMatrix values="0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0.15 0" type="matrix" in="shadowBlurOuter1" result="shadowMatrixOuter1"></feColorMatrix> <feMerge> <feMergeNode in="shadowMatrixOuter1"></feMergeNode> <feMergeNode in="SourceGraphic"></feMergeNode> </feMerge> </filter> </defs> <g id="Homepage" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"> <g id="Desktop-Result" transform="translate(-95.000000, -2.000000)"> <g id="Component/Subdomain/Navigation/Long-name/1370" filter="url(#filter-1)"> <g id="Desktpo-Logo-IPNI" transform="translate(101.000000, 7.000000)"> <image id="ipni_logo_175" x="0" y="0" width="57" height="57" xlink:href="data:image/png;base64,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"> </image> <rect id="Rectangle" fill="#C8C8C8" fill-rule="nonzero" x="67" y="3" width="1" height="50" rx="0.5"></rect> <text id="This-is-a-extremely" font-family="Roboto-Regular, Roboto" font-size="16" font-weight="normal" fill="#008285"> <tspan x="77" y="26">International Plant </tspan> <tspan x="77" y="44">Names Index</tspan> </text> </g> </g> </g> </g> </svg></a> </div> <div class="header__search"> <div class="c-search" role="search"> <div class="input-group"> <input id="search" type="text" placeholder="Search by plant name, author or publication" aria-label="Search" class="form-control" /> <div class="input-group-prepend"> <button type="button" class="btn btn-secondary" id="search-button" aria-label="Search"> <i class="fas fa-search"></i> <span class="sr-only">Search</span> </button> <button type="button" class="btn btn-secondary btn-advanced-search rounded-right" data-toggle="modal" data-target="#advanced-search" aria-label="Advanced Search"> <span>Advanced Search&nbsp;</span> <i class="fas fa-chevron-down"></i> </button> <div class="modal fade" id="advanced-search" role="dialog" aria-labelledby="advancedSearchLabel" aria-hidden="true" tabindex="-1"> <div class="modal-dialog modal-lg" role="document"> <div class="modal-content"> <div class="modal-header"> <h1 class="modal-title" id="advancedSearchLabel">Advanced Search</h1> <button type="button" class="close" data-dismiss="modal" aria-label="Close"> <span aria-hidden="true">&times;</span> </button> </div> <div class="modal-body"> <ul class="nav nav-tabs" id="myTab" role="tablist"> <li class="nav-item"> <a class="nav-link active" id="home-tab" data-toggle="tab" href="#plant" role="tab" aria-controls="plant" aria-selected="true">Plant Names</a> </li> <li class="nav-item"> <a class="nav-link" id="profile-tab" data-toggle="tab" href="#author" role="tab" aria-controls="author" aria-selected="false">Authors</a> </li> <li class="nav-item"> <a class="nav-link" id="contact-tab" data-toggle="tab" href="#publication" role="tab" aria-controls="publication" aria-selected="false">Publications</a> </li> </ul> <div class="tab-content" id="myTabContent"> <div class="tab-pane fade show active" id="plant" role="tabpanel" aria-labelledby="plant"> <form class="search-form search-plant-name"> <h2 class="m-3">Search Plant Name Database</h2> <div class="row "> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="family"> <input type="text" class="form-control first" id="family" name="family" autocomplete="off" placeholder="&nbsp;"/> <span>Family</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="genus"> <input type="text" class="form-control" id="genus" name="genus" autocomplete="off" placeholder="&nbsp;"/> <span>Genus</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="species"> <input type="text" class="form-control" id="species" name="species" autocomplete="off" placeholder="&nbsp;"/> <span>Species</span> </label> </div> </div> <div class="row"> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="infrafamily"> <input type="text" class="form-control" id="infrafamily" name="infrafamily" autocomplete="off" placeholder="&nbsp;"/> <span>Infrafamily</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="infragenus"> <input type="text" class="form-control" id="infragenus" name="infragenus" autocomplete="off" placeholder="&nbsp;"/> <span>Infragenus</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="infraspecies"> <input type="text" class="form-control" id="infraspecies" name="infraspecies" autocomplete="off" placeholder="&nbsp;"/> <span>Infraspecies</span> </label> </div> </div> <div class="row"> <div class="form-group col-lg-6"> <label class="form-group has-float-label" for="author-std-form"> <input type="text" class="form-control" id="author-std-form" name="name author" aria-label="Author standard form" autocomplete="off" placeholder="&nbsp;"/> <span>Author (standard form)</span> </label> </div> <div class="form-group col-lg-6"> <label class="checkbox-inline"> <input type="checkbox" id="publishing-author-only" class="form-check-input" aria-label="Publishing author only" /> Publishing author only </label> </div> </div> <div class="row"> <div class="form-group col-lg-6"> <label class="form-group has-float-label" for="published-in"> <input type="text" class="form-control" id="published-in" name="published in" aria-label="Published in standard form" autocomplete="off" placeholder="&nbsp;"/> <span>Published in (standard form)</span> </label> </div> <div class="form-group col-lg-6"> <label class="form-group has-float-label" for="name-id"> <input type="text" class="form-control" id="name-id" name="name id" aria-label="Plant name ID" autocomplete="off" placeholder="&nbsp;"/> <span>Plant name ID</span> </label> </div> </div> <div class="row"> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="published-year"> <input type="text" class="form-control year" id="published-year" name="published" aria-label="Year published" autocomplete="off" placeholder="&nbsp;"/> <span>Year published</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="published-after"> <input type="text" class="form-control year" id="published-after" name="published after" aria-label="Published after year" autocomplete="off" placeholder="&nbsp;" /> <span>Published after year</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label" for="published-before"> <input type="text" class="form-control year" id="published-before" name="published before" aria-label= "Published before year" autocomplete="off" placeholder="&nbsp;"/> <span>Published before year</span> </label> </div> </div> <div class="row"> <div class="form-group col-lg-6"> <div class="date-title"> Records added after </div> <label class="form-group has-float-label date" for="added-after-day"> <input type="text" class="form-control sc" maxlength="2" id="added-after-day" aria-label="Records added after day" autocomplete="off" placeholder="&nbsp;"/> <span>DD</span> </label> <label class="form-group has-float-label date" for="added-after-month"> <input type="text" class="form-control sc" maxlength="2" id="added-after-month" aria-label="Records added after month" autocomplete="off" placeholder="&nbsp;"/> <span>MM</span> </label> <label class="form-group