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rdfs:label
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"Bộ ba số Pythagore"@vi
"Pifagor sonlari"@uz
"Pisagor üçlüsü"@tr
"Pitagora trijnieks"@lv
"Pitagora triopo"@eo
"Pitagorina trojka"@sr-el
"Pitagorine trojke"@bs
"Pitagorine trojke"@hr
"Pitagorine trojke"@sh
"Pitagoro trejetas"@lt
"Pytagoreisk trippel"@nb
"Pythagoraan kolmikko"@fi
"Pythagorase kolmik"@et
"Pythagorean triple"@en
"Pythagoreisk trippel"@sv
"Pythagorejská trojice"@cs
"Pythagorese drietallen"@nl
"Pythagoræiske tal"@da
"Pýþagórískur þríhyrningur"@is
"Terna pitagòrica"@ca
"Terna pitagòrica"@scn
"Terna pitagórica"@gl
"hiruko pitagoriko"@eu
"numerus triplex Pythagorae"@la
"pitagoraszi számhármas"@hu
"pitagorejska trojica"@sl
"pythagoreisches Tripel"@de
"rangkap tiga Pythagoras"@id
"rangkap tiga Pythagoras"@ms
"terna pitagorica"@it
"terna pitagórica"@es
"terno pitagòrich"@pms
"terno pitagórico"@pt
"triarach Píotagarásach"@ga
"triawdau Pythagoraidd"@cy
"triplet pitagoreic"@ro
"triplet pythagoricien"@fr
"truple pitagoran"@lfn
"trójki pitagorejskie"@pl
"Πυθαγόρεια τριάδα"@el
"Питагорина тројка"@mk
"Питагорина тројка"@sr
"Питагорина тројка"@sr-ec
"Питагоров триъгълник"@bg
"Пифагор виççĕлĕхĕ"@cv
"Пифагорова тройка"@ru
"Піфагорава тройка"@be
"Піфагорава тройка"@be-tarask
"Числа Піфагора"@uk
"Պյութագորասի եռյակ"@hy
"שלשה פיתגורית"@he
"اعداد فیثاغورسی"@fa
"ثلاثية فيثاغورس"@ar
"سیانەی پیتاگۆرسی"@ckb
"पायथागोरसची त्रिकूटे"@mr
"পিথাগোরীয় ত্রয়ী"@bn
"பித்தகோரசு மும்மை"@ta
"പൈതഗോറിയൻ ത്രയങ്ങൾ"@ml
"สามสิ่งอันดับพีทาโกรัส"@th
"პითაგორას რიცხვები"@ka
"ピタゴラスの三つ組"@ja
"勾股数"@zh
"勾股数"@zh-cn
"勾股数"@zh-hans
"勾股数"@zh-sg
"勾股數"@zh-hant
"勾股數"@zh-hk
"勾股數"@zh-tw
"피타고라스 삼조"@ko
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skos:altLabel
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"Bộ ba Pitago"@vi
"Bộ ba Pytago"@vi
"Bộ ba Pythagore"@vi
"Egyptisk triangel"@sv
"Liczby pitagorejskie"@pl
"Nombres pythagoriciens"@fr
"Pifagor Sonlari"@uz
"Pytagoreisk trippel"@sv
"Pythagorean triples"@en
"Pythagorees drietal"@nl
"Pythagoreische Zahlen"@de
"Pythagoreische tripletten"@nl
"Pythagoreisches Zahlentripel"@de
"Pythagoreiska tal"@sv
"Pythagoresisches Tripel"@de
"Pythagoreïsche tripletten"@nl
"Pythagoräische Tripel"@de
"Pythagoräische Zahlen"@de
"Pythagoräisches Tripel"@de
"Pythagoräisches Zahlentripel"@de
"Pythagoræisk talsæt"@da
"Pythagoræiske talsæt"@da
"Pýþagórísk þrennd"@is
"Pýþagórískir þríhyrningar"@is
"Równanie Pitagorasa"@pl
"Terna pitagorica"@scn
"Ternas Pitagóricas"@pt
"Terne pitagoriche"@it
"Terni pitagorica"@scn
"Terni pitagorichi"@scn
"Trio pitagórico"@pt
"Triopo de Pitagoro"@eo
"Triplo pitagórico"@pt
"Trójka pitagorejska"@pl
"Trójkąt pitagorejski"@pl
"generátor pythagorejských čísel"@cs
"pitagorejska trojka"@sl
"tern pitagòric"@ca
"tripletta pitagorica"@it
"Питагорејска тројка"@sr
"Питагорејске тројке"@sr
"Питагорине тројке"@sr
"Питагорини бројеви"@sr
"Питагорова тройка"@bg
"Пифагоровы тройки"@ru
"Пифагоровы числа"@ru
"Піфагорові трійки"@uk
"Піфагорові числа"@uk
"שלשה פיתגוראית"@he
"ثلاثية فيثاغورث"@ar
"ثلاثيه فيثاغورس"@ar
"مثلث فيثاغوري"@ar
"ピタゴラス数"@ja
"畢氏三元數"@zh
"畢達哥拉斯三元數"@zh
"피타고라스 수"@ko
|
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schema:description
|
"Begriff aus der Zahlentheorie"@de
"Conjunto de números inteiros relacionados"@pt
"a^2 = b^2 + c^2 erlazioa betetzen duten hiru zenbaki osoren multzoa. Adibidez, 3, 4 eta 5 zenbakien multzoa edo 8, 15, 17 zenbakien multzoa"@eu
"celočíselné strany pravoúhlých trojúhelníků"@cs
"conjunto ordenado de tres números enteros positivos a, b, c, y son solución de la ecuación diofántica cuadrática a2+b2=c2"@es
"liczby naturalne spełniające równanie Pitagorasa"@pl
"matematikai fogalom"@hu
"three positive integers, the squares of two of which sum to the square of the third"@en
"tiga bilangan bulat positif, kuadrat dari dua di antaranya dijumlahkan dengan kuadrat dari yang ketiga"@id
"tres enteiros positivos, os cadrados de dous suman igual que o cadrado do terceiro"@gl
"tres naturals positius, els quadrats de dos dels quals sumen el quadrat del tercer"@ca
"tri pozitivna cela števila, pri čemer je vsota kvadratov dveh enaka kvadratu tretjega"@sl
"trojka prirodnih brojeva gdje zbroj kvadrata dva daje kvadrat trećeg"@hr
"Натуральні Числа a, b і c які при a<b<c: a²+b²=с²."@uk
"שלשת מספרים שסכום הריבועים של שניים מהם שווה לריבוע השלישי"@he
"符合勾股定理的三個正整數解組成的數組"@zh
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schema:dateModified
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"2026-07-26T07:51:50+00:00"^^xsd:dateTime
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schema:version
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2522806743
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Pythagorean theorem
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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"><mo stretchy="false">(</mo><mi>a</mi><mo>,</mo><mi>b</mi><mo>,</mo><mi>c</mi><mo stretchy="false">)</mo></mstyle></mrow></math>"^^http://www.w3.org/1998/Math/MathML
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