|
rdfs:label
|
"Asimptoot"@af
"Asimptot"@az
"Asimptota"@an
"Asimptota"@lv
"Asimptota"@sl
"Asimptota"@sr-el
"Asimptota"@uz
"Asimptotė"@lt
"Asintot"@lmo
"Asintota"@eu
"Asymptote"@de
"Asymptote"@tl
"Asíntota"@gl
"Asïmptota"@kk-latn
"Asïmptota"@kk-tr
"Sonuşmaz"@tr
"asamtóit"@ga
"asimptoto"@eo
"asimptoto"@io
"asimptotă"@ro
"asimtot"@id
"asintoto"@it
"assimptota"@pt
"assíntota"@pt-br
"asymptohtta"@se
"asymptoot"@nl
"asymptoot"@smn
"asymptootti"@fi
"asymptot"@sv
"asymptota"@cs
"asymptota"@pl
"asymptota"@sk
"asymptote"@en
"asymptote"@da
"asymptote"@nb
"asymptote"@nn
"asymptote"@fr
"asymptott"@sms
"asymtot"@cy
"aszimptota"@hu
"asímptota"@ca
"asíntota"@es
"asíntota"@ast
"asümptoot"@et
"aðfella"@is
"Ασύμπτωτες συνάρτησης"@el
"Асимптота"@bg
"Асимптота"@cv
"Асимптота"@kk
"Асимптота"@kk-cyrl
"Асимптота"@kk-kz
"Асимптота"@ky
"Асимптота"@mk
"Асимптота"@sr
"Асимптота"@sr-ec
"Асімптота"@be
"асимптота"@ru
"асимптота"@uk
"ասիմպտոտ"@hy
"אסימפטוטה"@he
"اسىيمپتوتا"@kk-arab
"اسىيمپتوتا"@kk-cn
"خط مقارب"@ar
"لێنەکەوت"@ckb
"مجانب"@fa
"अनंतस्पर्शी"@hi
"অসীমসীমা রেখা"@bn
"அணுகுகோடு"@ta
"അനന്തതാസ്പർശകം"@ml
"เส้นกำกับ"@th
"渐近线"@wuu
"渐近线"@zh
"渐近线"@zh-cn
"渐近线"@zh-hans
"渐近线"@zh-sg
"漸近線"@ja
"漸近線"@yue
"漸近線"@zh-hant
"漸近線"@zh-hk
"漸近線"@zh-tw
"점근선"@ko
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|
skos:altLabel
|
"Asimptot"@tr
"Asimptote"@lv
"Asimptotisks"@lv
"Asimtot"@tr
"Asintota"@es
"Asintota horizontal"@es
"Asintota oblicua"@es
"Asintota vertical"@es
"Asintotas"@es
"Assímptota"@ca
"Asymptota funkcji"@pl
"Asymptota krzywej"@pl
"Asymptota lewostronna"@pl
"Asymptota obustronna"@pl
"Asymptota pionowa"@pl
"Asymptota pochyła"@pl
"Asymptota pozioma"@pl
"Asymptota prawostronna"@pl
"Asymptota skośna"@pl
"Asymptota ukośna"@pl
"Asymptote"@ml
"Asymptoter"@da
"Asymptoter"@sv
"Asymptotisk"@da
"Asymptotisk"@sv
"Asymptotisk kurva"@sv
"Asymptotiskt"@sv
"Asímptota"@an
"Asíntota horizontal"@es
"Asíntota oblicua"@es
"Asíntota vertical"@es
"Asíntotas"@es
"Limites al infinito"@es
"Límites al infinito"@es
"Näherungsfunktion"@de
"asintoto obliquo"@it
"asintoto orizzontale"@it
"asintoto verticale"@it
"assímptota"@pt
"assíntota"@pt
"asymptote horizontale"@fr
"asymptote oblique"@fr
"asymptote verticale"@fr
"asymptotická přímka"@cs
"asymptotique"@fr
"asymptotisch"@de
"curva asintotica"@it
"retta asintotica"@it
"Ósnertill"@is
"Асимптота функције"@sr
"асимптоты"@ru
"אסימפטוטי"@he
"الخط المقارب"@ar
"المستقيم المقارب"@ar
"المستقيمات المقاربة"@ar
"المنحنى المقارب"@ar
"المنحنيات المقاربة"@ar
"خط تقارب"@ar
"مستقيم مقارب"@ar
"مستقيمات مقاربة"@ar
"مقارب المنحنى"@ar
"مقارب منحنى"@ar
"منحنى مقارب"@ar
"منحنيات مقاربة"@ar
"அணுகு கோடு"@ta
"தொலைத் தொடுகோடு"@ta
"தொலைத்தொடுகோடு"@ta
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schema:description
|
"Begriff"@de
"concept en mathématiques"@fr
"concept în matematică"@ro
"concepto matemático"@es
"garis yang jaraknya dengan kurva mendekati nol seiring x atau y mendekati takhingga"@id
"límit de la recta tangent"@ca
"matematikai fogalom"@hu
"pri dudimensia kurbo en la xy-ebeno, iu rekto tia ke la distanco inter la kurbo kaj la rekto alproksimiĝas al 0, kiam x→∞ aŭ y→∞"@eo
"recta á que se aproxima continuamente a gráfica dunha función"@gl
"regarding a curve, a line such that the distance between the curve and the line approaches 0 as x→∞ or y→∞"@en
"rodzaj linii prostej związanej z niektórymi krzywymi płaskimi, zwłaszcza z wykresami niektórych funkcji jednej zmiennej rzeczywistej"@pl
"termine"@it
"прямая, обладающая тем свойством, что расстояние от точки кривой до этой прямой стремится к нулю при удалении точки вдоль ветви в бесконечность"@ru
"একটি বিশ্লেষণাত্মক জ্যামিতি"@bn
"幾何学図形の一つ"@ja
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schema:dateModified
|
"2026-11-08T15:22:50+00:00"^^xsd:dateTime
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schema:version
|
2566535161
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wikibase:identifiers
|
39
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wikibase:sitelinks
|
62
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wikibase:statements
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50
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p:P10017
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wd:statement/Q179436-23177254-4e77-bc3f-8ad5-f8604c23cb63
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p:P10283
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wd:statement/Q179436-24891A70-9632-4BF0-8338-CDD0535D3B03
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p:P12385
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wd:statement/Q179436-f1cbd638-8901-4deb-b7d5-cb21e9925917
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p:P1245
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wd:statement/Q179436-EBBFFDD2-48CF-4EE9-8DD8-39873F8EE793
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p:P1296
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wd:statement/Q179436-1B39FC99-ADB2-420B-91D3-D932BBCA7D3A
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p:P12975
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wd:statement/Q179436-68f71773-43ea-7412-67ba-526fbb4c96d7
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p:P1343
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wd:statement/Q179436-3526FBD4-3BBF-41E8-8BE1-065CE69D2173
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wd:statement/Q179436-4fb53420-4a3b-31e4-9702-2edaebe24b8d
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wd:statement/Q179436-a3b202b1-ff6c-4bbd-aad0-01cf9baa7da2