has-float-label date year" for="added-after-year"> <input type="text" class="form-control sc" maxlength="4" id="added-after-year" aria-label="Records added after year" autocomplete="off" placeholder="&nbsp;"/> <span>YYYY</span> </label> <div class="invalid-feedback" id="added-after-invalid-feedback"> Please enter a valid date format DD-MM-YYYY i.e. 20-04-2021 </div> <input id="added-after" name="added after" type="hidden" class="date-hidden-field"> </div> <div class="form-group col-lg-6"> <div class="date-title"> Records added before </div> <label class="form-group has-float-label date" for="added-before-day"> <input type="text" class="form-control sc" maxlength="2" id="added-before-day" aria-label="Records before after day" autocomplete="off" placeholder="&nbsp;"/> <span>DD</span> </label> <label class="form-group has-float-label date" for="added-before-month"> <input type="text" class="form-control sc" maxlength="2" id="added-before-month" aria-label="Records added before month" autocomplete="off" placeholder="&nbsp;"/> <span>MM</span> </label> <label class="form-group has-float-label date year" for="added-before-year"> <input type="text" class="form-control sc" maxlength="4" id="added-before-year" aria-label="Records added before year" autocomplete="off" placeholder="&nbsp;"/> <span>YYYY</span> </label> <div class="invalid-feedback" id="added-before-invalid-feedback"> Please enter a valid date format DD-MM-YYYY i.e. 20-04-2021 </div> <input id="added-before" name="added before" type="hidden" class="date-hidden-field"> </div> </div> <div class="row"> <div class="form-group col-lg-6"> <div class="date-title"> Records modified after </div> <label class="form-group has-float-label date" for="modified-after-day"> <input type="text" class="form-control sc" maxlength="2" id="modified-after-day" aria-label="Records before after day" autocomplete="off" placeholder="&nbsp;"/> <span>DD</span> </label> <label class="form-group has-float-label date" for="modified-after-month"> <input type="text" class="form-control sc" maxlength="2" id="modified-after-month" aria-label="Records added before month" autocomplete="off" placeholder="&nbsp;"/> <span>MM</span> </label> <label class="form-group has-float-label date year" for="modified-after-year"> <input type="text" class="form-control sc" maxlength="4" id="modified-after-year" aria-label="Records added before year" autocomplete="off" placeholder="&nbsp;"/> <span>YYYY</span> </label> <div class="invalid-feedback" id="modified-after-invalid-feedback"> Please enter a valid date format DD-MM-YYYY i.e. 20-04-2021 </div> <input id="modified-after" name="modified after" type="hidden" class="date-hidden-field"> </div> <div class="form-group col-lg-6"> <div class="date-title"> Records modified before </div> <label class="form-group has-float-label date sc" for="modified-before-day"> <input type="text" class="form-control" maxlength="2" id="modified-before-day" aria-label="Records before after day" autocomplete="off" placeholder="&nbsp;"/> <span>DD</span> </label> <label class="form-group has-float-label date sc" for="modified-before-month"> <input type="text" class="form-control" maxlength="2" id="modified-before-month" aria-label="Records added before month" autocomplete="off" placeholder="&nbsp;"/> <span>MM</span> </label> <label class="form-group has-float-label date sc year" for="modified-before-year"> <input type="text" class="form-control" maxlength="4" id="modified-before-year" aria-label="Records added before year" autocomplete="off" placeholder="&nbsp;"/> <span>YYYY</span> </label> <div class="invalid-feedback" id="modified-before-invalid-feedback"> Please enter a valid date format DD-MM-YYYY i.e. 20-04-2021 </div> <input id="modified-before" name="modified before" type="hidden" class="date-hidden-field"> </div> </div> <div class="row"> <div class="form-group input-group col-lg-12"> <label class="form-group has-float-label" for="distribution"> <input type="text" class="form-control" id="distribution" name="distribution" aria-label="Distribution of types" autocomplete="off" placeholder="&nbsp;"/> <span>Distribution of types</span> </label> <div class="input-group-prepend"> <a class="btn btn-xs btn-warning distribution-warning" tabindex="0" role="button" data-toggle="popover" data-trigger="focus" aria-label="This field only returns distribution of types cited in the protologue and is only reliable for names published after 2000" data-content="This search only returns distribution of types cited in the protologue and is only reliable for names published after 2000"> <i class="fas fa-exclamation-triangle"></i> Please read</a> </div> </div> </div> <button type="submit" class="btn btn-secondary search" aria-label="Search">Search</button> <button type="button" class="btn clear" aria-label="Clear">Clear</button> </form> </div> <div class="tab-pane fade" id="author" role="tabpanel" aria-labelledby="author"> <form class="search-form search-author"> <h2 class="m-3">Search Author Database</h2> <div class="row"> <div class="form-group col-lg-6"> <label class="form-group has-float-label sc" for="author-std"> <input type="text" class="form-control first" id="author-std" name="author std" aria-label="Author standard form" autocomplete="off" placeholder="&nbsp;"/> <span>Author (standard form)</span> </label> </div> <div class="form-group col-lg-6"> <label class="form-group has-float-label sc" for="author-forename"> <input type="text" class="form-control" id="author-forename" name="author forename" aria-label="Author forename" autocomplete="off" placeholder="&nbsp;"/> <span>Author forename</span> </label> </div> </div> <div class="row"> <div class="form-group col-lg-6"> <label class="form-group has-float-label sc" for="author-surname"> <input type="text" class="form-control" id="author-surname" name="author surname" aria-label="Author surname" autocomplete="off" placeholder="&nbsp;"/> <span>Author surname</span> </label> </div> <div class="form-group col-lg-6"> <label class="form-group has-float-label sc" for="author-id"> <input type="text" class="form-control" id="author-id" name="author id" aria-label="Author ID" autocomplete="off" placeholder="&nbsp;"/> <span>Author ID</span> </label> </div> </div> <button type="submit" class="btn btn-secondary search" aria-label="Search">Search</button> <button type="button" class="btn clear" aria-label="Clear">Clear</button> </form> </div> <div class="tab-pane fade" id="publication" role="tabpanel" aria-labelledby="publication"><form class="search-form search-publication"> <h2 class="m-3">Search Publication Database</h2> <div class="row"> <div class="form-group col-lg-4"> <label class="form-group has-float-label sc" for="publication-std"> <input type="text" class="form-control first" id="publication-std" name="publication std" aria-label="Publication standard form" autocomplete="off" placeholder="&nbsp;"/> <span>Publication (standard form)</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label