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Lokasi Provinsi Giresun Giresun adalah sebuah provinsi di Turki. Provinsi ini terletak di pantai Laut Hitam. Provinsi-provinsi yang terletak di sekitarnya adalah Trabzon di sebelah timur, Gumushane di barat daya, Erzincan di selatan, Sivas di tenggara, dan Ordu di sebelah barat. Ibu kota provinsi ini adalah Giresun. lbsDaftar provinsi Turki Adana · Adıyaman · Afyonkarahisar · Ağrı · Aksaray · Amasya · Ankara · Ant...

Nilangsuka Perangko India dengan tepian berwarna NilangsukaCommon connotationsKetenteraman     Koordinat warnaTriplet hex#008B8BCMYKH   (c, m, y, k)(100, 0, 0, 45)SumberDaftar Istilah Warna[1]ColorHexa[2]H: Dinormalkan ke [0–100] (ratusan) Nilangsuka atau Benhur tua (Inggris: Dark cyancode: en is deprecated ) adalah suatu corak warna tua pertengahan hijau dan biru. Warna ini adalah salah-satu warna peramban.[3] Rujukan ^ Adiwimarta, Sri Sukesi...

Artikel ini bukan mengenai Cinta Brontosaurus (buku). Cinta BrontosaurusPoster filmSutradaraFajar NugrosProduserChand Parwez ServiaFiaz ServiaDitulis olehRaditya DikaBerdasarkanCinta Brontosaurusoleh Raditya DikaPemeranRaditya DikaEriska ReinisaSoleh SolihunPamela BowieTyas MirasihMeriam BellinaRonny P. TjandraBucek DeppDewi IrawanDimas GabraFikri RamdhanMoammar EmkaEnce BagusJoe P. ProjectPenata musikAndhika TriyadiSinematograferYadi SugandiPenyuntingCesa David LuckmansyahPerusahaanpro...

1912 Iowa gubernatorial election ← 1910 November 5, 1912 1914 →   Nominee George W. Clarke Edward G. Dunn John L. Stevens Party Republican Democratic Progressive Popular vote 184,150 182,449 71,879 Percentage 39.93% 39.56% 15.59% Results by countyClarke:      30–40%      40–50%      50–60%      60–70%Dunn:      30–40%  
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Large Slovakian shepherd's flute FujaraWoodwind instrumentClassification AerophoneRelated instruments Koncovka Tabor pipe Recorder Willow flute Kalyuka Fujara and its musicUNESCO Intangible Cultural HeritageCountrySlovakiaReference00099RegionEurope and North AmericaInscription historyInscription2008 (3rd session)ListRepresentative The fujara (Slovak pronunciation: [ˈfujara])[1] is a large wind instrument of the tabor pipe class. It originated in central Slovakia as a sophisti...

Precipitation in the form of ice crystal flakes For other uses, see Snow (disambiguation). Snowfall redirects here. For other uses, see Snowfall (disambiguation). SnowNorwegian train plowing through drifted snowPhysical propertiesDensity (ρ)0.1–0.8 g/cm3Mechanical propertiesTensile strength (σt)1.5–3.5 kPa[1]Compressive strength (σc)3–7 MPa[1]Thermal propertiesMelting temperature (Tm)0 °CThermal conductivity (k) For densities 0.1 to 0.5 g/cm30.05–0.7 W/(K·m)Electr...

Bavarian Renaissance humanist historian and philologist (1477-1534) For other uses, see Aventinus. Johannes Aventinusillustration from 19th century Johann Georg Turmair (or Thurmayr) (4 July 1477 – 9 January 1534), known by the pen name Johannes Aventinus (Latin for John of Abensberg) or Aventin,[1] was a Bavarian Renaissance humanist historian and philologist. He authored the 1523 Annals of Bavaria, a valuable record of the early history of Germany.[2] Tutor H...

Timeframe of Japanese history Part of a series on theHistory of Japan ListPaleolithicbefore 14,000 BCJōmon14,000 – 1000 BCYayoi 1000 BC – 300 ADKofun 300 AD – 538 ADAsuka 538 – 710Nara 710 – 794HeianFormer Nine Years' WarLater Three-Year WarGenpei War 794–1185KamakuraJōkyū WarMongol invasionsGenkō WarKenmu Restoration 1185–1333MuromachiNanboku-chō periodSengoku period 1336–1573Azuchi–Momoyama Nanban tradeImjin WarBattle of Sekigahara 1573...

Pour les articles homonymes, voir Warrington. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. La traduction de cet article ou de cette section doit être revue (mars 2015). Le contenu est difficilement compréhensible vu les erreurs de traduction, qui sont peut-être dues à l'utilisation d'un logiciel de traduction automatique. Discutez des points à améliorer en page de discussion ou modifiez l'article. Si ce bandeau n'est plus pertinent, retirez-le. Cliqu...