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p:P1417
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wd:statement/Q179436-4240ba0b-432c-5156-c799-133fafa3d863
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p:P18
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wd:statement/Q179436-3c235a89-4ed8-c5fc-235f-c2ffea28a16b
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wd:statement/Q179436-962d2d2a-49ef-0e04-7bd6-da96947972d8
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p:P2163
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wd:statement/Q179436-d8c5c454-4b4f-c719-14eb-9fedfedb99bd
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p:P227
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wd:statement/Q179436-6e01efdd-4f7e-0b11-1f8d-14271a0d3a9e
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p:P2347
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wd:statement/Q179436-C3E6F3CC-53F6-4757-BF4F-684175B2C10B
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p:P244
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wd:statement/Q179436-000042d6-41c9-45e5-6a6a-4cba8facd6ee
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p:P2534
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wd:statement/Q179436-49B4F8B1-0856-449A-AAC9-DCBE6623F940
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p:P268
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wd:statement/Q179436-b39533c2-46e0-dd15-337f-4eb29c0cba5a
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p:P279
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wd:statement/Q179436-600c7371-4fe4-661d-e960-76f74043f89c
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p:P2812
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wd:statement/Q179436-4AF47D6E-BF65-4724-81F5-353C0D5CB72B
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p:P2924
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wd:statement/Q179436-9F5AE096-7B59-4AA3-B1B4-A92EC1404BA0
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p:P3222
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wd:statement/Q179436-A158C74C-7500-4C49-A75F-E7F7A8493D33
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p:P3365
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wd:statement/Q179436-bd943145-0eb7-4f47-97cb-6cc52cefbeef
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p:P349
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wd:statement/Q179436-00C4C724-DA78-4B71-86E7-F6A88CA257CC
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p:P3569
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wd:statement/Q179436-55CA92D6-D104-4824-A57E-786B0C7DAC07
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p:P373
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wd:statement/q179436-C9ABE474-A6BB-4BE9-A1F8-9D03DD037E08
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p:P3827
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wd:statement/Q179436-D001840B-32C0-4B7C-84D0-C5D1109FF29A
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p:P3847
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wd:statement/Q179436-efabbfe8-4e72-a4cb-f055-055ff500aa29
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wd:statement/Q179436-823d394f-495a-53e0-e09b-1ba9cc85af2d
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p:P4839
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wd:statement/Q179436-DC21F8E6-88FA-44B3-ADC6-52D51397C9A9
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p:P5019
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wd:statement/Q179436-98CB12C1-E634-4A63-8923-DB5712F0C384
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p:P5844
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wd:statement/Q179436-cde7763b-4dde-e95a-cf51-0205a3e397e9
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p:P6104
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wd:statement/Q179436-E0AC8EA3-06B1-4C10-818C-C94C16EE75A0
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p:P6366
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wd:statement/Q179436-84A6D292-C4DD-47F1-A043-7D74CEE23ADB
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p:P646
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wd:statement/Q179436-13600D2F-E734-45DD-A360-9216225B1998
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p:P6564
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wd:statement/Q179436-5cc39640-4001-4122-f007-98e3828de3f5
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p:P6706
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p:P7033
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p:P9545
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wd:statement/Q179436-6111CA32-580D-4D5B-A16D-5BA98ED264A4
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p:P9621
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wd:statement/Q179436-97E31C8F-37AD-4D5C-A07A-E2E2F5593FDC
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p:direct-normalized/P2163
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<http://id.worldcat.org/fast/819865>
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p:direct-normalized/P227
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<https://d-nb.info/gnd/4143275-7>
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p:direct-normalized/P2347
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<http://www.yso.fi/onto/yso/p19463>
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p:direct-normalized/P244
