On ‘That’s So Gay’ and Learng Math | Learng for Jtice

math gay meaning

The meang of GAY is of, relatg to, or characterized by sexual or romantic attractn to people of one's same sex —often ed to refer to men only. How to e gay a sentence. Usage of Gay: Usage Gui Synonym Discsn of Gay.

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DESANTIS WARNS THAT MATH MAK CHILDREN GAY

Mathematics partments Canada have a poor rerd on equy, diversy and clivy says a gay mathematics profsor. Here he speaks about the hopeful chang he se g. * math gay meaning *

TALLAHASSEE (The Borowz Report)—Proposg a sweepg ban on math Florida’s classrooms, Governor Ron DeSantis asserted that “the latt rearch” dit that “math mak children gay.

GAY MATH

There are only a handful of gay, bisexual or lbian mathematics profsors Canada that I know. I’m a gay mathematician.

Up until now, I’ve found the silence on EDI mathematics, pecially on lbian, gay, bisexual, trans issu, afeng.

ON ‘THAT’S SO GAY’ AND LEARNG MATH

First, to make a broar pot, I start wh some shockg statistics related to gay youth. Out of 195 untri the world, homosexualy is crimalized 72 of them. Natnal survey, published last year the Journal of Homosexualy and wrten about last year Wired magaze.

Other anizatns foc more broadly STEM, such as LGBT STEM, Natnal Organizatn of Gay and Lbian Scientists and Technil Profsnals and Out Science, Technology, Engeerg, and Mathematics. Browsg through the Teachg Tolerance archiv, I recently me across an olr blog post on movg beyond the phrase “That’s so gay.

CREATIVE MATHSUBSCRIBESIGN {"@NTEXT":","@TYPE":"NEWSARTICLE","URL":","MAENTYOFPAGE":","HEADLE":"MATH IS GAY","SCRIPTN":"HOW TEGORY THEORY IS QUEERG MATHEMATICS","IMAGE":[{"@TYPE":"IMAGEOBJECT","URL":"}],"DATEPUBLISHED":"2022-06-30T22:55:26+00:00","DATEMODIFIED":"2022-06-30T22:55:26+00:00","ISACCSIBLEFORFREE":TE,"THOR":[{"@TYPE":"PERSON","NAME":"NATHAN ONG","URL":","SCRIPTN":"NATH LIK MATH","INTIFIER":"ER:88373442","SAMEAS":["],"IMAGE":{"@TYPE":"IMAGEOBJECT","NTENTURL":","THUMBNAILURL":"}}],"PUBLISHER":{"@TYPE":"ORGANIZATN","NAME":"CREATIVE MATH","URL":","SCRIPTN":"IF APPLIED MATH IS REAL WRG, PURE MATH IS POETRY.\N\NLET'S GET ABSTRACT--LET'S GET CREATIVE \UD83D\UDCA1","TERACTNSTATISTIC":{"@TYPE":"INTERACTNCOUNTER","NAME":"SUBSCRIBERS","TERACTNTYPE":","ERINTERACTNCOUNT":1},"INTIFIER":"PUB:868430","LOGO":{"@TYPE":"IMAGEOBJECT","URL":","NTENTURL":","THUMBNAILURL":"},"IMAGE":{"@TYPE":"IMAGEOBJECT","URL":","NTENTURL":","THUMBNAILURL":"},"SAMEAS":["]}}SHARE THIS POSTMATH IS COPY LKFACEBOOKEMAILNOTOTHERMATH IS GAY

When a math problem proved difficult to solve, she often rpond to my explanatns wh “That’s so gay, ” rated om time to time wh other choice remarks.

I began to take a firmer stance, explag that g the word gay a disparagg way is disrpectful and hurtful to everyone, and particularly to LGBT people.

GAY (HOMOSEXUAL) AND GAY (HAPPY)

Pri, formerly known as Gay Pri, is a regnn of LGBTQ inty, affirmatn of equal rights, and celebratn of visibily, digny, and diversy the LGBTQ muny. G: Gay. Why gay or lbian and not “homosexual”?

While the word homosexual is still ocsnally ed some ntexts, you might have noticed that don’t make an appearance any versn of the LGBTQ acronym. As our age note on the term stat, “up until 1973, homosexualy was listed The Diagnostic and Statistil Manual of Mental Disorrs (DSM), psychiatry’s standard reference on the classifitn of mental illns. People aware of this former tegorizatn feel that the term homosexual still rri a negative nnotatn.