sc" for="publication-title"> <input type="text" class="form-control" id="publication-title" name="publication title" aria-label="Publication title" autocomplete="off" placeholder="&nbsp;"/> <span>Publication title</span> </label> </div> <div class="form-group col-lg-4"> <label class="form-group has-float-label sc" for="publication-id"> <input type="text" class="form-control" id="publication-id" name="publication id" aria-label="Publication ID" autocomplete="off" placeholder="&nbsp;"/> <span>Publication ID</span> </label> </div> </div> <button type="submit" class="btn btn-secondary search" aria-label="Search">Search</button> <button type="button" class="btn clear" aria-label="Clear">Clear</button> </form> </div> </div> </div> <div class="modal-footer"> </div> </div> </div> </div> </div> </div> </div> </div> </header> <main id="main" class="site-content" tabindex="-1" role="main"> <div class="container px-0 p-static"> <div id="c-page-body" class="card record-detail"> <div class="card-header detail-heading"> <div class="record-detail__heading"> <h2><i lang='la'>Cereus columna-trajani</i> <a href="/a/4661-1" title="Karwinsky von Karwin, Wilhelm Friedrich von (1780-1855)" aria-label="Karwinsky von Karwin, Wilhelm Friedrich von (1780-1855)" data-toggle="tooltip" data-placement="bottom" class="author-link">Karw.</a> ex <a href="/a/24801-1" title="Pfeiffer, Louis(Ludwig) Karl Georg (1805-1877)" aria-label="Pfeiffer, Louis(Ludwig) Karl Georg (1805-1877)" data-toggle="tooltip" data-placement="bottom" class="author-link">Pfeiff.</a></h2>, <a href="/p/11074-2" title="Enumeratio Diagnostica Cactearum hucusque Cognitarum. Berolini" aria-label="Enumeratio Diagnostica Cactearum hucusque Cognitarum. Berolini" data-toggle="tooltip" data-placement="bottom" class="publication-link">Enum. Diagn. Cact.</a> 76. (1837). <a class="external-link bhl-detail-link" href="http://www.biodiversitylibrary.org/openurl?ctx_ver&#x3D;Z39.88-2004&amp;rft.date&#x3D;1837&amp;rft.spage&#x3D;76&amp;rft_id&#x3D;http://www.biodiversitylibrary.org/bibliography/15207&amp;rft_val_fmt&#x3D;info:ofi/fmt:kev:mtx:book&amp;url_ver&#x3D;z39.88-2004" target="_blank" data-toggle="tooltip" data-placement="bottom" aria-label="View the protologue in BHL" title="View the protologue in BHL">BHL <svg width="14px" height="14px" viewBox="0 0 14 14" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"> <g transform="translate(-309.000000, -512.000000)"> <g transform="translate(20.000000, 384.000000)"> <g> <g transform="translate(26.000000, 127.000000)"> <g transform="translate(262.000000, 0.000000)"> <mask fill="white"> <path fill="currentColor" d="M7,2 C7.55228475,2 8,2.44771525 8,3 C8,3.55228475 7.55228475,4 7,4 L3,4 L3,12.999 L12,12.999 L12,9 C12,8.44771525 12.4477153,8 13,8 C13.5522847,8 14,8.44771525 14,9 L14,14 C14,14.5128358 13.6139598,14.9355072 13.1166211,14.9932723 L13,15 L2.01730915,14.9998532 C2.01155115,14.9999509 2.00578131,15 2,15 C1.44771525,15 1,14.5522847 1,14 L1,3 C1,2.44771525 1.44771525,2 2,2 L7,2 Z M14,1 C14.5522847,1 15,1.44771525 15,2 L15,5 C15,5.55228475 14.5522847,6 14,6 C13.4477153,6 13,5.55228475 13,5 L12.9995729,4.413 L8.87867966,8.53553391 C8.51819569,8.89601787 7.95096464,8.9237474 7.55867343,8.61872251 L7.46446609,8.53553391 C7.10398213,8.17504994 7.0762526,7.60781889 7.38127749,7.21552768 L7.46446609,7.12132034 L11.5845729,3 L11,3 C10.4477153,3 10,2.55228475 10,2 C10,1.44771525 10.4477153,1 11,1 L14,1 Z"></path> </mask> <path fill="currentColor" d="M7,2 C7.55228475,2 8,2.44771525 8,3 C8,3.55228475 7.55228475,4 7,4 L3,4 L3,12.999 L12,12.999 L12,9 C12,8.44771525 12.4477153,8 13,8 C13.5522847,8 14,8.44771525 14,9 L14,14 C14,14.5128358 13.6139598,14.9355072 13.1166211,14.9932723 L13,15 L2.01730915,14.9998532 C2.01155115,14.9999509 2.00578131,15 2,15 C1.44771525,15 1,14.5522847 1,14 L1,3 C1,2.44771525 1.44771525,2 2,2 L7,2 Z M14,1 C14.5522847,1 15,1.44771525 15,2 L15,5 C15,5.55228475 14.5522847,6 14,6 C13.4477153,6 13,5.55228475 13,5 L12.9995729,4.413 L8.87867966,8.53553391 C8.51819569,8.89601787 7.95096464,8.9237474 7.55867343,8.61872251 L7.46446609,8.53553391 C7.10398213,8.17504994 7.0762526,7.60781889 7.38127749,7.21552768 L7.46446609,7.12132034 L11.5845729,3 L11,3 C10.4477153,3 10,2.55228475 10,2 C10,1.44771525 10.4477153,1 11,1 L14,1 Z"></path> </g> </g> </g> </g> </g> </g> </svg></a> </div> <div class="contact-us"> <a class="contact-us-link" href="mailto:ipnifeedback@kew.org?subject=RE:%20Cereus columna-trajani&body=LSID:%20urn:lsid:ipni.org:names:130091-1%0D%0Ahttps://www.ipni.org/n/130091-1%0D%0A%0D%0ADear%20IPNI%20editors,%0D%0A%0D%0A" target="_blank">Contact us</a> </div> </div> <div class="card-body"> <div class="record-detail__external-link" aria-label="External links to taxonomic opinions"> <div class="record-detail__external-link-content"> <strong>External links to taxonomic opinions:</strong> <div class="record-detail__external-link-content-links"> <a href="https://list.worldfloraonline.org/wfo-0000596972" class="external-link opinion-link" target="_blank" data-toggle="tooltip" data-placement="bottom" aria-label="View this record on World Flora Online" title="View this record on World Flora Online">WFO <svg width="14px" height="14px" viewBox="0 0 14 14" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"> <g transform="translate(-309.000000, -512.000000)"> <g transform="translate(20.000000, 384.000000)"> <g> <g transform="translate(26.000000, 127.000000)"> <g transform="translate(262.000000, 0.000000)"> <mask fill="white"> <path fill="currentColor" d="M7,2 C7.55228475,2 8,2.44771525 8,3 C8,3.55228475 7.55228475,4 7,4 L3,4 L3,12.999 L12,12.999 L12,9 C12,8.44771525 12.4477153,8 13,8 C13.5522847,8 14,8.44771525 14,9 L14,14 C14,14.5128358 13.6139598,14.9355072 13.1166211,14.9932723 L13,15 L2.01730915,14.9998532 C2.01155115,14.9999509 2.00578131,15 2,15 C1.44771525,15 1,14.5522847 1,14 L1,3 C1,2.44771525 1.44771525,2 2,2 L7,2 Z M14,1 C14.5522847,1 15,1.44771525 15,2 L15,5 C15,5.55228475 14.5522847,6 14,6 C13.4477153,6 13,5.55228475 13,5 L12.9995729,4.413 L8.87867966,8.53553391 C8.51819569,8.89601787 7.95096464,8.9237474 7.55867343,8.61872251 L7.46446609,8.53553391 C7.10398213,8.17504994 7.0762526,7.60781889 7.38127749,7.21552768 L7.46446609,7.12132034 L11.5845729,3 L11,3 C10.4477153,3 10,2.55228475 10,2 C10,1.44771525 10.4477153,1 11,1 L14,1 Z"></path> </mask> <path fill="currentColor" d="M7,2 C7.55228475,2 8,2.44771525 8,3 C8,3.55228475 7.55228475,4 7,4 L3,4 L3,12.999 L12,12.999 L12,9 C12,8.44771525 12.4477153,8 13,8 C13.5522847,8 14,8.44771525 14,9 L14,14 C14,14.5128358 13.6139598,14.9355072 13.1166211,14.9932723 L13,15 L2.01730915,14.9998532 C2.01155115,14.9999509 2.00578131,15 2,15 C1.44771525,15 1,14.5522847 1,14 L1,3 C1,2.44771525 1.44771525,2 2,2 L7,2 Z M14,1 C14.5522847,1 15,1.44771525 15,2 L15,5 C15,5.55228475 14.5522847,6 14,6 C13.4477153,6 13,5.55228475 13,5 L12.9995729,4.413 L8.87867966,8.53553391 C8.51819569,8.89601787 7.95096464,8.9237474 