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Lambang bunga seruni di gerbang kuil Shinto. Lambang Kekaisaran Jepang Lambang bunga seruni atau lambang bunga krisantemum (菊花紋章; 菊花紋code: ja is deprecated , kikuka monshō, kikka monshō; kikukamon, kikkamon) adalah desain lambang keluarga Jepang yang bermotifkan bunga seruni. Lambang Kekaisaran Jepang adalah lambang bunga seruni 16 daun mahkota. Asal usul Bunga seruni diintroduksi dari daratan Cina ke Jepang pada zaman Nara. Di daratan Cina, seruni sudah dibudidayakan sejak 3....

Rugby teamMilwaukee BarbariansFull nameMilwaukee Barbarians RugbyFounded1975; 49 years ago (1975)Ground(s)Brown Deer ParkPresidentTy AshLeague(s)USA Rugby Division 2 & 3 Team kit Official websitemilwaukeerugby.org The Milwaukee Barbarians are an American rugby team based in Milwaukee. The first team plays in Division 2 with an additional team playing in Division 3. History The club was founded in 1975 as Derry's Rugby Club but rebranded as the Milwaukee Barbarians in 201...

For other uses, see Ocnița (disambiguation). For the commune in the same district with the same name, see Ocnița, Ocnița. You can help expand this article with text translated from the corresponding article in Romanian. (April 2022) Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than...

Agave americana Agave americana Status konservasiRisiko rendahIUCN13507070 TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmonocotsOrdoAsparagalesFamiliAsparagaceaeGenusAgaveUpagenusAgave subg. AgaveBagianAgave sect. AgaveSpesiesAgave americana Linnaeus, 1753 Tata namaSinonim takson Agave altissima Zumagl. Agave americana var. marginata Trel. Agave americana var. mediopicta Trel. Agave americana var. picta (Salm-Dyck) A.Terracc. Agave americana f. picta (Salm-Dyck) Voss ...

Ираклеониты — ученики гностика Ираклеона (II век). Упоминаются как особая секта Епифанием и Августином; при крещении и миропомазании они соблюдали обряд помазания елеем и при этом произносили воззвания на арамейском языке, которые должны были освободить душу от власт�...

Warm-blooded vertebrates with wings and feathers For other uses, see Bird (disambiguation). Birds, Aves, and Avifauna redirect here. For other uses, see Birds (disambiguation), Aves (disambiguation), and Avifauna (disambiguation). BirdsTemporal range: Late Cretaceous – present, 72–0 Ma[1][2] PreꞒ Ꞓ O S D C P T J K Pg N Possible Early Cretaceous or early Late Cretaceous origin based on molecular clock[3][4][5] Scientific classification Domain: Eu...

Questa voce sull'argomento storia dell'agricoltura è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Questa voce o sezione sull'argomento agricoltura non è ancora formattata secondo gli standard. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Questa voce o sezione sull'argomento agricoltura non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili...

Canadian ice hockey player Ice hockey player Jason Beckett Beckett in 2009Born (1980-07-23) July 23, 1980 (age 43)Lethbridge, Alberta, CanadaHeight 6 ft 3 in (191 cm)Weight 216 lb (98 kg; 15 st 6 lb)Position DefenceShot RightPlayed for Philadelphia PhantomsMilwaukee AdmiralsHouston AerosSyracuse CrunchGrand Rapids GriffinsHK Acroni JeseniceNottingham PanthersNHL draft 42nd overall, 1998Philadelphia FlyersPlaying career 2000–2013 Jason Beckett (bor...

40°05′31″N 44°32′57″E / 40.09194°N 44.54917°E / 40.09194; 44.54917 Place in Yerevan, ArmeniaNubarashen ՆուբարաշենThe entrance to NubarashenCoordinates: 40°05′31″N 44°32′57″E / 40.09194°N 44.54917°E / 40.09194; 44.54917CountryArmeniaMarz (Province)YerevanFounded1932Government • Mayor of DistrictTelman TadevosyanArea • Total18 km2 (7 sq mi)Population (2011 census) �...

Oli PettigrewLahir2 April 1981 (umur 43)Hong KongPekerjaanAktor, model, dan pembawa acara televisiTahun aktif1999 - sekarangSitus webhttp://www.olipettigrew.com/ Oliver Pettigrew (lahir 2 April 1981) adalah seorang aktor Inggris kelahiran Hong Kong, model, dan pembawa acara televisi, dan sekarang berbasis di Singapura. Dia dikenal membawakan acara Cybermax dan Technomax di kanal Animax dan Sony Style di AXN.[1] Dia memiliki gelar BA(Hons) dalam Komunikasi Korporasi. Dia men...

تنتظر سمكة شفاه شرقية زاهية الألوان (Plectorhinchus vittatus) بصبر بينما تقوم سمكتان تنظيف شعريتان ذواتي الزخارف البارزة (Labroides dimidiatus) بانتقاء الطفيليات من جلدها. إن بقع ذيلها وزعانفها تشير إلى بلوغها النضج الجنسي، بينما تعكس تصرفات وشكل سمكتي التنظيف مدى استعدادهما لتقديم خدمة تنظي�...

