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Bill Hagerty Senatore degli Stati Uniti per il TennesseeIn caricaInizio mandato3 gennaio 2021 ContitolareMarsha Blackburn PredecessoreLamar Alexander 30º Ambasciatore degli Stati Uniti d'America in GiapponeDurata mandato31 agosto 2017 –22 luglio 2019 PredecessoreCaroline Kennedy SuccessoreJoseph M. Young Dati generaliPartito politicoRepubblicano William Francis Hagerty, detto Bill (Gallatin, 14 agosto 1959), è un politico e diplomatico statunitense, membro del Part...

Kepolisian Daerah Jawa TimurLogo Polda Jatim IndonesiaSingkatanPolda JatimMottoMelindungi, Mengayomi, dan MelayaniStruktur yurisdiksiWilayah hukumIndonesiaPeta wilayah Yurisdiksi Polda JatimYurisdiksi hukumJawa Timur dan MaduraLembaga pemerintahKepolisian Negara Republik IndonesiaStruktur operasionalPengawasKepolisian Negara Republik IndonesiaMarkas besarJl. Ahmad Yani 116 Kota SurabayaPejabat eksekutifInspektur Jenderal Polisi Imam Sugianto, KepalaBrigadir Jenderal Polisi Akhmad Yusep G...

Strada statale 526dell'EsticinoLocalizzazioneStato Italia Regioni Lombardia DatiClassificazioneStrada statale InizioMagenta FinePavia Lunghezza41,500[1] km Provvedimento di istituzioneD.M. 12/04/1967 - G.U. 135 del 31/05/1967[2] GestoreTratte ANAS: dal km 0,000 (Magenta) al km 33,100 (svincolo Casottole dell'A53 Bereguardo-Pavia)[3](dal 2001 la gestione del restante tratto è passata alla Provincia di Pavia) Manuale La strada statale 526 dell'Esticino (SS 526...

Space Launch Complex 4SLC-4 dengan roket Falcon 9 di landasan peluncuran SLC-4E pada Januari 2017Situs peluncuranPangkalan Udara VandenbergLokasi34°37′59″N 120°36′47″W / 34.633°N 120.613°W / 34.633; -120.613Koordinat: 34°37′59″N 120°36′47″W / 34.633°N 120.613°W / 34.633; -120.613Nama pendekSLC-4OperatorAngkatan Udara Amerika SerikatSpaceX (4E from 2011)Total peluncuran170Jumlah landasan2Inklinasi orbitminimum/maksimum51°...

Kesultanan Bantenᮊᮞᮥᮜ᮪ᮒᮔᮔ᮪ ᮘᮔ᮪ᮒᮨᮔ᮪ (Aksara Sunda)1527-1813 Bendera Lambang Wilayah Banten pada masa Maulana Hasanuddin, yang menguasai Selat Sunda pada kedua sisinyaIbu kotaSurosowan, Banten Lama, Kota SerangBahasa yang umum digunakanBahasa Sunda Banten,[1] Bahasa Jawa Serang1, Melayu, Arab[2]Agama IslamPemerintahanKesultananSultan • 1552–1570 Sultan Maulana Hasanuddin2• 1651–1683 Sultan Ageng Tirtayasa• 1809�...

Kendaraan biru bisa melihat kendaraan hijau tetapi tidak bisa melihat kendaraan merah (di titik buta) melalui cermin yang ada di kendaraan Titik buta kendaraan atau ringkasnya titik buta (Inggris: blind spot) adalah bagian dari sekeliling kita yang tidak bisa kelihatan pada saat mengemudikan kendaraan, karena beberapa alasan seperti jangkauan pandangan yang terbatas cermin,[1] terhalang oleh muatan yang dibawa. Titik buta mobil penumpang adalah di sebelah kiri dan kanan pengemudi ...

Disambiguazione – Foglia di tè rimanda qui. Se stai cercando il colore, vedi Foglia di tè (colore). Come leggere il tassoboxCamellia sinensis Camellia sinensis Classificazione APG IV Dominio Eukaryota Regno Plantae (clade) Angiosperme (clade) Mesangiosperme (clade) Eudicotiledoni (clade) Eudicotiledoni centrali (clade) Superasteridi Ordine Ericales Famiglia Theaceae Genere Camellia Specie C. sinensis Classificazione Cronquist Dominio Eukaryota Regno Plantae Divisione Magnoliophyt...

Ordine di San GiuseppeOrdine di San Giuseppe e Orden des heiligen JosephsLe insegne dell'Ordine Granducato di Würzburg, Granducato di ToscanaTipologiaOrdine statale MottoUBIQUE SIMILIS Statuscessato (concesso come ordine dinastico) CapoSigismondo d'Asburgo-Lorena IstituzioneFirenze, 9 marzo 1807 Primo capoFerdinando III di Toscana CessazioneFirenze, 1859 Ultimo capoFerdinando IV di Toscana GradiCavaliere di Gran CroceCommendatoreCavaliere PrecedenzaOrdine più altoInsigne Sacro e Militare Or...