7.55867343,8.61872251 L7.46446609,8.53553391 C7.10398213,8.17504994 7.0762526,7.60781889 7.38127749,7.21552768 L7.46446609,7.12132034 L11.5845729,3 L11,3 C10.4477153,3 10,2.55228475 10,2 C10,1.44771525 10.4477153,1 11,1 L14,1 Z"></path> </g> </g> </g> </g> </g> </g> </svg></a> <a href="http://powo.science.kew.org/taxon/130091-1" class="external-link opinion-link" target="_blank" data-toggle="tooltip" data-placement="bottom" aria-label="For taxonomic data view in Plants of the World Online" title="For taxonomic data view in Plants of the World Online">POWO <svg width="14px" height="14px" viewBox="0 0 14 14" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <g stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"> <g transform="translate(-309.000000, -512.000000)"> <g transform="translate(20.000000, 384.000000)"> <g> <g transform="translate(26.000000, 127.000000)"> <g transform="translate(262.000000, 0.000000)"> <mask fill="white"> <path fill="currentColor" d="M7,2 C7.55228475,2 8,2.44771525 8,3 C8,3.55228475 7.55228475,4 7,4 L3,4 L3,12.999 L12,12.999 L12,9 C12,8.44771525 12.4477153,8 13,8 C13.5522847,8 14,8.44771525 14,9 L14,14 C14,14.5128358 13.6139598,14.9355072 13.1166211,14.9932723 L13,15 L2.01730915,14.9998532 C2.01155115,14.9999509 2.00578131,15 2,15 C1.44771525,15 1,14.5522847 1,14 L1,3 C1,2.44771525 1.44771525,2 2,2 L7,2 Z M14,1 C14.5522847,1 15,1.44771525 15,2 L15,5 C15,5.55228475 14.5522847,6 14,6 C13.4477153,6 13,5.55228475 13,5 L12.9995729,4.413 L8.87867966,8.53553391 C8.51819569,8.89601787 7.95096464,8.9237474 7.55867343,8.61872251 L7.46446609,8.53553391 C7.10398213,8.17504994 7.0762526,7.60781889 7.38127749,7.21552768 L7.46446609,7.12132034 L11.5845729,3 L11,3 C10.4477153,3 10,2.55228475 10,2 C10,1.44771525 10.4477153,1 11,1 L14,1 Z"></path> </mask> <path fill="currentColor" d="M7,2 C7.55228475,2 8,2.44771525 8,3 C8,3.55228475 7.55228475,4 7,4 L3,4 L3,12.999 L12,12.999 L12,9 C12,8.44771525 12.4477153,8 13,8 C13.5522847,8 14,8.44771525 14,9 L14,14 C14,14.5128358 13.6139598,14.9355072 13.1166211,14.9932723 L13,15 L2.01730915,14.9998532 C2.01155115,14.9999509 2.00578131,15 2,15 C1.44771525,15 1,14.5522847 1,14 L1,3 C1,2.44771525 1.44771525,2 2,2 L7,2 Z M14,1 C14.5522847,1 15,1.44771525 15,2 L15,5 C15,5.55228475 14.5522847,6 14,6 C13.4477153,6 13,5.55228475 13,5 L12.9995729,4.413 L8.87867966,8.53553391 C8.51819569,8.89601787 7.95096464,8.9237474 7.55867343,8.61872251 L7.46446609,8.53553391 C7.10398213,8.17504994 7.0762526,7.60781889 7.38127749,7.21552768 L7.46446609,7.12132034 L11.5845729,3 L11,3 C10.4477153,3 10,2.55228475 10,2 C10,1.44771525 10.4477153,1 11,1 L14,1 Z"></path> </g> </g> </g> </g> </g> </g> </svg></a> </div> </div> </div> <div class="record-detail__description"> <dl> <dt>IPNI Life Sciences Identifier (LSID)</dt><dd>urn:lsid:ipni.org:names:130091-1</dd> <dt>Publication</dt><dd><a href="/p/11074-2" class="publication-link">Enumeratio Diagnostica Cactearum hucusque Cognitarum. Berolini</a></dd> <dt>Collation</dt><dd>76.</dd> <dt>Date of Publication</dt><dd>19-25 Feb 1837</dd> <dt>Family as entered in IPNI <a href="#" data-toggle="tooltip" data-placement="right" title="Families in IPNI may not follow APG IV as for genera published after 1992, IPNI enters the family as given by the authors. Genera published before that date normally follow Brummitt (1992). Vascular Plant Families and Genera."> <i class="fas fa-info"></i> </a> </dt> <dd>Cactaceae</dd> </dl> <h3>Original Data</h3> <dl> <dt>Remarks</dt><dd>Mexic</dd> </dl> <h3>Links</h3> <dl> <dt>Basionym of</dt><dd><a href="/n/969433-1" class="name-link"><i lang='la'>Cephalocereus columna-trajani</i> (Karw. ex Pfeiff.) P.V.Heath, <small>Calyx 2(3): 109 (1992): (1992).</small></a></dd> <dt>Same citation as</dt><dd><a href="/n/52912-2" class="name-link"><i lang='la'>Cereus columna-trajani</i> Karw.</a></dd> </dl> </div> <a class="hidden show-full-record name-link primary" href="/n/130091-1">Full Record</a> </div> </div> </div> </main> <footer role="contentinfo" class="site-footer"> <nav role="navigation" class="ipni-static-pages"> <ul> <li><a href="/citeus">How to cite us</a></li> <li><a href="/about">About</a></li> <li><a href="/contact">Get in touch</a></li> <li><a href="/acknowledgements">Acknowledgements</a></li> <li><a href="/statistics">Statistics</a></li> <li><a href="/faq">FAQs</a></li> </ul> </nav> <div class="kew-nav clearfix"> <nav role="navigation"> <ul class="kew-nav__links"> <li><a href="/terms-and-conditions">Terms and conditions</a></li> <li><a href="/privacy">Privacy Policy</a></li> <li><a target="_blank" rel="noopener" href="https://www.kew.org/about-us/reports-and-policies/cookies">Cookies</a></li> <li><a target="_blank" rel="noopener" href="https://www.kew.org/about-us/reports-and-policies/anti-slavery-policy">Modern slavery statement</a></li> <li><a href="/accessibility">Accessibility</a></li> </ul> </nav> <div class="kew-nav__copyright"> &copy; International Plant Names Index </div> </div> <div class="ipni-collaborators"> <a href="https://www.kew.org/" class="ipni-collaborators__logo"> <?xml version="1.0" encoding="UTF-8"?> <svg width="100" height="60" viewBox="0 0 108 25" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <!-- Generator: Sketch 63.1 (92452) - https://sketch.com --> <title>Royal Botanic Gardens Kew Logo</title> <g id="Symbols" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"> <g id="Component/Subdomain/Footer/Services/Default/1370" transform="translate(-98.000000, -167.000000)" fill="#FFFFFF"> <g id="Stacked-Group" transform="translate(98.000000, 149.000000)"> <g id="Component/Logotype/RBG/768-Copy" transform="translate(0.000000, 18.000000)"> <g id="Logotype/RBG/768"> <path d="M19.4294118,7.27205882 C19.1647059,7.27205882 18.9,7.27205882 18.5823529,7.27205882 C18.2647059,6.90318627 18,6.53431373 17.6823529,6.16544118 C17.2588235,5.63848039 16.8352941,5.11151961 16.4117647,4.58455882 C16.3058824,4.47916667 16.2529412,4.37377451 16.1470588,4.26838235 C15.8294118,3.95220588 15.8294118,3.95220588 15.4058824,3.95220588 L15.4058824,5.375 C15.4058824,5.69117647 15.3529412,6.69240196 15.6705882,6.90318627 C15.8294118,7.00857843 16.0411765,7.00857843 16.2,7.00857843 C16.2529412,7.00857843 16.3588235,7.00857843 16.4117647,7.00857843 L16.4117647,7.27205882 C15.8823529,7.27205882 15.3529412,7.21936275 14.8235294,7.21936275 C14.2941176,7.21936275 13.7647059,7.21936275 13.2352941,7.27205882 L13.2352941,7.00857843 C13.2882353,7.00857843 13.3941176,7.00857843 13.4470588,7.00857843 C13.6058824,7.00857843 13.8176471,7.00857843 13.9764706,6.90318627 C14.2941176,6.69240196 14.2411765,5.69117647 14.2411765,5.375 L14.2411765,2.05514706 C14.2411765,1.68627451 14.2941176,0.68504902 13.9235294,0.474264706 C13.7647059,0.421568627 13.6058824,0.421568627 13.4470588,0.368872549 L13.2352941,0.368872549 L13.2352941,0.105392157 C13.7647059,0.105392157 14.2941176,0.158088235 14.8235294,0.158088235 C15.4058824,0.158088235 15.9882353,0.105392157 16.5176471,0.105392157 