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<http://id.loc.gov/authorities/names/sh85009053>
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p:direct-normalized/P268
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<http://data.bnf.fr/ark:/12148/cb11966512x#about>
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p:direct-normalized/P349
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<http://id.ndl.go.jp/auth/ndlna/00574602>
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p:direct-normalized/P6366
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<https://makg.org/entity/58315980>
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p:direct-normalized/P7033
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<http://vocabulary.curriculum.edu.au/scot/15465>
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p:direct-normalized/P8814
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<http://wordnet-rdf.princeton.edu/rdf/id/13893574-n>
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wdt:P10017
|
"asintoto"
|
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wdt:P10283
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"C58315980"
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wdt:P12385
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"asimptota"
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wdt:P1245
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"530117"
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wdt:P1296
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"0081152"
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wdt:P12975
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"312"
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wdt:P1343
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Armenian Soviet Encyclopedia, vol. 1
|
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Belarusian encyclopedia
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|
The Nuttall Encyclopædia
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wdt:P1417
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"science/asymptote"
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wdt:P18
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<http://commons.wikimedia.org/wiki/Special:FilePath/Asymptote%20%28PSF%29.svg>
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|
<http://commons.wikimedia.org/wiki/Special:FilePath/Asymptotic%20curve%20hvo1.svg>
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wdt:P2163
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"819865"
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|
wdt:P227
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"4143275-7"
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wdt:P2347
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"19463"
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|
wdt:P244
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"sh85009053"
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|
wdt:P2534
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"<math class="mwe-math-element mwe-math-element-inline" xmlns="http://www.w3.org/1998/Math/MathML"><mrow data-mjx-texclass="ORD"><mstyle displaystyle="true" scriptlevel="0"><munder><mi form="prefix">lim</mi><mrow data-mjx-texclass="ORD"><mrow data-mjx-texclass="ORD"><mi>x</mi><mo stretchy="false" accent="false">→</mo><mn>1</mn></mrow></mrow></munder><mrow data-mjx-texclass="ORD"><mfrac><mrow data-mjx-texclass="ORD"><mi>x</mi></mrow><mrow data-mjx-texclass="ORD"><mrow data-mjx-texclass="ORD"><mi>x</mi><mo stretchy="false">−</mo><mn>1</mn></mrow></mrow></mfrac></mrow><mo stretchy="false">=</mo><mi mathvariant="normal">∞</mi></mstyle></mrow></math>"^^http://www.w3.org/1998/Math/MathML
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|
wdt:P268
|
"11966512x"
|
|
wdt:P279
|
line
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|
wdt:P2812
|
"Asymptote"
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|
wdt:P2924
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"1834157"
|
|
wdt:P3222
|
"asymptot"
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|
wdt:P3365
|
"asintoto"
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|
wdt:P349
|
"00574602"
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|
wdt:P3569
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"wiskunde/asymptoot"
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|
wdt:P373
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"Asymptotics"
|
|
wdt:P3827
|
"asymptotes"
|
|
wdt:P3847
|
"asymptotes"
|
|
wdt:P4223
|
"asintoto"
|
|
wdt:P4342
|
"asymptote"
|
|
wdt:P4839
|
"Entity["Concept", "Asymptote::wr8dq"]"
|
|
wdt:P5019
|
"asymptote"
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|
wdt:P5844
|
"asintoto"
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|
wdt:P6104
|
WikiProject Mathematics
|
|
wdt:P6366
|
"58315980"
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|
wdt:P646
|
"/m/013p9"
|
|
wdt:P6564
|
"asymptotes"
|
|
wdt:P6706
|
"asìntoto"
|
|
wdt:P7033
|
"scot/15465"
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|
wdt:P7305
|
"3871910"
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|
wdt:P7554
|
"Asymptote"
|
|
wdt:P7666
|
"asimptote"
|
|
wdt:P7982
|
"4183"
|
|
wdt:P8313
|
"asymptote"
|
|
wdt:P8349
|
"9618"
|
|
wdt:P8814
|
"13893574-n"
|
|
wdt:P910
|
Category:Asymptotics
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|
wdt:P935
|
"Asymptote"
|
|
wdt:P9545
|
"211314"
|
|
wdt:P9621
|
"asintoto"
|