Read other articles:

Gagak hawaii Corvus hawaiiensis Status konservasiPunah di alam liarIUCN22706052 TaksonomiKerajaanAnimaliaFilumChordataKelasAvesOrdoPasseriformesFamiliCorvidaeGenusCorvusSpesiesCorvus hawaiiensis Peale, 1848 DistribusiGeographic region: Hawaiian Islands EndemikHawaii lbs Gagak hawai (Corvus hawaiiensis) merupakan salah satu burung hitam mengkilap yang dapat ditemukan di sebagian besar, dengan pengecualian Amerika Selatan bagian selatan. Gagak hawai umumnya berukuran lebih kecil, kakinya berwar...

2013 film by Lasse Hallström Safe HavenTheatrical release posterDirected byLasse HallströmScreenplay by Gage Lansky Dana Stevens Based onSafe Havenby Nicholas SparksProduced by Marty Bowen Chad Freet Wyck Godfrey Ryan Kavanaugh Starring Josh Duhamel Julianne Hough Cobie Smulders David Lyons CinematographyTerry StaceyEdited byAndrew MondsheinMusic byDeborah Lurie[1]Productioncompanies Relativity Media Temple Hill Entertainment Distributed byRelativity MediaRelease date February ...

2021 single by AespaNext LevelSingle by AespaLanguageKoreanEnglishReleasedMay 17, 2021 (2021-05-17)StudioSM BoomingSystem (Seoul)Genre K-Pop Hip hop dance-pop EDM Length3:41Label SM Dreamus Composer(s) Yoo Young-jin Adam McInnis Mario Marchetti Sophie Curtis Lyricist(s)Yoo Young-jinAespa singles chronology Forever (2021) Next Level (2021) Savage (2021) Remixes coveriScreaM Vol. 10 : Next Level Remixes cover Music videoNext Level on YouTube Next Level is a song recorded by...

Fasilitas produksi dan penyimpanan biogas di Neuhaus an der Oste, sebuah pemukiman di Lower Saxony, Jerman Biogas merupakan gas yang dihasilkan oleh aktivitas anaerobik yang mendegradasi bahan-bahan organik.[1] Contoh dari bahan organik ini adalah kotoran, limbah domestik, mikroalga beserta residunya[2], atau setiap limbah organik yang dapat diurai oleh makhluk hidup dalam kondisi anaerobik.[3] Kandungan utama dalam biogas adalah metana dan karbon dioksida.[4] ...

Cadangan minyak pada tahun 2013 Pompa minyak di pengeboran minyak dekat Lubbock, Texas Minyak bumi (juga disebut minyak mentah atau petroleum), sering dijuluki sebagai emas hitam, adalah cairan kental berwarna coklat pekat/gelap atau kehijauan yang mudah terbakar yang berada di lapisan atas dari beberapa area di kerak bumi. Minyak bumi terdiri dari campuran kompleks dari berbagai hidrokarbon, sebagian besar seri alkana, tetapi bervariasi dalam penampilan, komposisi, dan kemurniannya. Minyak b...

Kabupaten SikkaKabupatenHutan Mata Air di Pegunungan Wairterang LambangJulukan: Kota Tanah SikkaMotto: Dari Tuhan, Kembali ke TuhanPetaKabupaten SikkaPetaTampilkan peta Kepulauan Sunda KecilKabupaten SikkaKabupaten Sikka (Indonesia)Tampilkan peta IndonesiaKoordinat: 8°29′18″S 122°58′26″E / 8.4883°S 122.974°E / -8.4883; 122.974Negara IndonesiaProvinsiNusa Tenggara TimurTanggal berdiri1 Maret 1958Dasar hukumUU nomor 69 tahun 1958Ibu kotaMaumere...

Turkic language spoken in Crimea Not to be confused with Tatar language. Crimean TatarCrimeanqırımtatar tili, къырымтатар тили, قریم تاتار تلی qırım tili, къырым тили, قریم تلیCrimean Tatar in Latin, Cyrillic, and Perso-Arabic scripts.Native toUkraine, Turkey, Uzbekistan, Romania, Russia, Kyrgyzstan, Bulgaria, Lithuania, Poland, BelarusRegionEastern EuropeEthnicityCrimean TatarsNative speakers580,000 (2001–2019)[1]Language fa...

Scottish theologian (1805–1861) Not to be confused with William Cunningham (economist). William CunninghamCunningham in 1847Occupation(s)Pastor, theologianTheological workTradition or movementPresbyterianism Trinity College Church in Edinburgh William Cunningham (2 October 1805 – 14 December 1861) was a Scottish theologian and co-founder of the Free Church of Scotland.[1] He was Moderator of the Free Church in 1859. Life Cunningham was born in Hamilton, Lanarkshire th...

Pour les articles homonymes, voir Gouvernement Charles Dupuy. Gouvernement Charles Dupuy (1) Troisième République Données clés Président de la République Sadi Carnot Président du Conseil Charles Dupuy Formation 4 avril 1893 Fin 26 novembre 1893 Durée 7 mois et 22 jours Composition initiale Coalition Républicains de gouvernement - Gauche progressiste - Radical-socialiste Parti politique ANR - ULR Représentation Ve législature 366  /  576 VIe législature 438
...