United States historic placePark City Historic DistrictU.S. National Register of Historic PlacesU.S. Historic district LocationEast Fifth, Jefferson, Woodbine and Washington Avenues Knoxville, TennesseeCoordinates35°59′13″N 83°53′56″W / 35.98694°N 83.89889°W / 35.98694; -83.89889Areaapproximately 191 acres (77 ha)Built1880–1940ArchitectGeorge Franklin Barber, John Ryno, othersArchitectural styleTudor Revival, Queen Anne, Folk Victorian[2...

American golf tournament Texas Open redirects here. For other uses, see Texas Open (disambiguation). Valero Texas OpenTournament informationLocationSan Antonio, TexasEstablished1922Course(s)TPC San Antonio(Oaks Course)Par72Length7,435 yards (6,799 m)[1]Organized byValero FoundationTour(s)PGA TourFormatStroke playPrize fundUS$9,200,000Month playedAprilTournament record scoreAggregate254 Tommy Armour III (2003)To par−27 Mike Souchak (1955)Current champion Akshay BhatiaLocation ma...

City in Texas, United StatesArcher City, TexasCityDowntown Archer City, TexasLocation of Archer City, TexasArcher CityLocation in TexasShow map of TexasArcher CityLocation in the United StatesShow map of the United StatesCoordinates: 33°35′39″N 98°37′35″W / 33.59417°N 98.62639°W / 33.59417; -98.62639CountryUnited StatesStateTexasCountyArcherGovernment • MayorKelvin GreenArea[1] • Total2.22 sq mi (5.76 km2)...

Сельское поселение России (МО 2-го уровня)Новотитаровское сельское поселение Флаг[d] Герб 45°14′09″ с. ш. 38°58′16″ в. д.HGЯO Страна  Россия Субъект РФ Краснодарский край Район Динской Включает 4 населённых пункта Адм. центр Новотитаровская Глава сельского пос�...

此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言，清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日（哈薩克蘇維埃社會主義共和國總統） 哈萨克斯坦 哈萨克斯坦政府...

Pour les articles homonymes, voir Sabatier. Robert SabatierRobert Sabatier au salon du livre de Paris en mars 2011.BiographieNaissance 17 août 192318e arrondissement de ParisDécès 28 juin 2012 (à 88 ans)Boulogne-BillancourtSépulture Cimetière du MontparnasseNom de naissance Robert André Auguste SabatierNationalité françaiseActivités Poète, scénariste, écrivain, critique littéraireConjoint Christiane LesparreAutres informationsGenre artistique roman, poésieDistinction...

معالي الأستاذ محمد عبدالله الجدعان   وزير المالية في المنصب1 نوفمبر 2016 – حتى الان العاهل سلمان بن عبد العزيز آل سعود إبراهيم العساف فيصل الإبراهيم وزير الاقتصاد والتخطيط (مكلف) في المنصب6 مارس 2020 – 2 مايو 2021 العاهل سلمان بن عبد العزيز آل سعود محمد مزيد التويجري فيصل الإبر...

この記事は広告・宣伝活動のような記述内容になっています。ウィキペディアの方針に沿った中立的な観点の記述内容に、この記事を修正してください。露骨な広告宣伝活動には{{即時削除/全般4}}を使用して、即時削除の対象とすることができます。（2022年8月） このページのノートに、このページに関する議論があります。議論の要約：Template:宣伝によ...

American TV series or program Between FriendsVIH cover of Between FriendsGenreDramaBased onNobody Makes Me Cry by Shelley ListWritten byShelley ListJonathan EstrinDirected byLou AntonioStarringElizabeth TaylorCarol BurnettMusic byJames HornerCountry of originUnited StatesOriginal languageEnglishProductionExecutive producersRobert CooperMarian ReesProducersJonathan EstrinShelley ListProduction locationTorontoCinematographyFrançois ProtatEditorGary GriffenRunning time105 minutesProduction com...

Henderson mayoral election, 2022 ← 2017 June 14, 2022 2026 →   Candidate Michelle Romero Frank Ficadenti Drew Dison Popular vote 43,311 7,453 6,388 Percentage 75.78% 13.04% 11.18% Mayor before election Debra March Elected Mayor Michelle Romero Elections in Nevada Federal government U.S. President 1864 1868 1872 1876 1880 1884 1888 1892 1896 1900 1904 1908 1912 Dem GOP 1916 Dem GOP 1920 Dem GOP 1924 Dem GOP 1928 Dem GOP 1932 Dem GOP 1936 Dem GOP 1940 Dem GOP 19...

Matrix representation of a graph In the mathematical field of graph theory, the Laplacian matrix, also called the graph Laplacian, admittance matrix, Kirchhoff matrix or discrete Laplacian, is a matrix representation of a graph. Named after Pierre-Simon Laplace, the graph Laplacian matrix can be viewed as a matrix form of the negative discrete Laplace operator on a graph approximating the negative continuous Laplacian obtained by the finite difference method. The Laplacian matrix relates to ...

Everywhere except a set of measure zero The function 1/x is differentiable and continuous almost everywhere, more precisely, everywhere except at x = 0. In measure theory (a branch of mathematical analysis), a property holds almost everywhere if, in a technical sense, the set for which the property holds takes up nearly all possibilities. The notion of almost everywhere is a companion notion to the concept of measure zero, and is analogous to the notion of almost surely in probability theory....