C17.1,0.105392157 17.6823529,0.105392157 18.2117647,0.421568627 C18.7411765,0.737745098 18.9529412,1.31740196 18.9529412,1.89705882 C18.9529412,2.58210784 18.5823529,3.21446078 17.9470588,3.47794118 C17.6294118,3.63602941 17.3647059,3.68872549 16.9941176,3.74142157 L19.3764706,6.48161765 C19.6941176,6.8504902 19.9058824,6.95588235 20.3823529,7.00857843 L20.3823529,7.27205882 C20.0647059,7.27205882 19.7470588,7.27205882 19.4294118,7.27205882 Z M16.2,0.421568627 C16.1470588,0.421568627 15.5647059,0.421568627 15.4588235,0.474264706 C15.3529412,0.526960784 15.3529412,0.632352941 15.3529412,0.737745098 L15.3529412,3.74142157 L15.6705882,3.74142157 C16.2529412,3.74142157 17.2058824,3.63602941 17.5235294,3.10906863 C17.6823529,2.84558824 17.7352941,2.47671569 17.7352941,2.21323529 C17.7352941,1.15931373 17.3117647,0.421568627 16.2,0.421568627 Z" id="Shape"></path> <path d="M23.1352941,7.43014706 C21.7588235,7.43014706 20.5411765,6.37622549 20.5411765,4.95343137 C20.5411765,3.53063725 21.7588235,2.52941176 23.1352941,2.52941176 C24.5117647,2.52941176 25.7823529,3.58333333 25.7823529,4.95343137 C25.7823529,6.42892157 24.5647059,7.43014706 23.1352941,7.43014706 Z M23.1352941,2.79289216 C21.9705882,2.79289216 21.6,3.95220588 21.6,4.95343137 C21.6,5.95465686 21.8647059,7.21936275 23.1352941,7.21936275 C24.3529412,7.21936275 24.6176471,6.06004902 24.6176471,5.05882353 C24.6705882,4.00490196 24.4058824,2.79289216 23.1352941,2.79289216 Z" id="Shape"></path> <path d="M30.2294118,3.31985294 C30.0176471,3.74142157 29.8588235,4.21568627 29.6470588,4.6372549 L28.2176471,7.95710784 C28.1117647,8.16789216 27.8470588,8.8002451 27.8470588,8.8002451 C27.7411765,9.06372549 27.4764706,9.69607843 27.0529412,9.69607843 C26.8941176,9.69607843 26.7352941,9.59068627 26.7352941,9.37990196 C26.7352941,9.01102941 27.0529412,8.90563725 27.3176471,8.8002451 C27.6352941,8.64215686 27.6882353,8.43137255 27.7941176,8.0625 L28.1647059,7.16666667 L26.5764706,3.47794118 C26.3647059,3.00367647 26.3117647,2.89828431 25.8352941,2.84558824 L25.8352941,2.63480392 C26.2058824,2.63480392 26.5764706,2.63480392 27,2.63480392 C27.4235294,2.63480392 27.7941176,2.63480392 28.1647059,2.63480392 L28.1647059,2.89828431 C27.9,2.95098039 27.5294118,2.84558824 27.5294118,3.21446078 C27.5294118,3.47794118 27.7941176,4.11029412 27.9,4.37377451 L28.6411765,6.16544118 L29.4882353,4.11029412 C29.5941176,3.8995098 29.7529412,3.47794118 29.7529412,3.21446078 C29.7529412,2.89828431 29.3823529,2.89828431 29.1705882,2.89828431 L29.1705882,2.63480392 C29.4352941,2.63480392 29.7,2.63480392 29.9647059,2.63480392 C30.2294118,2.63480392 30.4941176,2.63480392 30.7058824,2.63480392 L30.7058824,2.89828431 C30.3882353,2.89828431 30.3882353,3.00367647 30.2294118,3.31985294 Z" id="Shape"></path> <path d="M34.9941176,7.37745098 C34.5176471,7.37745098 34.2,7.11397059 34.0941176,6.69240196 C33.5647059,7.11397059 32.9823529,7.48284314 32.2941176,7.48284314 C31.7117647,7.48284314 31.1823529,7.16666667 31.1823529,6.53431373 C31.1823529,5.63848039 32.0294118,5.26960784 32.7705882,4.95343137 L33.5647059,4.58455882 C33.6705882,4.53186275 33.9352941,4.42647059 33.9882353,4.32107843 C34.0411765,4.26838235 34.0411765,4.1629902 34.0411765,4.05759804 C34.0411765,3.26715686 33.9352941,2.79289216 33.0882353,2.79289216 C32.5588235,2.79289216 32.1352941,2.84558824 32.0823529,3.4252451 C32.0294118,3.68872549 31.9235294,3.8995098 31.6588235,3.8995098 C31.4470588,3.8995098 31.2882353,3.74142157 31.2882353,3.53063725 C31.2882353,2.6875 32.7176471,2.58210784 33.3,2.58210784 C34.3588235,2.58210784 35.0470588,2.84558824 35.0470588,4.00490196 L35.0470588,6.06004902 C35.0470588,6.32352941 35.0470588,6.90318627 35.4176471,6.90318627 C35.6294118,6.90318627 35.7352941,6.79779412 35.8411765,6.63970588 L36.0529412,6.74509804 C35.7882353,7.06127451 35.4705882,7.37745098 34.9941176,7.37745098 Z M34.0411765,4.58455882 C33.7235294,4.68995098 33.4058824,4.84803922 33.1411765,5.00612745 C32.6647059,5.26960784 32.1352941,5.58578431 32.1352941,6.16544118 C32.1352941,6.5870098 32.4,6.95588235 32.8235294,6.95588235 C33.3,6.95588235 33.7235294,6.63970588 34.0411765,6.32352941 L34.0411765,4.58455882 L34.0411765,4.58455882 Z" id="Shape"></path> <path d="M37.5882353,7.27205882 C37.1647059,7.27205882 36.7941176,7.27205882 36.3705882,7.3247549 L36.3705882,7.06127451 C37.0588235,7.00857843 37.1117647,6.95588235 37.1117647,6.27083333 C37.1117647,6.1127451 37.1117647,5.95465686 37.1117647,5.79656863 L37.1117647,1.84436275 C37.1117647,1.52818627 37.1647059,0.895833333 36.8470588,0.737745098 C36.6882353,0.68504902 36.4764706,0.632352941 36.3176471,0.632352941 L36.3176471,0.421568627 C36.9,0.368872549 37.4823529,0.210784314 38.0647059,0.105392157 L38.0647059,5.79656863 C38.0647059,5.95465686 38.0647059,6.1127451 38.0647059,6.27083333 C38.0647059,6.95588235 38.1176471,6.95588235 38.8058824,7.06127451 L38.8058824,7.3247549 C38.3823529,7.27205882 37.9588235,7.27205882 37.5882353,7.27205882 Z" id="Shape"></path> <path d="M9.15882353,15.3345588 C8.47058824,15.8615196 7.72941176,15.8088235 6.93529412,15.8088235 C6.51176471,15.8088235 6.03529412,15.8088235 5.61176471,15.8088235 C5.45294118,15.8088235 5.29411765,15.8088235 5.13529412,15.8088235 C4.60588235,15.8088235 4.07647059,15.8615196 3.54705882,15.8615196 L3.54705882,15.5980392 C3.6,15.5980392 3.70588235,15.5980392 3.75882353,15.5980392 C3.91764706,15.5980392 4.12941176,15.5980392 4.28823529,15.4926471 C4.65882353,15.2818627 4.55294118,14.2806373 4.55294118,13.9644608 L4.55294118,10.6446078 C4.55294118,10.2757353 4.60588235,9.32720588 4.28823529,9.11642157 C4.12941176,9.01102941 3.91764706,9.01102941 3.75882353,9.01102941 C3.70588235,9.01102941 3.6,9.01102941 3.54705882,9.01102941 L3.54705882,8.74754902 C4.18235294,8.74754902 4.81764706,8.8002451 5.45294118,8.8002451 C5.87647059,8.8002451 6.3,8.74754902 6.72352941,8.74754902 C7.83529412,8.74754902 9.10588235,9.11642157 9.10588235,10.4338235 C9.10588235,11.0134804 8.78823529,11.4877451 8.25882353,11.8039216 C7.99411765,11.9093137 7.72941176,12.0147059 7.46470588,12.067402 C8.1,12.1727941 8.78823529,12.2781863 9.26470588,12.752451 C9.63529412,13.0686275 9.84705882,13.5428922 9.84705882,14.0698529 C9.79411765,14.4914216 9.58235294,14.9656863 9.15882353,15.3345588 Z M6.35294118,12.2254902 L5.66470588,12.2254902 L5.66470588,13.8590686 C5.66470588,14.2806373 5.61176471,15.1764706 6.08823529,15.439951 C6.3,15.5453431 6.51176471,15.5453431 6.77647059,15.5453431 L6.82941176,15.5453431 C6.88235294,15.5453431 6.93529412,15.5453431 6.93529412,15.5453431 C7.25294118,15.4926471 7.57058824,15.4926471 7.83529412,15.3345588 C8.31176471,15.0710784 8.47058824,14.4387255 8.47058824,13.9644608 C8.47058824,12.5416667 7.57058824,12.2254902 6.35294118,12.2254902 Z M6.35294118,8.95833333 C6.19411765,8.95833333 5.77058824,8.90563725 5.66470588,9.11642157 C5.61176471,9.16911765 5.61176471,9.2745098 5.61176471,9.37990196 L5.61176471,11.9620098 L6.35294118,11.9620098 C7.30588235,11.9620098 