” In fact, the term homosexual was liberately rejected by early gay rights activists bee, acrdg to The New York Tim, “they did not want to be intified as exclively sexual begs. For the and other reasons, the term homosexual is wily nsired disparagg and offensive.

GAY

Instead, the terms gay and lbian are generally preferred. Gay, on the other hand, n be ed to scribe a person of any genr who experienc same-sex attractn, although is most often ed to scribe a man who is attracted to men.

The days, the term homosexual is typilly limed to medil ntexts, if ed at all. On June 28, 1969, the New York Cy police raid the Stonewall Inn, a bar equented by gay and genr-nonnformg people (at a time when terms like LGBTQ didn’t yet exist).

They attempted to arrt the gay and trans bar patrons, which started a seri of protts agast the police.

*BEAR-MAGAZINE.COM* MATH GAY MEANING

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class="available-ntent"><div dir="to" class="body markup"><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="306" height="33.5" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" fetchprry="high" /></picture><div></div></div></a></figure></div><p>Math is queer, and not jt bee of puns volvg homos.</p><p>But before we talk about that, let’s get a broar picture of mathematics self.</p><p>Image mathematics to be a nse fort. Each tree is a problem or object that ptur a rpective field (topologil spac topology, sets set theory, groups and rgs algebra, and so forth). To study the objects is to look at the var ponents that make up the tree, often wh a magnifyg glass.</p><p>There’s an exprsn that turns up monly among math nversatnalists:</p><blockquote><p><em>Can’t see the fort for the tre.</em></p></blockquote><p>When you’re so zoomed , even if you are borrowg techniqu om lookg at other tre—you miss the bigger picture.</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="352" height="198" data-attrs="{"src":" Dora the Explorer Season 8 Episo 16: Dora's Night Light Adventure - Full show on Paramount Pl","tle":null,"type":null,"href":null,"belowTheFold":false,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="Watch Dora the Explorer Season 8 Episo 16: Dora's Night Light Adventure - Full show on Paramount Pl" tle="Watch Dora the Explorer Season 8 Episo 16: Dora's Night Light Adventure - Full show on Paramount Pl" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /></picture><div></div></div></a><figptn class="image-ptn">Dora’s Night Light Adventure</figptn></figure></div><p>Category theory is seeg the fort of mathematics self— looks at ways which the tre are related to one another: the roots that nnect and tertwe and the on that don’t, the patterns or lack of among the stcture, shap, and twists between tre.</p><p>Equipped wh a picture, let’s now troduce some more formal statements to enpsulate tegory theory a basic way:</p><p>Rell that a functn tak an put to an output. A functn is a directnal relatnship— tells how thgs the put relate to thgs the output (but not necsarily the other way around unls the functn satisfi certa properti).</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="199" height="95.46125461254613" data-attrs="{"src":" transformed functns wh arrows - mathrecreatn","tle":null,"type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="unrstandg transformed functns wh arrows - mathrecreatn" tle="unrstandg transformed functns wh arrows - mathrecreatn" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">the functn f relat x to y</figptn></figure></div><p><span>A </span><strong>morphism</strong><span> is a generalized ia of a functn which clus the relatn of ‘functn’ unr s umbrella—more formally, ’s a stcture-prervg mappg (relatn) om one mathematil stcture to another of the same kd.