@prefix p: <http://www.wikidata.org/prop/> .
@prefix rdfs: <http://www.w3.org/2000/01/rdf-schema#> .
@prefix schema1: <http://schema.org/> .
@prefix skos: <http://www.w3.org/2004/02/skos/core#> .
@prefix wd: <http://www.wikidata.org/entity/> .
@prefix wds: <http://www.wikidata.org/entity/statement/> .
@prefix wdt: <http://www.wikidata.org/prop/direct/> .
@prefix wdtn: <http://www.wikidata.org/prop/direct-normalized/> .
@prefix wikibase: <http://wikiba.se/ontology#> .
@prefix xsd: <http://www.w3.org/2001/XMLSchema#> .

wd:Q3886264 rdfs:label "تناظر محوري"@ar,
        "восевая сымэтрыя"@be-tarask,
        "অক্ষীয় প্রতিসাম্য"@bn,
        "Osna simetrija"@bs,
        "eix de simetria"@ca,
        "osová souměrnost"@cs,
        "Achsensymmetrie"@de,
        "Achsensymmetrie"@de-ch,
        "συμμετρία ως προς άξονα"@el,
        "axial symmetry"@en,
        "Axial symmetry"@en-ca,
        "axial symmetry"@en-gb,
        "aksa simetrio"@eo,
        "simetría axial"@es,
        "Simetria ardatz"@eu,
        "تقارن محوری"@fa,
        "symétrie axiale"@fr,
        "simetría axial"@gl,
        "simmetria assiale"@it,
        "線対称"@ja,
        "선대칭"@ko,
        "Aksiālā simetrija"@lv,
        "осна симетрија"@mk,
        "spiegelsymmetrie"@nl,
        "symetria osiowa"@pl,
        "simetria axial"@pt,
        "simetria axial"@pt-br,
        "Simetrie axială"@ro,
        "осевая симметрия"@ru,
        "Osová súmernosť"@sk,
        "osna simetrija"@sl,
        "Akiso"@sn,
        "axialsymmetri"@sv,
        "எதிரொளிப்பு சமச்சீர்மை"@ta,
        "осьова симетрія"@uk,
        "đối xứng trục"@vi,
        "軸對稱"@zh ;
    schema1:dateModified "2026-08-16T04:17:17+00:00"^^xsd:dateTime ;
    schema1:description "typ geometrického zobrazení"@cs,
        "spiegelbildliche Anordnung von Zeichen zu beiden Seiten einer gedachten Linie"@de,
        "δύο σημεία Α και Α' είναι συμμετρικά ως προς μία ευθεία ε, αν η ε είναι η μεσοκάθετός τους"@el,
        "symmetry with respect to an axis, when a shape which does not change upon undergoing a rotation around its symmetry axis"@en,
        "simetría alrededor de un eje"@es,
        "Zuzen batekiko biratzean aldatzen ez den konfigurazio geometriko bati dagokion ezaugarria. Zuzen horri simetria-ardatza esaten zaio. Ardatz-simetria simetria errotazionalaren kasu bat da."@eu,
        "simetría arredor dun eixo"@gl,
        "ある直線を軸として、図形を反転させると自らと重なり合う対称性"@ja,
        "odwzorowanie geometryczne"@pl,
        "simetria com relação a um eixo, quando uma forma não se altera quando sofre rotação em torno de seu eixo de simetria"@pt,
        "simetria com relação a um eixo, quando uma forma não se altera quando sofre rotação em torno de seu eixo de simetria"@pt-br,
        "несколько похожих симметрий (изометрий пространства)"@ru,
        "Sự đối xứng với nhau của hai điểm qua một đường thẳng"@vi,
        "當在圍繞其對稱軸旋轉時不改變的形狀時，相對於軸的對稱性"@zh ;
    schema1:version 2531845154 ;
    wikibase:identifiers 14 ;
    wikibase:sitelinks 26 ;
    wikibase:statements 18 ;
    skos:altLabel "تناظر انعكاسي"@ar,
        "eixos de simetria"@ca,