7.88823529,11.435049 7.88823529,10.4865196 C7.88823529,9.48529412 7.35882353,8.95833333 6.35294118,8.95833333 Z" id="Shape"></path> <path d="M13.1823529,15.9669118 C11.8058824,15.9669118 10.5882353,14.9129902 10.5882353,13.4901961 C10.5882353,12.067402 11.8058824,11.0661765 13.1823529,11.0661765 C14.5588235,11.0661765 15.8294118,12.120098 15.8294118,13.4901961 C15.7764706,14.9656863 14.5588235,15.9669118 13.1823529,15.9669118 Z M13.1294118,11.3296569 C11.9647059,11.3296569 11.5941176,12.4889706 11.5941176,13.4901961 C11.5941176,14.4914216 11.8588235,15.7561275 13.1294118,15.7561275 C14.3470588,15.7561275 14.6117647,14.5968137 14.6117647,13.5955882 C14.6647059,12.5416667 14.4,11.3296569 13.1294118,11.3296569 Z" id="Shape"></path> <path d="M18.2647059,15.9669118 C17.3647059,15.9669118 16.9411765,15.5980392 16.9411765,14.7022059 L16.9411765,11.4877451 L16.4117647,11.4877451 L16.4117647,11.3823529 C16.4117647,11.3823529 16.4647059,11.3823529 16.4647059,11.3823529 C17.0470588,11.0661765 17.4705882,10.6446078 17.7352941,10.0122549 L17.8941176,10.0122549 L17.8941176,11.2242647 L19.1117647,11.2242647 L19.1117647,11.4877451 L17.8941176,11.4877451 L17.8941176,14.2806373 C17.8941176,14.4914216 17.8941176,14.7022059 17.9470588,14.9656863 C18,15.3872549 18.1058824,15.6507353 18.5823529,15.6507353 C18.9529412,15.6507353 19.1647059,15.439951 19.3764706,15.1237745 L19.5882353,15.2818627 C19.2705882,15.8088235 18.7941176,15.9669118 18.2647059,15.9669118 Z" id="Shape"></path> <path d="M23.9294118,15.9142157 C23.4529412,15.9142157 23.1352941,15.6507353 23.0294118,15.2291667 C22.5,15.6507353 21.9176471,16.0196078 21.2294118,16.0196078 C20.6470588,16.0196078 20.1176471,15.7034314 20.1176471,15.0710784 C20.1176471,14.1752451 20.9647059,13.8063725 21.7058824,13.4901961 L22.5,13.1213235 C22.6058824,13.0686275 22.8705882,12.9632353 22.9235294,12.8578431 C22.9764706,12.8051471 22.9764706,12.6997549 22.9764706,12.5943627 C22.9764706,11.8039216 22.8705882,11.3296569 22.0235294,11.3296569 C21.4941176,11.3296569 21.0705882,11.3823529 21.0176471,11.9620098 C20.9647059,12.2254902 20.8588235,12.4362745 20.5411765,12.4362745 C20.3294118,12.4362745 20.1705882,12.2781863 20.1705882,12.067402 C20.1705882,11.2242647 21.6,11.1188725 22.1823529,11.1188725 C23.2411765,11.1188725 23.9294118,11.3823529 23.9294118,12.5416667 L23.9294118,14.5968137 C23.9294118,14.8602941 23.9294118,15.439951 24.3,15.439951 C24.5117647,15.439951 24.6176471,15.3345588 24.7764706,15.1764706 L24.9882353,15.2818627 C24.7235294,15.5980392 24.4058824,15.9142157 23.9294118,15.9142157 Z M22.9764706,13.1213235 C22.6588235,13.2267157 22.3411765,13.3848039 22.0764706,13.5428922 C21.6,13.8063725 21.0705882,14.122549 21.0705882,14.7022059 C21.0705882,15.1237745 21.3352941,15.4926471 21.7588235,15.4926471 C22.2352941,15.4926471 22.6588235,15.1764706 22.9764706,14.8602941 L22.9764706,13.1213235 L22.9764706,13.1213235 Z" id="Shape"></path> <path d="M29.9647059,15.8088235 C29.5411765,15.8088235 29.1176471,15.8088235 28.7470588,15.8615196 L28.7470588,15.5980392 C29.4352941,15.5453431 29.4882353,15.4926471 29.4882353,14.807598 C29.4882353,14.6495098 29.4882353,14.4914216 29.4882353,14.3333333 L29.4882353,13.1213235 C29.4882353,12.3835784 29.4352941,11.435049 28.4823529,11.435049 C28.0588235,11.435049 27.5823529,11.6458333 27.3705882,12.0147059 C27.1058824,12.4362745 27.1058824,12.9105392 27.1058824,13.3848039 L27.1058824,14.3333333 C27.1058824,14.4914216 27.1058824,14.6495098 27.1058824,14.807598 C27.1058824,15.4926471 27.1588235,15.5453431 27.8470588,15.5980392 L27.8470588,15.8615196 C27.4235294,15.8615196 27.0529412,15.8088235 26.6294118,15.8088235 C26.2058824,15.8088235 25.8352941,15.8088235 25.4117647,15.8615196 L25.4117647,15.5980392 C26.1,15.5453431 26.1529412,15.4926471 26.1529412,14.807598 C26.1529412,14.6495098 26.1529412,14.4914216 26.1529412,14.3333333 L26.1529412,13.0159314 C26.1529412,12.752451 26.2058824,11.9093137 25.9941176,11.7512255 C25.8882353,11.6458333 25.7294118,11.6458333 25.6235294,11.6458333 L25.4117647,11.6458333 L25.4117647,11.435049 C25.9411765,11.3823529 26.4176471,11.2242647 26.8941176,11.0661765 C27,11.435049 27,11.7512255 27.0529412,12.120098 C27.4235294,11.4877451 28.0058824,11.1188725 28.7470588,11.1188725 C29.3823529,11.1188725 30.1764706,11.3296569 30.3352941,12.067402 C30.3882353,12.3308824 30.3882353,12.5943627 30.3882353,12.8578431 C30.3882353,13.3848039 30.3882353,13.9117647 30.3882353,14.4387255 C30.3882353,14.5968137 30.3882353,14.754902 30.3882353,14.9129902 C30.3882353,15.1237745 30.3882353,15.4926471 30.6,15.5980392 C30.7588235,15.7034314 30.9705882,15.7034314 31.1823529,15.7034314 L31.1823529,15.9669118 C30.7588235,15.8088235 30.3882353,15.8088235 29.9647059,15.8088235 Z" id="Shape"></path> <path d="M33.0352941,15.8088235 C32.6117647,15.8088235 32.1882353,15.8088235 31.8176471,15.8615196 L31.8176471,15.5980392 C32.5058824,15.5453431 32.5588235,15.4926471 32.5588235,14.807598 C32.5588235,14.6495098 32.5588235,14.4914216 32.5588235,14.3333333 L32.5588235,12.8578431 C32.5588235,12.6997549 32.5588235,11.9620098 32.5058824,11.8039216 C32.4,11.6985294 32.2941176,11.6458333 32.1352941,11.6458333 C32.0294118,11.6458333 31.8705882,11.6458333 31.7647059,11.6458333 L31.7647059,11.3823529 C32.4,11.2769608 32.8764706,11.1715686 33.5117647,10.9607843 L33.5117647,14.2806373 C33.5117647,14.4387255 33.5117647,14.5968137 33.5117647,14.754902 C33.5117647,15.439951 33.5647059,15.4926471 34.2529412,15.5453431 L34.2529412,15.8088235 C33.8823529,15.8088235 33.4588235,15.8088235 33.0352941,15.8088235 Z M32.9294118,9.69607843 C32.6117647,9.69607843 32.3470588,9.43259804 32.3470588,9.11642157 C32.3470588,8.8002451 32.6117647,8.53676471 32.9294118,8.53676471 C33.2470588,8.53676471 33.5117647,8.8002451 33.5117647,9.11642157 C33.5117647,9.48529412 33.2470588,9.69607843 32.9294118,9.69607843 Z" id="Shape"></path> <path d="M37.0588235,15.9669118 C35.6823529,15.9669118 34.7294118,15.0183824 34.7294118,13.6482843 C34.7294118,12.120098 35.8411765,11.0134804 37.3764706,11.0134804 C37.8,11.0134804 38.8058824,11.1188725 38.8058824,11.7512255 C38.8058824,11.9620098 38.6470588,12.120098 38.4352941,12.120098 C38.1705882,12.120098 38.0647059,11.9093137 37.9588235,11.6985294 C37.8,11.3296569 37.7470588,11.2769608 37.3235294,11.2769608 C36.1588235,11.2769608 35.7882353,12.4362745 35.7882353,13.4375 C35.7882353,14.4387255 36.1058824,15.5453431 37.3235294,15.5453431 C37.9058824,15.5453431 38.3294118,15.2818627 38.7,14.8602941 L38.9117647,15.0710784 C38.4882353,15.7034314 37.8,15.9669118 37.0588235,15.9669118 Z" id="Shape"></path> <path d="M7.09411765,22.9227941 C7.09411765,23.2916667 7.09411765,23.7132353 7.14705882,24.0821078 C6.40588235,24.0821078 6.24705882,24.2401961 5.61176471,24.5563725 C5.02941176,24.8198529 4.55294118,24.9779412 3.86470588,24.9779412 C2.85882353,24.9779412 2.01176471,24.7144608 1.27058824,24.0294118 C0.529411765,23.2916667 0.211764706,22.5012255 0.211764706,21.4473039 C0.211764706,19.1813725 