</span></p><p>Some exampl of morphisms and the objects they relate:</p><ul><li><p>Functns and sets</p></li><li><p>Lear transformatns and vector spac</p></li><li><p>Contuo functns and topologil spac</p></li></ul><p><span>A </span><strong>tegory</strong><span> pris of two thgs: the objects of the tegory and the morphisms (relatns/mappgs) which relate two objects (stead of </span><em>put</em><span> and </span><em>output</em><span>, objects are lled </span><em>source</em><span> and </span><em>target</em><strong>).</strong></p><p>In fact, those pots above each make up their own tegory: the tegory of sets, the tegory of vector spac, the tegory of tops (ugh).</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="176" height="176" data-attrs="{"src":" theory - Wikipedia","tle":"Category theory - Wikipedia","type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="Category theory - Wikipedia" tle="Category theory - Wikipedia" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">A tegory wh objects X, Y, Z and morphisms f and g</figptn></figure></div><p>Now we ask: what if we looked at morphisms between different tegori themselv?</p><p><span>A </span><strong>functor</strong><span> is a morphism between two tegori, mappg objects and morphisms one tegory to those another—this is how we see the fort. </span></p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="238" height="153.2125" data-attrs="{"src":" wh Functors. In our last post we provid some… | by Mar Perone | Statebox","tle":null,"type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="Fun wh Functors. In our last post we provid some… | by Mar Perone | Statebox" tle="Fun wh Functors. In our last post we provid some… | by Mar Perone | Statebox" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn"><span>Given tegori </span><em>C</em><span> and </span><em>D</em><span>, </span><strong>F</strong><span> is a functor such that </span><strong>F</strong><span>(</span><em>C</em><span>) = </span><em>D.</em></figptn></figure></div><p>We saw morphisms reprented as arrows—now we draw more arrows (dotted) between those arrows as well as their objects.</p><p>But let’s get even more meta:</p><p><span>A </span><strong>natural transformatn</strong><span> is a morphism between two functors. Practilly, provis a way to transform a functor to another while prervg posnal stctur of the morphisms. In other words, we n make a relatnship look like another and e to fd that they are really not that different (sound faiar?)</span></p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="296" height="193.74175824175825" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">Y homo</figptn></figure></div><p>Category theory origally veloped as a tool to e problems, but as grew as a field, enabled mathematicians to bridge realms prevly thought to be unnnected.</p><p>Set theory abstracts llectns of objects (lled elements), topology abstracts space, rgs abstract arhmetic, and so on. If mathematics abstracts objects and properti about those objects, tegory theory abstracts abstractn self—such that is lled “the math of math.”</p><p>So strong is s power of abstractn that any mathematil statement n be exprsed tegory theory—while may end up beg overly technil and nvoluted, do show how powerful and exprsive tegory theory is.</p><div class="ptned-image-ntaer"><figure><a class="image-lk image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="414" height="227.47252747252747" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div></div></div></a><figptn class="image-ptn">A func-y diagram</figptn></figure></div><p>Powerful, exprsive, reimagative—’s why tegory theory, the math of math, is both radil and queer.</p><p><span>In </span><a href=" rel="nofollow ugc noopener">LGBTQ+Math Day</a><span>, mathematician Ey Riehl talked about her work tegory theory on “Contractibily as Uniquens” which she am as “queerg uniquens.”</span></p><p>Informally and very loosely, Riehl showed a way to rive uniquens a problem posed to lose .