العدد السنوي لمقالات التقاضي المناخي. التقاضي بشأن تغير المناخ والمعروف أيضًا باسم التقاضي المناخي، هو هيئة ناشئة من القانون البيئي تستخدم الممارسة القانونية لمواصلة جهود التخفيف من آثار تغير المناخ من المؤسسات العامة، مثل الحكومات والشركات. في مواجهة السياسات البطيئة �...

Islam menurut negara Afrika Aljazair Angola Benin Botswana Burkina Faso Burundi Kamerun Tanjung Verde Republik Afrika Tengah Chad Komoro Republik Demokratik Kongo Republik Kongo Djibouti Mesir Guinea Khatulistiwa Eritrea Eswatini Etiopia Gabon Gambia Ghana Guinea Guinea-Bissau Pantai Gading Kenya Lesotho Liberia Libya Madagaskar Malawi Mali Mauritania Mauritius Maroko Mozambik Namibia Niger Nigeria Rwanda Sao Tome dan Principe Senegal Seychelles Sierra Leone Somalia Somaliland Afrika Selatan ...

Disambiguazione – Se stai cercando altri significati, vedi Hida (disambigua). Questa voce sull'argomento centri abitati della prefettura di Gifu è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Hidacittà飛騨市Hida-shi Hida – Veduta LocalizzazioneStato Giappone RegioneChūbu Prefettura Gifu SottoprefetturaNon presente DistrettoNon presente TerritorioCoordinate36°14′16.7″N 137°11′10″E36°14′16.7″N, 137°11′10″E (Hida...

History of the NHL Part of a series on theHistory of the NHL National Hockey League Founding (1917–1942) Original Six (1942–1967) Expansion era (1967–1992) Further expansion (1992–2017) Second century (2017–present) Ice hockey portalvte The history of the National Hockey League begins with the end of its predecessor league, the National Hockey Association (NHA), in 1917. After unsuccessfully attempting to resolve disputes with Eddie Livingstone, owner of the Toronto Blueshirts, ...

Association football club in England Football clubKeynsham TownFull nameKeynsham Town Football ClubNickname(s)The K's[1]Founded1895GroundCrown Field, KeynshamChairmanAdrian ColeManagerAshley Morgan and Marvin BrownLeagueWestern League Division One2023–24Western League Division One, 18th of 22WebsiteClub website Home colours Away colours Keynsham Town Football Club is a semi-professional football club based in Keynsham, Somerset, England. Affiliated to the Somerset County FA, they ar...

Indoor amphitheatre in Dublin, Ireland 3ArenaExterior view of the arena (c.2017)Former namesThe Point, The O2 (2008–2014)AddressNorth Wall QuayDublin D1D01 EW90IrelandLocationPoint VillageCoordinates53°20′51″N 06°13′43″W / 53.34750°N 6.22861°W / 53.34750; -6.22861OwnerApollo Leisure Group, LtdOperatorLive Nation IrelandCapacity9,300 (seated)13,000 (with standing)[1]ConstructionBuilt2007–2008Opened16 December 2008 (2008-12-16)Const...

Río Pecos Pecos River Ubicación geográficaCuenca Río BravoNacimiento Montañas de Santa Fe, Nuevo MéxicoDesembocadura Río BravoCoordenadas 35°58′25″N 105°33′32″O / 35.973666666667, -105.55877777778Ubicación administrativaPaís  Estados UnidosDivisión  Nuevo México TexasCuerpo de aguaLongitud 1.450 kmSuperficie de cuenca 115.000 km²Caudal medio n/d m³/sAltitud Nacimiento: n/d mDesembocadura: n/d mMapa de localización Localización del río P...

Genre in painting, where the intent is to depict a specific human subject See portrait for more about the general topic of portraits. Self-portrait of Nicolas Régnier painting a portrait of Vincenzo Giustiniani, 1623–24, Fogg Art Museum. Portrait painting is a genre in painting, where the intent is to represent a specific human subject. The term 'portrait painting' can also describe the actual painted portrait. Portraitists may create their work by commission, for public and private person...

Physics experiment Part of a series of articles aboutQuantum mechanics i ℏ d d t | Ψ ⟩ = H ^ | Ψ ⟩ {\displaystyle i\hbar {\frac {d}{dt}}|\Psi \rangle ={\hat {H}}|\Psi \rangle } Schrödinger equation Introduction Glossary History Background Classical mechanics Old quantum theory Bra–ket notation Hamiltonian Interference Fundamentals Complementarity Decoherence Entanglement Energy level Measurement Nonlocality Quantum number State Superposition Symmet...

九重部屋（ここのえべや）は、日本相撲協会所属で高砂一門の相撲部屋。 歴史 1959年（昭和34年）1月場所限りで引退して出羽海部屋の部屋付き親方となっていた一代年寄・千代の山（第41代横綱・千代の山）が年寄名跡「九重」を取得し、同年9月に年寄・11代九重を襲名した。当初、独立の意思はなく、出羽海部屋の継承を望んでいた。 1960年11月、7代出羽海（元横綱・�...

Term of endearment For other uses, see Self-made man (disambiguation). The examples and perspective in this article deal primarily with the United States and do not represent a worldwide view of the subject. You may improve this article, discuss the issue on the talk page, or create a new article, as appropriate. (May 2022) (Learn how and when to remove this message) A self-made man is a person whose success is of their own making. Benjamin Franklin, one of the Founding Fathers of the United ...