Disambiguazione – Se stai cercando altri significati, vedi Scrooge. Ebenezer ScroogeEbenezer Scrooge parla al fantasma di Marley UniversoCanto di Natale Lingua orig.Inglese AutoreCharles Dickens EditoreChapman and Hall 1ª app.1843 1ª app. inA Christmas Carol Caratteristiche immaginarieSessomaschio Luogo di nascitaRegno Unito ProfessioneBanchiere Scrooge e Bob Cratchit illustrati da John Leech nel 1843 Il frontespizio della prima edizione del Canto di Natale del 1843 Ebenezer...

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: List of Cunard Line ships – news · newspapers · books · scholar · JSTOR (February 2024) (Learn how and when to remove this message) The following is a list of ships operated by the Cunard Line. Fleet The Cunard fleet, all built for Cunard unless otherwise indi...

First election held after the Acts of Union 1707 1708 British general election ← 1702 (Scotland)1705 (England and Wales) 30 April – 7 July 1708 (1708-04-30 – 1708-07-07) 1710 → ← outgoing memberselected members →All 558 seats in the House of Commons280 seats needed for a majority   First party Second party   Leader Lord Somers Earl of Godolphin Party Whig Tory Leader since c. 1695 c. 1707 ...

Integration over a non-flat region in 3D space It has been suggested that Volume element#Area element of a surface be merged into this article. (Discuss) Proposed since December 2023. The definition of surface integral relies on splitting the surface into small surface elements. Part of a series of articles aboutCalculus ∫ a b f ′ ( t ) d t = f ( b ) − f ( a ) {\displaystyle \int _{a}^{b}f'(t)\,dt=f(b)-f(a)} Fundamental theorem Limits Continuity Rolle's theorem Mean value...

Recreational diving tourism destination Divers at Blue Hole, one of the most popular dive sites on Guam Underwater diving encompasses a variety of economically and culturally significant forms of diving on the U.S. island territory of Guam. Scuba diving tourism is a significant component of the island's tourist activity, in particular for visitors from Japan and South Korea. Recreational diving by Guam residents has a lesser but still substantial economic impact. Marine biologists have raised...

AVE is calculated based on a congeneric measurement model In statistics (classical test theory), average variance extracted (AVE) is a measure of the amount of variance that is captured by a construct in relation to the amount of variance due to measurement error.[1] History The average variance extracted was first proposed by Fornell & Larcker (1981).[1] Calculation The average variance extracted can be calculated as follows: AVE = ∑ i = 1 k λ i 2 ∑ i...

رسم يوضح عالم فلك هندي في القرن التاسع عشر علم الفلك لديه تاريخ طويل من عصور ما قبل التاريخ وحتى العصور الحديثة، بعض الجذور الأولى لعلم الفلك الهندي تعود إلى فترة حضارة وادي السند أو أبكر من ذلك.[1][2] ثم تطور علم الفلك بعد ذلك ليصبح أحد تخصصات الفيدانجا أو «التخصصات ا...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (novembre 2018). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». En pratique : Quelles sources sont attendues ? ...

Topik artikel ini mungkin tidak memenuhi kriteria kelayakan biografi tokoh. Harap penuhi kelayakan artikel dengan: menyertakan sumber-sumber tepercaya yang independen terhadap subjek dan sebaiknya hindari sumber-sumber trivial. Jika tidak dipenuhi, artikel ini harus digabungkan, dialihkan ke cakupan yang lebih luas, atau dihapus oleh Pengurus.Cari sumber: Herujito – berita · surat kabar · buku · cendekiawan · JSTOR (Januari 2018) (Pelajari cara dan kap...

America's Next Top ModelLogo America's Next Top Model sử dụng từ Mùa 23Thể loạiTruyền hình thực tếSáng lậpTyra BanksKenya BarrisDẫn chương trìnhTyra Banks (mùa 1-22,24) Rita Ora (mùa 23)Giám khảoTyra BanksJanice DickinsonKimora Lee SimmonsBeau QuillianNigel BarkerEric NicholsonNolé MarinJ. AlexanderTwiggyPaulina PorizkovaAndré Leon TalleyKelly CutroneRob EvansRita OraAshley GrahamDrew ElliottLaw RoachNhạc phimDavid ThomasLes PierceQuốc gia Hoa KỳNg�...

Atelier in Veere - Lucie van Dam van Isselt De Veerse Joffers waren negen vrouwelijke kunstenaars die in de periode 1907-1992 in Veere werkten.[1] Zij exposeerden in de zomer in de Schotse Huizen.[2] Tot de Veerse Joffers behoren: Claire Bonebakker Mies Callenfels-Carsten Anneke van der Feer Lucie van Dam van Isselt Ada Lowith Sárika Góth Jemmy van Hoboken Ina Rahusen Bas van der Veer Wetenswaardigheden Mannelijke schilders uit Veere werden Veeristen genoemd In Amsterdam bes...