</p><p>Formally, Riehl looked at a fundamental group a topologil space, which is a group ma of all the loops startg and endg at a base pot—if we lose the rtrictn that the paths have to be loops, we also lose the abily to pose any arbrary pair of elements back to self.</p><p>She showed that unr certa ndns, such a posn n still fact be unique and associative (a property we want sce mak nice thgs happen). </p><p><span>One, two, skip a few and g ntractibily (a property where a space n be ntuoly ntracted to a pot) and tegory theory that generaliz higher dimensnal tegori, Riehl go on to rive uniquens om the fact, drawg om s robtns and power </span><em>exprsive form</em><span> even wh an inty-losg transformatn.</span></p><p>Inty and exprsn are paramount queerns—allegorilly, I see this as a triumph of queer inty mathematics.</p><div class="ptned-image-ntaer"><figure><a class="image-lk is-viewable-img image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="256" height="307.05413105413106" data-attrs="{"src":"" class="sizg-normal" alt srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div class="image-lk-expand"><svg xmlns=" width="16" height="16" viewBox="0 0 24 24" fill="none" stroke="#FFFFFF" stroke-width="2" stroke-lep="round" stroke-lejo="round" class="luci luci-maximize2"><polyle pots="15 3 21 3 21 9"></polyle><polyle pots="9 21 3 21 3 15"></polyle><le x1="21" x2="14" y1="3" y2="10"></le><le x1="3" x2="10" y1="21" y2="14"></le></svg></div></div></a><figptn class="image-ptn"><span>Chen Chen poem Dora Malech scrib as “</span><a href=" rel="nofollow ugc noopener">inty form</a><span>”</span></figptn></figure></div><p><strong>The Queer Categoril Agenda</strong></p><p>At the heart of tegory theory isn’t to tegorize thgs, but to tach om the ia of a fixed label on somethg and stead look at the ways relat, meangful or not, to everythg else.</p><p>Natural transformatns pture and abstract the trsic notns of transformative inty and morphic relatnships. Extensnally, tegory theory reimag the foundatns of what ed to be thought of as necsary mathematics— ways analogo to the work of reimagg the msag once thought of as necsary and fundamental for genr and sexualy.</p><p>It’s queer, mathematil work: g the power of relatn and exprsn to not only unravel, but honor difference amed through samens.</p><div class="ptned-image-ntaer"><figure><a class="image-lk is-viewable-img image2" target="_blank" href=" data-ponent-name="Image2ToDOM" rel="nofollow ugc noopener"><div class="image2-set"><picture><source type="image/webp" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" /><img src=" width="223" height="296.7680608365019" data-attrs="{"src":" MATH DISPLAY by Se wh Miss Gil | Teachers Pay Teachers","tle":null,"type":null,"href":null,"belowTheFold":te,"topImage":false,"ternalRedirect":null}" class="sizg-normal" alt="RAINBOW MATH DISPLAY by Se wh Miss Gil | Teachers Pay Teachers" tle="RAINBOW MATH DISPLAY by Se wh Miss Gil | Teachers Pay Teachers" srcset=" 424w, 848w, 1272w, 1456w" siz="100vw" loadg="lazy" /></picture><div class="image-lk-expand"><svg xmlns=" width="16" height="16" viewBox="0 0 24 24" fill="none" stroke="#FFFFFF" stroke-width="2" stroke-lep="round" stroke-lejo="round" class="luci luci-maximize2"><polyle pots="15 3 21 3 21 9"></polyle><polyle pots="9 21 3 21 3 15"></polyle><le x1="21" x2="14" y1="3" y2="10"></le><le x1="3" x2="10" y1="21" y2="14"></le></svg></div></div></a></figure></div></div></div><div class="visibily-check"></div><div class="post-footer"><div class="pencraft ontend-pencraft-Box-module__flexGrow--mx4xz ontend-pencraft-Box-module__ret--VfQY8 ontend-pencraft-Box-module__display-flex--ZqeZt ontend-pencraft-Box-module__flex-jtify-space-between--NvIcg ontend-pencraft-Box-module__flex-align-center--rSd6h ontend-pencraft-Box-module__flex-gap-16--TpblU ontend-pencraft-Box-module__paddg-y-16--ohCEm