rdfs: label
ar
be
ca
ckb
cv
de
el
en
eo
es
fa
fi
fr
gl
he
hu
hy
it
ja
ko
la
lv
nl
pl
pt
ru
sl
sv
tr
uk
vi
zh
zh-hans
zh-hant
zh-hk
"Pascal teoremi"@tr
"Pascal's theorem"@en
"Pascal-tétel"@hu
"Pascalin lause"@fi
"Pascalov izrek"@sl
"Pascals sats"@sv
"Paskāla teorēma"@lv
"Satz von Pascal"@de
"Stelling van Pascal"@nl
"Teorema de Pascal"@ca
"Teorema de Pascal"@gl
"Teorema de Pascal"@pt
"Theorema Pascalium"@la
"Twierdzenie Pascala"@pl
"teorema de Pascal"@es
"teorema di Pascal"@it
"teoremo de Paskalo"@eo
"théorème de Pascal"@fr
"Định lý Pascal"@vi
"Θεώρημα του Πασκάλ"@el
"Паскаль теореми"@cv
"Теорема Паскаля"@ru
"Теорема Паскаля"@uk
"Тэарэма Паскаля"@be
"Պասկալի թեորեմ"@hy
"משפט פסקל"@he
"شش ضلعی عرفانی"@fa
"شەشلای عیرفانی"@ckb
"مبرهنة باسكال"@ar
"パスカルの定理"@ja
"帕斯卡定理"@zh
"帕斯卡定理"@zh-hans
"帕斯卡定理"@zh-hant
"帕斯卡定理"@zh-hk
"파스칼의 정리"@ko
skos: altLabel
cs
de
es
fr
it
ko
ru
"Pascalgerade"@de
"Pascalova věta o kuželosečkách"@cs
"droite de Pascal"@fr
"hexagrama mistico de Pascal"@es
"hexagrama místico de Pascal"@es
"retta di Pascal"@it
"théorème des hexamys"@fr
"Паскаля теорема"@ru
"Прямая Паскаля"@ru
"Теорема Киркмана"@ru
"신비로운 육각형"@ko
"신비한 육각형"@ko
"파스칼 정리"@ko
"파스칼 직선"@ko
"파스칼의 직선"@ko
schema: description
ca
de
en
fr
gl
hu
pl
ru
sv
"Se un hexágono arbitrario ABCDEF está inscrito nalgunha sección cónica, e se estenden os pares de lados opostos ata que se corten, os tres puntos OPQ nos que se intersecan estarán sobre unha liña recta"@gl
"geometriai állítás"@hu
"mathematischer Satz"@de
"plangeometrisk sats"@sv
"teorema de la geometria projectiva"@ca
"theorem"@en
"théorèmes mathématiques dus à Blaise Pascal"@fr
"twierdzenie planimetrii"@pl
"Теорема проективной геометрии"@ru
schema: dateModified
"2026-10-09T12:30:17+00:00"^^xsd:dateTime
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2555322531
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wikibase: sitelinks
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"teorema-paskalia-0ce8b2"
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Otto's encyclopedia
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Blaise Pascal
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theorem
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WikiProject Mathematics
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