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rdfs:label
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"Ikosaeder"@de
"Ikosaedri i rregullt"@sq
"Ikosahedron reguler"@id
"Korrapärane ikosaeeder"@et
"Regular icosahedron"@en-ca
"Taisyklingas ikosaedras"@lt
"dwudziestościan foremny"@pl
"icosaedro regolare"@it
"icosaedro regular"@es
"icosaedro regular"@pt
"icosaedro regular"@gl
"icosaèdre régulier"@fr
"icosàedre regular"@ca
"pravilni ikozaeder"@sl
"regelmatige icosaëder"@nl
"regula dudekedro"@eo
"regular icosahedron"@en
"regular icosahedron"@en-gb
"regulært ikosaeder"@nn
"szabályos ikozaéder"@hu
"κανονικό εικοσάεδρο"@el
"Ікасаэдр"@be
"Икосаедар"@mk
"Икосаедър"@bg
"правилни икосаедар"@sr
"правильний ікосаедр"@uk
"правильный икосаэдр"@ru
"ікасаэдр"@be-tarask
"Կանոնավոր իկոսաեդր"@hy
"Ուղղաձեւ քսանանիստ"@hyw
"עשרימון משוכלל"@he
"عشروني وجوه منتظم"@ar
"இருபதுமுக முக்கோணகம்"@ta
"წესიერი იკოსაედრი"@ka
"正二十面体"@ja
"正二十面体"@zh-hans
"正二十面體"@zh
"正廿面體"@yue
"정이십면체"@ko
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skos:altLabel
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"gyroelongated pentagonal bipyramid"@en
"gyroelongated pentagonal dipyramid"@en
"icosaedre regular"@ca
"icosahedron"@en
"ikosaeder"@nn
"ikosaedr"@pl
"ikozaedr"@pl
"ikozaéder"@hu
"икосаэдр"@ru
"правильный двадцатигранник"@ru
"правільны ікасаэдр"@be-tarask
"регулярный икосаэдр"@ru
"איקוסאדר משוכלל"@he
"איקוסהדרון משוכלל"@he
"איקוסהדרון רגולרי"@he
"正20面体"@zh
"正20面体"@zh-hans
"正20面體"@zh
"正二十面体"@zh
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schema:description
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"Platonic solid"@en
"bryła platońska"@pl
"platonischer Körper"@de
"regelmatig veelvlak met twintig vlakken"@nl
"regula pluredro de 20 trilateraj edroj"@eo
"solide de Platon"@fr
"solido platonico"@it
"sólido platónico"@es
"sólido platônico"@pt
"Πλατωνικό στερεό με είκοσι έδρες που είναι ισόπλευρα τρίγωνα"@el
"плятонава цела"@be-tarask
"тело Платона"@ru
"פאון משוכלל בעל עשרים פאות, אשר כל אחת מהן היא משולש שווה-צלעות, כלומר, משולש שכל צלעותיו שוות זו לזו וכל זוויותיו שוות זו לזו"@he
"مجسم أفلاطوني"@ar
"プラトンの立体"@ja
"正多面体"@zh-hans
"正多面體"@zh
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schema:dateModified
|
"2026-11-06T14:49:23+00:00"^^xsd:dateTime
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schema:version
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2565431639
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wikibase:identifiers
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7
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wikibase:sitelinks
|
26
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wikibase:statements
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38
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p:P10038
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wd:statement/Q18015071-69da61b6-46e5-a65b-d226-1327c2bbe081
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wd:statement/Q18015071-6c07985a-4fdf-4056-f78d-d81a2fb935bb
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p:P11408
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wd:statement/Q18015071-4815ea62-5f0f-400c-a57b-6889d6e63e1d
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p:P12457
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wd:statement/Q18015071-966CACC3-8A62-4601-B97A-661CF0628521
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p:P1299
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wd:statement/Q18015071-310123f3-4cc5-219f-dbeb-abca3988f59a
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p:P1312
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wd:statement/Q18015071-a0634c22-4739-9894-fc4f-ad799032b150
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p:P1322
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wd:statement/Q18015071-0b26df52-45f2-c951-d93a-9d1b40cc4d1a
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p:P13642
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wd:statement/Q18015071-243ba1c1-4e3f-1007-236e-92423b3b37a0
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p:P1552
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wd:statement/Q18015071-2ba53562-4916-015c-c867-bd52be961b99
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wd:statement/Q18015071-7dba571e-4b57-1d27-179e-65fa81081f3a
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wd:statement/Q18015071-91d9821a-42f3-27fd-4165-1b751a1431ce
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p:P1678
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wd:statement/Q18015071-9402bdfa-410a-e69e-0e72-69be9dd49c50
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p:P18
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wd:statement/Q18015071-5781e54a-40d8-e73f-9a0f-e588eb533433
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|
wd:statement/Q18015071-d7802f91-4790-d9ea-9968-352af5b0f682
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p:P1889
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wd:statement/Q18015071-bdf2c750-4436-b68a-b59f-ed3087a7d9c1
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p:P2670
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wd:statement/Q18015071-55DF2B1C-8A4D-4DB4-AF8C-2B3493343068
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|
wd:statement/Q18015071-5E7ABC39-C653-4527-B1D7-400A494FD285