ontend-pencraft-Box-module__borr-top-tail-themed--e17yZ 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6.54123 7.19389 6.57111C7.61104 6.601 8.01688 6.72026 8.38389 6.92082C8.75091 7.12138 9.0705 7.39855 9.32101 7.73352C9.56221 8.05605 10.0191 8.12194 10.3416 7.88068C10.6641 7.63942 10.7299 7.18238 10.4887 6.85985C10.113 6.3574 9.63359 5.94165 9.08307 5.64081C8.53255 5.33997 7.92378 5.16107 7.29806 5.11625Z"></path></g></svg></div><div translated class="pencraft ontend-pencraft-Box-module__ret--VfQY8 ontend-pencraft-Text-module__size-14--Ume6q ontend-pencraft-Text-module__le-height-20--p0dP8 ontend-pencraft-Text-module__weight-normal--s54Wf ontend-pencraft-Text-module__font-text--QmNJR ontend-pencraft-Text-module__lor-sendary--WRADg ontend-pencraft-Text-module__ret--dW0zZ ontend-pencraft-Text-module__body4--Pl3xY">Copy lk</div></button><button tabInx="0" type="button" class="button share-actn"><div class="actn-in"><svg role="img" width="16" height="17" viewBox="0 0 16 17" fill="none" stroke-width="1.8" stroke="#000" xmlns="><g><tle></tle><path d="M10.6543 1.38723C10.3533 0.960814 9.95383 0.61341 9.48976 0.374567C9.02902 0.137956 8.51908 0.0130716 8.00115 0.0100098C7.86087 0.0101844 7.72354 0.0502687 7.60519 0.125581C7.48684 0.200893 7.39237 0.308324 7.3328 0.435326L5.00368 5.67077H3.029C2.72335 5.66964 2.42059 5.73003 2.13876 5.84833C1.85692 5.96663 1.60177 6.14043 1.38849 6.35938C1.16707 6.57502 0.991841 6.83346 0.873459 7.11897C0.755078 7.40447 0.696022 7.71108 0.699885 8.02014V13.691C0.699885 14.3087 0.945273 14.9012 1.38207 15.338C1.81886 15.7747 2.41128 16.0201 3.029 16.0201H13.348C13.8951 16.021 14.425 15.8283 14.8438 15.4762C15.2626 15.1241 15.5434 14.6352 15.6366 14.0961L16.6493 8.4252C16.7252 8.09192 16.7252 7.74582 16.6493 7.41254C16.566 7.08205 16.4104 6.7742 16.1936 6.51128C15.9746 6.25 15.7017 6.03926 15.3936 5.89355C15.0762 5.7467 14.7306 5.67068 14.3809 5.67077H10.5328L11.0391 4.37457C11.2397 3.88784 11.3162 3.35894 11.2619 2.83533C11.1853 2.30894 10.9763 1.81065 10.6543 1.38723ZM4.75052 14.5518H3.029C2.91049 14.5525 2.79303 14.5296 2.68349 14.4844C2.57394 14.4392 2.47452 14.3726 2.39102 14.2885C2.23609 14.1199 2.14945 13.8997 2.14799 13.6708V8.02014C2.14913 7.901 2.17389 7.78328 2.22082 7.67377C2.26775 7.56427 2.33592 7.46515 2.4214 7.38216C2.50369 7.29576 2.60267 7.22698 2.71233 7.17998C2.822 7.13298 2.94007 7.10874 3.05938 7.10874H4.7809L4.75052 14.5518ZM10.6746 7.05811H14.3809C14.5145 7.05821 14.6462 7.08942 14.7657 7.14925C14.8875 7.20532 14.9948 7.28845 15.0796 7.39229C15.1675 7.49052 15.2301 7.60871 15.2619 7.73659C15.2922 7.8665 15.2922 8.00162 15.2619 8.13153L14.2493 13.8024C14.2087 14.017 14.094 14.2106 13.9252 14.3492C13.7619 14.4812 13.558 14.5528 13.348 14.5518H6.19862V6.45052L8.43659 1.38723H8.52773C8.9042 1.50037 9.23304 1.73413 9.4636 2.05252C9.69416 2.37092 9.81365 2.75627 9.80368 3.14925C9.8181 3.39741 9.78015 3.64583 9.69229 3.87836L9.23659 5.04292C9.15397 5.273 9.12623 5.51921 9.15558 5.76191C9.1877 6.00427 9.27425 6.23623 9.40875 6.44039C9.5535 6.6376 9.74028 6.80017 9.95558 6.91634C10.1774 7.03206 10.4244 7.0912 10.6746 7.08849V7.05811Z"></path></g></svg></div><div translated class="pencraft ontend-pencraft-Box-module__ret--VfQY8 ontend-pencraft-Text-module__size-14--Ume6q ontend-pencraft-Text-module__le-height-20--p0dP8 ontend-pencraft-Text-module__weight-normal--s54Wf ontend-pencraft-Text-module__font-text--QmNJR ontend-pencraft-Text-module__lor-sendary--WRADg ontend-pencraft-Text-module__ret--dW0zZ ontend-pencraft-Text-module__body4--Pl3xY">Facebook</div></button><button tabInx="0" type="button" class="button share-actn"><div class="actn-in"><svg role="img" width="21" height="16" viewBox="0 0 21 16" fill="none" stroke-width="1.8" stroke="#000" xmlns="><g><tle></tle><path fill-le="evenodd" clip-le="evenodd" d="M2.22192 2.20503C2.36754 1.77115 2.78269 