1956 film by Friz Freleng Rabbitson CrusoeDirected byFriz FrelengStory byWarren FosterProduced byEdward SelzerStarringMel BlancMusic byMilt FranklynAnimation byGerry Chiniquy Art Davis Virgil RossLayouts byHawley PrattBackgrounds byIrv WynerColor processTechnicolorDistributed byWarner Bros. PicturesThe Vitaphone CorporationRelease date April 28, 1956 (1956-04-28) (U.S.) Running time7:25LanguageEnglish Rabbitson Crusoe is a 1956 Warner Bros. Looney Tunes short directed by Fr...

Religion in Ecuador (Census 2012)[1][2]   Catholicism (80.4%)  Protestantism (11.3%)  Other Christian (1.29%)  None / Other (6.96%) Religion in Ecuador (Pew Research Center 2014)[3]   Catholicism (79%)  Protestantism (13%)  Other Christian (2%)  No religious affiliation (5%)  Other religion (1%) Part of a series on theCulture of Ecuador History Pre-Columbian Ecuador Real Audienci...

  لمعانٍ أخرى، طالع جورج ميدلتون (توضيح). هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يوليو 2019) جورج ميدلتون معلومات شخصية تاريخ الميلاد سنة 1735   تاريخ الوفاة 6 أبريل 1815 (79–80 سنة)  الإقامة بوسطن  موا�...

Ada usul agar Bentō diganti judulnya dan dipindahkan ke Bento (Diskusikan).Bentō dengan lauk ikan salem Bento (弁当code: ja is deprecated , bentō)[1] atau o-bentō adalah istilah bahasa Jepang untuk makanan bekal berupa nasi berikut lauk-pauk dalam kemasan praktis yang bisa dibawa-bawa dan dimakan di tempat lain. Seperti halnya nasi bungkus, bentō bisa dimakan sebagai makan siang, makan malam, atau bekal piknik. Bentō biasanya dikemas untuk porsi satu orang, walaupun dalam ...

Prince of Orange from 1711 to 1751 William IVPortrait by unknown artist (1750)Prince of Orange Prince of Orange-NassauReign1 September 1711 – 22 October 1751PredecessorJohn William FrisoSuccessorWilliam VStadtholder of the United ProvincesReign4 May 1747 – 22 October 1751PredecessorWilliam IIISuccessorWilliam VBorn1 September 1711Leeuwarden, Dutch RepublicDied22 October 1751(1751-10-22) (aged 40)Huis ten Bosch, The Hague, Dutch RepublicBurial4 February 1752Nieuwe Kerk, DelftSpouse An...

The Unpardonable SinBlanche SweetSutradaraMarshall NeilanAlfred E. Green (asisten sutradara)ProduserHarry GarsonBlanche SweetDitulis olehKathryn Stuart (skenario)BerdasarkanThe Unpardonable Sinoleh Rupert HughesPemeranBlanche SweetEdwin Stevens Mary AldenSinematograferTony GaudioHenry CronjagerPerusahaanproduksiBlanche Sweet Productions / Harry Garson ProductionsDistributorWorld PicturesTanggal rilis 2 Maret 1919 (1919-03-02) Durasi9 rolNegaraAmerika SerikatBahasaBisu (intertitel Inggris...

En informatique, la porte de Toffoli, est une porte logique. Elle est réversible et universelle, ce qui signifie que n'importe quel circuit réversible peut être construit à partir de portes de Toffoli. Elle agit comme une porte NON à double contrôle, d'où le nom qu'on lui donne également de « controlled-controlled-not gate » (CCNOT). Elle est due à Tommaso Toffoli. Définition Représentation d'une porte de Toffoli La porte de Toffoli est une porte logique à 3 bits ...

Orang FaroeføroyingarPenari Faroe dengan kostum nasional.Jumlah populasica 70.000Daerah dengan populasi signifikan Kepulauan Faroe≈50.000[1][diragukan – diskusikan] Denmark21.687[2] Norwegia1.981[3][diragukan – diskusikan] Islandia500[butuh rujukan] Finlandia20[butuh rujukan]BahasaFaroe, Denmark (aksen Gøtudanskt)AgamaLutheranisme (Gereja Kepulauan Faroe)Secara historis ada juga agama Paganisme No...

Exponentielle Abnahme einer Größe vom anfänglichen Wert N {\displaystyle N} mit der Zeit t {\displaystyle t} . Die Kurve folgt der Gleichung N ( t ) = N ⋅ e − t ⋅ ln ⁡ ( 2 ) / T 1 / 2 {\displaystyle N(t)=N\cdot \mathrm {e} ^{-t\cdot \ln(2)/T_{1/2}}} . N {\displaystyle N} kann z. B. die anfängliche Zahl von radioaktiven Atomkernen in einer Probe sein. Die Halbwertszeit oder Halbwertzeit[1] (abgekürzt HWZ, Formelzeichen meist T 1 / 2 {\displaystyle ...