1.74705882,17.495098 4.02352941,17.495098 C4.87058824,17.495098 5.55882353,17.6531863 6.24705882,18.1801471 L6.45882353,17.7058824 L6.56470588,17.7058824 L6.45882353,19.8664216 L6.24705882,19.8664216 C6.19411765,18.6017157 5.34705882,17.8112745 4.07647059,17.8112745 C2.01176471,17.8112745 1.53529412,19.7610294 1.53529412,21.4473039 C1.53529412,23.0281863 2.11764706,24.7144608 3.97058824,24.7144608 C5.02941176,24.7144608 5.82352941,24.2401961 5.82352941,23.0808824 C5.82352941,22.3958333 5.61176471,22.185049 4.87058824,22.1323529 L4.87058824,21.8688725 C5.34705882,21.8688725 5.82352941,21.8688725 6.35294118,21.8688725 C6.82941176,21.8688725 7.25294118,21.8688725 7.72941176,21.8688725 L7.72941176,22.1323529 C7.2,22.1323529 7.09411765,22.3431373 7.09411765,22.9227941 Z" id="Shape"></path> <path d="M12.2823529,24.872549 C11.8058824,24.872549 11.4882353,24.6090686 11.3823529,24.1875 C10.8529412,24.6090686 10.2705882,24.9779412 9.58235294,24.9779412 C9,24.9779412 8.47058824,24.6617647 8.47058824,24.0294118 C8.47058824,23.1335784 9.31764706,22.7647059 10.0588235,22.4485294 L10.8529412,22.0796569 C10.9588235,22.0269608 11.2235294,21.9215686 11.3294118,21.8161765 C11.3823529,21.7634804 11.3823529,21.6580882 11.3823529,21.5526961 C11.3823529,20.7622549 11.2764706,20.2879902 10.4294118,20.2879902 C9.9,20.2879902 9.47647059,20.3406863 9.42352941,20.9203431 C9.37058824,21.1838235 9.26470588,21.3946078 8.94705882,21.3946078 C8.73529412,21.3946078 8.57647059,21.2365196 8.57647059,21.0257353 C8.57647059,20.182598 10.0058824,20.0772059 10.5882353,20.0772059 C11.6470588,20.0772059 12.3352941,20.3406863 12.3352941,21.5 L12.3352941,23.5551471 C12.3352941,23.8186275 12.3352941,24.3982843 12.7058824,24.3982843 C12.9176471,24.3982843 13.0235294,24.2928922 13.1823529,24.1348039 L13.3941176,24.2401961 C13.0764706,24.5563725 12.7058824,24.872549 12.2823529,24.872549 Z M11.2764706,22.1323529 C10.9588235,22.2377451 10.6411765,22.3958333 10.3764706,22.5539216 C9.9,22.817402 9.37058824,23.1335784 9.37058824,23.7132353 C9.37058824,24.1348039 9.63529412,24.5036765 10.0588235,24.5036765 C10.5352941,24.5036765 10.9588235,24.1875 11.2764706,23.8713235 L11.2764706,22.1323529 L11.2764706,22.1323529 Z" id="Shape"></path> <path d="M17.3117647,20.9730392 C16.8352941,20.9730392 16.9411765,20.3933824 16.5176471,20.3933824 C16.2,20.3933824 15.8294118,20.6568627 15.6705882,20.9203431 C15.4058824,21.3419118 15.4058824,21.8161765 15.4058824,22.2904412 L15.4058824,23.2916667 C15.4058824,23.4497549 15.4058824,23.6078431 15.4058824,23.7659314 C15.4058824,24.5036765 15.5647059,24.5036765 16.2529412,24.5563725 L16.2529412,24.8198529 C15.8294118,24.8198529 15.4058824,24.7671569 14.9823529,24.7671569 C14.5588235,24.7671569 14.1352941,24.7671569 13.7117647,24.8198529 L13.7117647,24.5563725 C14.4,24.5036765 14.4529412,24.4509804 14.4529412,23.7659314 C14.4529412,23.6078431 14.4529412,23.4497549 14.4529412,23.2916667 L14.4529412,21.9742647 C14.4529412,21.7107843 14.5058824,20.8676471 14.2411765,20.6568627 C14.1352941,20.6041667 13.9764706,20.6041667 13.8705882,20.5514706 L13.6588235,20.5514706 L13.6588235,20.3406863 C14.1882353,20.2879902 14.6117647,20.129902 15.1411765,19.9718137 C15.2470588,20.3933824 15.3,20.7095588 15.3,21.1311275 C15.6176471,20.4460784 16.0941176,20.0245098 16.8882353,20.0245098 C17.2058824,20.0245098 17.6823529,20.182598 17.6823529,20.6041667 C17.6823529,20.814951 17.5235294,20.9730392 17.3117647,20.9730392 Z" id="Shape"></path> <path d="M22.2882353,24.9252451 C22.1823529,24.6617647 22.1294118,24.3982843 22.0764706,24.0821078 C21.6,24.6617647 21.1764706,24.9252451 20.3823529,24.9252451 C19.0058824,24.9252451 18.0529412,23.8713235 18.0529412,22.5012255 C18.0529412,21.1311275 19.0058824,20.0245098 20.4352941,20.0245098 C21.0705882,20.0245098 21.5470588,20.2352941 21.9705882,20.7095588 L21.9705882,18.8651961 C21.9705882,18.1801471 21.8647059,18.0220588 21.1235294,17.9693627 L21.1235294,17.7585784 C21.7058824,17.7058824 22.2882353,17.5477941 22.8705882,17.442402 L22.8705882,23.0281863 C22.8705882,23.3443627 22.8176471,24.0821078 23.1882353,24.2928922 C23.2941176,24.3455882 23.4529412,24.3982843 23.6117647,24.3982843 L23.7705882,24.3982843 L23.7705882,24.6090686 C23.2411765,24.6617647 22.7647059,24.8198529 22.2882353,24.9252451 Z M21.9705882,21.9215686 C21.9705882,21.2892157 21.9705882,20.9203431 21.4411765,20.5514706 C21.2294118,20.3933824 20.9647059,20.3406863 20.6470588,20.3406863 C19.4823529,20.3406863 19.1117647,21.5 19.1117647,22.5012255 C19.1117647,23.502451 19.4294118,24.6090686 20.5941176,24.6090686 C21.0176471,24.6090686 21.4941176,24.3982843 21.7058824,24.0294118 C21.8647059,23.7132353 21.9176471,23.0808824 21.9176471,22.7120098 C21.9705882,22.4485294 21.9705882,22.185049 21.9705882,21.9215686 Z" id="Shape"></path> <path d="M28.5352941,21.8688725 L25.2529412,21.8688725 C25.2,22.0269608 25.2,22.185049 25.2,22.3958333 C25.2,23.4497549 25.7294118,24.5036765 26.8941176,24.5036765 C27.4764706,24.5036765 27.9,24.2401961 28.2705882,23.7659314 L28.4823529,23.9767157 C27.9529412,24.6090686 27.4235294,24.872549 26.5764706,24.872549 C25.2,24.872549 24.0882353,23.9240196 24.0882353,22.5012255 C24.0882353,21.1311275 25.1470588,19.9718137 26.5764706,19.9718137 C27.6352941,19.9718137 28.6411765,20.6041667 28.6411765,21.7107843 C28.6411765,21.8688725 28.6411765,21.8688725 28.5352941,21.8688725 Z M26.5764706,20.2879902 C25.7294118,20.2879902 25.4647059,20.8676471 25.3058824,21.6053922 L27.2117647,21.6053922 C27.4235294,21.6053922 27.6352941,21.6053922 27.6352941,21.3946078 C27.6352941,20.7095588 27.2647059,20.2879902 26.5764706,20.2879902 Z" id="Shape"></path> <path d="M33.7764706,24.7671569 C33.3529412,24.7671569 32.9294118,24.7671569 32.5588235,24.8198529 L32.5588235,24.5563725 C33.2470588,24.5036765 33.3,24.4509804 33.3,23.7659314 C33.3,23.6078431 33.3,23.4497549 33.3,23.2916667 L33.3,22.0796569 C33.3,21.3419118 33.2470588,20.3933824 32.2941176,20.3933824 C31.8705882,20.3933824 31.3941176,20.6041667 31.1823529,20.9730392 C30.9176471,21.3946078 30.9176471,21.8688725 30.9176471,22.3431373 L30.9176471,23.2916667 C30.9176471,23.4497549 30.9176471,23.6078431 30.9176471,23.7659314 C30.9176471,24.4509804 30.9705882,24.5036765 31.6588235,24.5563725 L31.6588235,24.8198529 C31.2352941,24.8198529 30.8647059,24.7671569 30.4411765,24.7671569 C30.0176471,24.7671569 29.6470588,24.7671569 29.2235294,24.8198529 L29.2235294,24.5563725 C29.9117647,24.5036765 29.9647059,24.4509804 29.9647059,23.7659314 C29.9647059,23.6078431 29.9647059,23.4497549 29.9647059,23.2916667 L29.9647059,21.9742647 C29.9647059,21.7107843 30.0176471,20.8676471 29.8058824,20.6568627 C29.7,20.5514706 29.5411765,20.5514706 29.4352941,20.5514706 L29.2235294,20.5514706 L29.2235294,20.3406863 C29.7529412,20.2879902 30.2294118,20.129902 30.7058824,19.9718137 C30.8117647,20.3406863 30.8117647,20.6568627 30.8647059,21.0257353 C31.2352941,20.3933824 31.8176471,20.0245098 32.5588235,20.0245098 C33.1941176,20.0245098 33.9882353,20.2352941 