1.45455 3.26639 1.45455H17.9332C18.4169 1.45455 18.8321 1.77118 18.9777 2.2051L10.5999 8.02107L2.22192 2.20503ZM2.16639 3.94198V13.4545C2.16639 14.0529 2.66307 14.5455 3.26639 14.5455H17.9332C18.5365 14.5455 19.0332 14.0529 19.0332 13.4545V3.94206L11.0204 9.50462C10.7679 9.67991 10.4318 9.67991 10.1793 9.50462L2.16639 3.94198ZM20.4999 2.55809V13.4545C20.4999 14.8562 19.3465 16 17.9332 16H3.26639C1.85304 16 0.699707 14.8562 0.699707 13.4545V2.54545C0.699707 1.14379 1.85304 0 3.26639 0H17.9332C19.3407 0 20.4904 1.13441 20.4998 2.52818C20.5 2.53816 20.5001 2.54813 20.4999 2.55809Z"></path></g></svg></div><div translated class="pencraft ontend-pencraft-Box-module__ret--VfQY8 ontend-pencraft-Text-module__size-14--Ume6q ontend-pencraft-Text-module__le-height-20--p0dP8 ontend-pencraft-Text-module__weight-normal--s54Wf ontend-pencraft-Text-module__font-text--QmNJR ontend-pencraft-Text-module__lor-sendary--WRADg ontend-pencraft-Text-module__ret--dW0zZ ontend-pencraft-Text-module__body4--Pl3xY">Email</div></button><button tabInx="0" type="button" class="button share-actn"><div class="actn-in"><svg role="img" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke-width="1.8" stroke="#000" xmlns="><g><tle></tle><path d="M6.785 1.92766C5.45134 1.57031 4.08049 2.36176 3.72314 3.69543L0.444815 15.9303C0.0874636 17.264 0.878901 18.6348 2.21255 18.9922L5.37495 19.8396V7.66664C5.37495 6.40099 6.40096 5.37498 7.66661 5.37498H19.4723C19.3299 5.30548 19.1788 5.24858 19.0201 5.20604L6.785 1.92766Z" stroke="none"></path><path fill-le="evenodd" clip-le="evenodd" d="M8.44161 7.4C7.86632 7.4 7.39995 7.86637 7.39995 8.44167V22.1081C7.39995 22.6834 7.86631 23.1498 8.4416 23.1498L22.1083 23.15C22.6836 23.15 23.1499 22.6836 23.1499 22.1083V8.44167C23.1499 7.86637 22.6836 7.4 22.1083 7.4H8.44161ZM10.3999 9.65C9.84766 9.65 9.39995 10.0977 9.39995 10.65C9.39995 11.2023 9.84766 11.65 10.3999 11.65H18.3999C18.9522 11.65 19.3999 11.2023 19.3999 10.65C19.3999 10.0977 18.9522 9.65 18.3999 9.65H10.3999ZM10.3999 14.15C9.84766 14.15 9.39995 14.5977 9.39995 15.15C9.39995 15.7023 9.84766 16.15 10.3999 16.15H15.3999C15.9522 16.15 16.3999 15.7023 16.3999 15.15C16.3999 14.5977 15.9522 14.15 15.3999 14.15H10.3999Z" stroke="none"></path></g></svg></div><div class="pencraft ontend-pencraft-Box-module__ret--VfQY8 ontend-pencraft-Text-module__size-14--Ume6q ontend-pencraft-Text-module__le-height-20--p0dP8 ontend-pencraft-Text-module__weight-normal--s54Wf ontend-pencraft-Text-module__font-text--QmNJR ontend-pencraft-Text-module__lor-sendary--WRADg ontend-pencraft-Text-module__ret--dW0zZ ontend-pencraft-Text-module__body4--Pl3xY">Not</div></button><button tabInx="0" id="trigger230281" aria-expand="false" aria-haspopup="dialog" aria-ntrols="dialog230282" ariaLabel="View more" type="button" class="button share-actn"><div class="actn-in"><svg role="img" width="100" height="100" viewBox="0 0 100 100" fill="none" stroke-width="1.8" stroke="#000" xmlns="><g><tle></tle><circle cx="23" cy="50" r="9"></circle><circle cx="50" cy="50" r="9"></circle><circle cx="77" cy="50" r="9"></circle></g></svg></div><div translated class="pencraft ontend-pencraft-Box-module__ret--VfQY8 ontend-pencraft-Text-module__size-14--Ume6q ontend-pencraft-Text-module__le-height-20--p0dP8 ontend-pencraft-Text-module__weight-normal--s54Wf ontend-pencraft-Text-module__font-text--QmNJR ontend-pencraft-Text-module__lor-sendary--WRADg ontend-pencraft-Text-module__ret--dW0zZ ontend-pencraft-Text-module__body4--Pl3xY">Other</div></button></div></div></div></div></div></div></div></div><a role="button" href=" class="post-ufi-button style-button post-ufi-ment-button no-label wh-borr"><svg role="img" style="height: 20px; width: 20px;" width="20" height="20" viewBox="0 0 24 24" fill="#000000" stroke-width="2" stroke="#000" xmlns=" class="in"><g><tle> .

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