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wd:statement/Q18015071-B9C5BB87-CB9A-4B9B-AF0F-5F9C45A4B355
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p:P279
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wd:statement/Q18015071-205d4ab7-4195-7c12-07e4-5bfcc0afa4f4
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wd:statement/Q18015071-3c33161b-4ee0-51ad-2fea-2470ebccf674
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wd:statement/Q18015071-5564769d-4502-fc29-bdb1-5025f212cfba
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wd:statement/Q18015071-9e4ec6d7-4249-cbcb-8f1f-0c9121d905ba
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wd:statement/Q18015071-daf92fc7-42a2-90f0-40b3-2b74f3fd5d24
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wd:statement/Q18015071-fa03c684-419b-4573-3cbf-10bc8c2c5556
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p:P2812
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wd:statement/Q18015071-bba9d97f-405b-7891-3439-459640bf2608
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p:P2924
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wd:statement/Q18015071-2C25644F-747F-4FFD-BFA1-7E2080E8FA36
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p:P31
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wd:statement/Q18015071-a6aa6bf7-4933-994f-5e61-e1a93993a8c8
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p:P3228
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wd:statement/Q18015071-56177cba-43a5-8e6f-8e15-1638297cc6c5
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p:P3263
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wd:statement/Q18015071-bb21d892-43f4-fb75-33da-c54e1e822905
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p:P373
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wd:statement/Q18015071-d77f46e3-459f-9fd3-10e4-c2aeef3fb386
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p:P4896
|
wd:statement/Q18015071-2bc265fa-488b-7e3a-f39c-c20c667ca81e
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|
wd:statement/Q18015071-f9b17e90-4eea-5546-a216-27831dfd87ce
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p:P6104
|
wd:statement/Q18015071-74D3B51F-D5EA-49B6-B549-514DAF9AEAE5
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p:P646
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wd:statement/Q18015071-0315AA46-1C11-4731-A504-55EB9A1DC0EF
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p:P6781
|
wd:statement/Q18015071-0382a97a-4e2a-00b3-4f74-d042c0d7e01b
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p:P8885
|
wd:statement/Q18015071-38f138ff-4b81-f1df-7fc0-a85c422c6962
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|
p:P935
|
wd:statement/Q18015071-621215A9-366E-4C5F-BF6B-FD2F42F0D6E9
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|
p:P9997
|
wd:statement/Q18015071-f4fc4cc6-4da1-96d6-8e32-bce5a0d612b3
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|
wdt:P10038
|
"I"
|
|
"sT"
|
|
wdt:P11408
|
"正二十面体"
|
|
wdt:P12457
|
icosahedral symmetry
|
|
wdt:P1299
|
icosahedral graph
|
|
wdt:P1312
|
equilateral triangle
|
|
wdt:P1322
|
regular dodecahedron
|
|
wdt:P13642
|
<http://commons.wikimedia.org/wiki/Special:FilePath/Icosahedron%20flat.svg>
|
|
wdt:P1552
|
surface area
|
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Rupert property
|
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volume
|
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wdt:P1678
|
pentagon
|
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wdt:P18
|
<http://commons.wikimedia.org/wiki/Special:FilePath/Icosahedron.svg>
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wdt:P1889
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icosahedron
|
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wdt:P2670
|
edge
|
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vertex
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face
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wdt:P279
|
gyroelongated pentagonal bipyramid
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snub polyhedron
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icosahedral pentagonal polytope
|
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Platonic solid
|
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icosahedron
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strictly-convex deltahedron
|
|
wdt:P2812
|
"RegularIcosahedron"
|
|
wdt:P2924
|
"2004501"
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|
wdt:P31
|
type of polytope up to similarity
|
|
wdt:P3228
|
"{3,5}"
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|
wdt:P3263
|
regular pentagon
|
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wdt:P373
|
"Icosahedron"
|
|
wdt:P4896
|
<http://commons.wikimedia.org/wiki/Special:FilePath/Regular%20icosahedron%20wireframe.stl>
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|
<http://commons.wikimedia.org/wiki/Special:FilePath/Regular%20icosahedron.stl>
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wdt:P6104
|
WikiProject Mathematics
|
|
wdt:P646
|
"/m/03vyw"
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wdt:P6781
|
"Definition:Icosahedron/Regular"
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|
wdt:P8885
|
"정이십면체"
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wdt:P935
|
"Icosahedron"
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wdt:P9997
|
"ike"
|