34.1470588,20.9730392 C34.2,21.2365196 34.2,21.5 34.2,21.7634804 C34.2,22.2904412 34.2,22.817402 34.2,23.3443627 C34.2,23.502451 34.2,23.6605392 34.2,23.8186275 C34.2,24.0294118 34.2,24.3982843 34.4117647,24.5036765 C34.5705882,24.6090686 34.7823529,24.6090686 34.9941176,24.6090686 L34.9941176,24.872549 C34.5705882,24.7671569 34.1470588,24.7671569 33.7764706,24.7671569 Z" id="Shape"></path> <path d="M37.3235294,24.9252451 C36.9,24.9252451 36.4764706,24.8198529 36.1058824,24.5563725 L35.8941176,24.872549 L35.7352941,24.872549 L35.7352941,23.2916667 L35.9470588,23.2916667 C36.1058824,24.0294118 36.4764706,24.6617647 37.3235294,24.6617647 C37.8,24.6617647 38.2235294,24.3982843 38.2235294,23.8713235 C38.2235294,22.7120098 35.7882353,22.817402 35.7882353,21.2892157 C35.7882353,20.5514706 36.4235294,20.0245098 37.1117647,20.0245098 C37.4823529,20.0245098 37.8529412,20.129902 38.1705882,20.2879902 L38.3823529,20.0245098 L38.4882353,20.0245098 L38.4882353,21.3946078 L38.2764706,21.3946078 C38.0647059,20.814951 37.8529412,20.2879902 37.1647059,20.2879902 C36.7941176,20.2879902 36.4764706,20.4987745 36.4764706,20.8676471 C36.4764706,21.3419118 36.7941176,21.5 37.1647059,21.7107843 C37.9588235,22.1323529 38.9117647,22.4485294 38.9117647,23.502451 C38.9117647,24.3455882 38.1705882,24.9252451 37.3235294,24.9252451 Z" id="Shape"></path> <path d="M99.1588235,6.21813725 L99.1588235,6.74509804 L99.8470588,6.79779412 C100.588235,6.90318627 101.541176,7.06127451 102.017647,7.48284314 C102.282353,7.74632353 102.494118,8.0625 102.335294,8.58946078 L98.0470588,19.7610294 L94.1823529,9.48529412 C93.9176471,8.8002451 93.8117647,8.48406863 93.8117647,8.11519608 C93.8117647,7.43014706 94.3941176,6.95588235 95.1352941,6.8504902 L96.6176471,6.74509804 L96.6176471,6.21813725 L87.5117647,6.21813725 L87.5117647,6.74509804 L88.4117647,6.79779412 C89.3117647,6.8504902 89.7882353,6.79779412 90.3176471,7.43014706 C90.7411765,7.90441176 90.5294118,8.53676471 90.4764706,8.58946078 C90.4764706,8.58946078 86.1882353,19.8137255 86.1882353,19.8137255 L82.3764706,9.48529412 C82.1117647,8.8002451 81.9529412,8.37867647 81.9529412,7.95710784 C82.0058824,7.21936275 82.6941176,6.95588235 83.1705882,6.8504902 C83.6470588,6.74509804 84.3352941,6.74509804 84.3352941,6.74509804 L84.3352941,6.21813725 L75.3882353,6.21813725 L75.3882353,6.74509804 C75.3882353,6.74509804 75.9705882,6.74509804 76.8176471,6.8504902 C77.6117647,6.95588235 78.1941176,7.43014706 78.7764706,8.95833333 L84.4941176,24.1875 L84.6529412,24.6617647 L84.9705882,24.6617647 L85.1823529,24.1875 L90.9529412,9.48529412 L96.3,24.1875 C96.3,24.1875 96.5117647,24.7144608 96.5117647,24.7144608 C96.5117647,24.7144608 96.8823529,24.7144608 96.8823529,24.7144608 L97.0411765,24.2401961 L102.494118,10.4338235 L102.970588,9.37990196 C103.288235,8.58946078 103.447059,8.43137255 103.658824,8.00980392 C104.029412,7.3247549 104.876471,7.06127451 105.988235,6.90318627 C106.676471,6.74509804 106.994118,6.79779412 107.417647,6.74509804 L107.417647,6.21813725 L99.1588235,6.21813725 Z" id="Shape"></path> <path d="M63.4235294,24.1348039 C61.8352941,24.1348039 60.4058824,22.4485294 59.2411765,21.0784314 L50.9823529,8.90563725 L55.8,3.47794118 C57.4411765,1.79166667 58.3411765,1.00122549 60.2470588,0.843137255 L61.2529412,0.737745098 L61.2529412,0.158088235 L52.7823529,0.158088235 L52.7823529,0.790441176 C52.7823529,0.790441176 53.2588235,0.790441176 53.6294118,0.843137255 C54.4235294,0.895833333 55.2176471,1.31740196 55.2176471,2.00245098 C55.2176471,2.84558824 54.4764706,3.58333333 53.6823529,4.42647059 L47.1705882,11.5931373 L47.1705882,3.74142157 C47.1705882,1.15931373 48.3882353,0.948529412 48.7588235,0.895833333 C49.3941176,0.790441176 49.8176471,0.790441176 49.8176471,0.790441176 L49.8176471,0.210784314 L41.4,0.210784314 L41.4,0.790441176 C41.4,0.790441176 41.9823529,0.790441176 42.5647059,0.843137255 C43.1470588,0.895833333 44.0470588,1.2120098 44.0470588,3.74142157 L44.0470588,21.3419118 C44.0470588,23.9240196 43.4647059,24.1875 41.8764706,24.1875 L41.4,24.1875 L41.4,24.872549 L49.9764706,24.872549 L49.9764706,24.1875 L49.4470588,24.1875 C47.8588235,24.1875 47.1705882,23.9240196 47.1705882,21.3946078 L47.1705882,13.1740196 L48.7058824,11.4877451 L56.2764706,22.5539216 C56.2764706,22.5539216 56.4352941,22.7647059 56.4882353,23.0281863 C56.4882353,23.2389706 56.4352941,23.5551471 56.2764706,23.7132353 C56.0117647,24.0821078 55.4823529,24.2401961 54.4764706,24.2401961 L54.3705882,24.2401961 C54.1058824,24.2401961 54,24.2401961 54,24.2401961 L54,24.9252451 L63.9529412,24.9252451 L63.9529412,24.2401961 L63.4235294,24.1348039 Z" id="Shape"></path> <path d="M77.2941176,13.2267157 C77.2941176,11.2242647 76.2882353,9.32720588 75.2294118,8.27328431 C73.8529412,6.90318627 71.8941176,6.1127451 69.6705882,6.1127451 C64.6941176,6.1127451 61.2,10.3284314 61.2,15.4926471 C61.2,21.0784314 65.2235294,24.9252451 70.5705882,24.9252451 C73.0058824,24.9252451 74.6470588,24.0821078 75.5470588,23.3443627 C76.3941176,22.6593137 76.8705882,22.0269608 77.2411765,21.3946078 C77.8235294,20.3933824 77.8764706,19.8664216 77.8764706,19.8664216 L77.4529412,19.6556373 C77.4529412,19.6556373 77.2941176,20.0245098 76.8705882,20.814951 C76.3941176,21.6053922 75.4411765,22.2377451 74.9647059,22.5539216 C74.5411765,22.817402 73.3235294,23.2916667 71.5764706,23.2916667 C69.4058824,23.2916667 64.8529412,21.7107843 64.8529412,13.4901961 L64.8529412,13.2267157 L77.3470588,13.2267157 C77.2941176,13.2794118 77.2941176,13.2794118 77.2941176,13.2267157 L77.2941176,13.2267157 Z M74.3823529,12.5943627 L64.8,12.5943627 L64.8529412,12.2781863 C65.1705882,9.32720588 66.8647059,6.63970588 69.5647059,6.5870098 C72.6882353,6.53431373 74.3823529,8.90563725 74.3823529,12.5943627 Z" id="Shape"></path> </g> </g> </g> </g> </g> </svg> </a> <a href="https://huh.harvard.edu/" class="ipni-collaborators__logo"> <?xml version="1.0" encoding="UTF-8"?> <svg width="60" height="61" viewBox="0 0 60 61" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <!-- Generator: Sketch 63.1 (92452) - https://sketch.com --> <title>Harvard University Herbaria Logo</title> <g id="Symbols" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd"> <g id="Component/Subdomain/Footer/Services/Default/1370" transform="translate(-266.000000, -149.000000)"> <g id="Stacked-Group" transform="translate(98.000000, 149.000000)"> <image id="Herbaria-Logo_white" x="168" y="0" width="60" height="61" xlink:href="data:image/png;base64,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"></image> </g> </g> </g> </svg> </a> <a href="https://www.anbg.gov.au/cpbr/herbarium/" class="ipni-collaborators__logo"> <img src="../img/black_white_australia.png" class="index-logo-australia-image" alt="Australian National Herbarium Logo" width="125" height="70"> </a> </div> </footer> </div> <script type="text/javascript" src="/app.js?817b74e"></script> <script type="text/javascript" src="/vendor.js?817b74e"></script> </body> </html>

Pages: 1 2 3 4 5 6 7 8 9 10