        "simetria axial"@ca,
        "simetria de revolució"@ca,
        "osová symetrie"@cs,
        "Spiegelsymmetrie"@de,
        "Spiegelsymmetrisch"@de,
        "Symmetrieachse"@de,
        "αξονική συμμετρία"@el,
        "axisymmetry"@en,
        "line symmetry"@en,
        "reflection symmetry"@en,
        "aximetría"@es,
        "simetría cilíndrica"@es,
        "simetría radial"@es,
        "simetría rotacional"@es,
        "Simetria-ardatz"@eu,
        "ardatz-simetria"@eu,
        "azimut-simetria"@eu,
        "symetrie axiale"@fr,
        "reflexión"@gl,
        "対称軸"@ja,
        "左右対称"@ja,
        "線対称性"@ja,
        "軸対称"@ja,
        "Aksiāla simetrija"@lv,
        "Lijnsymmetrie"@nl,
        "Symmetrie-as"@nl,
        "Odbicie zwierciadlane"@pl,
        "Oś symetrii"@pl,
        "eixo de simetria"@pt,
        "simetria em relação a uma reta"@pt,
        "eixo de simetria"@pt-br,
        "simetria em relação a uma reta"@pt-br,
        "вращательная симметрия"@ru,
        "отражательная симметрия"@ru,
        "aksialna simetrija"@sl,
        "osna somernost"@sl,
        "線對稱"@zh,
        "轴对称图形"@zh ;
    p:P1014 wds:Q3886264-2883FB31-6C3D-4186-86B5-0B3A4E42E024 ;
    p:P10283 wds:Q3886264-5154EC08-147B-4851-8F34-40B4A7BC0BC5 ;
    p:P11408 wds:Q3886264-560099ba-1796-436c-bd98-dbc5d3cab759 ;
    p:P12385 wds:Q3886264-0bff8cf8-9443-4db2-acc2-83ff42282129 ;
    p:P12596 wds:Q3886264-D7DDE5F3-3A4F-4B11-842C-6470C2DC58B2 ;
    p:P1296 wds:Q3886264-35D32117-D2E5-4DAF-B984-6B6AA4E111A0 ;
    p:P1382 wds:Q3886264-46b22dcb-4221-c0b5-bc55-832fafb0712e ;
    p:P1552 wds:Q3886264-4c95a103-42e1-dc6c-e087-d7bed2057a8f,
        wds:Q3886264-9f894924-47b0-5f55-0c5a-053009fe7737 ;
    p:P227 wds:Q3886264-4176C77D-59E3-402E-9C9F-A3901EDC992A ;
    p:P2581 wds:Q3886264-69472DBA-0B27-4D26-9A03-6D363339FEBE ;
    p:P2671 wds:Q3886264-E60BA5D2-2B9D-4B5A-8050-DCB67C2404A5 ;
    p:P279 wds:q3886264-337d6a73-459d-f6fd-981b-6a40c75a80a2 ;
    p:P3417 wds:Q3886264-CF24F7BF-1304-45F2-8174-80FD50B14CDD ;
    p:P4746 wds:Q3886264-05086E98-F09E-4414-8EBB-D24C86C1448D ;
    p:P691 wds:Q3886264-F8D72723-8DBD-460E-B8F3-EF972A77306D ;
    p:P7033 wds:Q3886264-89259EB1-5F99-4D95-B713-E36B7B557253 ;
    p:P9322 wds:Q3886264-72DBE9CE-C310-40BA-8045-87F386E21261 ;
    wdtn:P1014 <http://vocab.getty.edu/aat/300168543> ;
    wdtn:P227 <https://d-nb.info/gnd/4843726-8> ;
    wdtn:P2581 <http://babelnet.org/rdf/s00596023n> ;
    wdtn:P2671 <http://g.co/kg/g/120htng5> ;
    wdtn:P7033 <http://vocabulary.curriculum.edu.au/scot/7535> ;
    wdt:P1014 "300168543" ;
    wdt:P10283 "C35377427" ;
    wdt:P11408 "線対称" ;
    wdt:P12385 "eix-de-simetria" ;
    wdt:P12596 "103207" ;
    wdt:P1296 "0177464" ;
    wdt:P1382 wd:Q15955882 ;
    wdt:P1552 wd:Q15629613,
        wd:Q516175 ;
    wdt:P227 "4843726-8" ;
    wdt:P2581 "00596023n" ;
    wdt:P2671 "/g/120htng5" ;
    wdt:P279 wd:Q593950 ;
    wdt:P3417 "Axial-Symmetry" ;
    wdt:P4746 "133547" ;
    wdt:P691 "ph123852" ;
    wdt:P7033 "scot/7535" ;
    wdt:P9322 "0404747-osova-soumernost" .