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Antonella AttiliTahun aktif1988–sekarang Antonella Attili (lahir 1963) adalah aktris film dan televisi asal Italia. Filmografi Tahun Film Peran Catatan 2008 Caos calmo Gloria 2002 Solino Rosa Amato What Are You Looking For Agnese 2001 Concorrenza sleale Giuditta DellaRocca 1999 Prima del tramonto Rosina 1995 The Star Maker Nurse 1988 Cinema Paradiso Maria Di Vita - Younger Referensi Pranala luar Antonella Attili di IMDb (dalam bahasa Inggris) Artikel bertopik biografi Italia ini adala...
Failed Mars mission Mars 96Mars 96 probe assemblyNamesMars-8Mission typeMars OrbiterLanderPenetratorsOperatorRoscosmosCOSPAR ID1996-064A SATCAT no.24656Websitehttps://www.roscosmos.ru/Mission durationFailed to orbit Spacecraft propertiesSpacecraftMars 96ManufacturerNPO LavochkinLaunch mass6,180 kg (13,620 lb)Dry mass3,159 kg (6,964 lb) Start of missionLaunch date16 November 1996, 20:48:53 UTCRocketProton-K / D-2Launch siteBaikonur Cosmodrome,Site 200/39ContractorKhrunichev...
1924 United States Senate election in Wyoming ← 1918 November 4, 1924 1930 → Nominee Francis E. Warren Robert R. Rose Party Republican Democratic Popular vote 41,293 33,536 Percentage 55.18% 44.82% U.S. senator before election Francis E. Warren Republican Elected U.S. Senator Francis E. Warren Republican Elections in Wyoming Federal government Presidential elections 1892 1896 1900 1904 1908 1912 1916 1920 1924 1928 1932 1936 1940 1944 1948 1952 1956 1960 196...
Pneumonia as seen on chest x-ray. A: Normal chest x-ray. B: Abnormal chest x-ray with shadowing from pneumonia in the right lung (left side of image). Hospital-acquired pneumonia (HAP) or nosocomial pneumonia refers to any pneumonia contracted by a patient in a hospital at least 48–72 hours after being admitted. It is thus distinguished from community-acquired pneumonia. It is usually caused by a bacterial infection, rather than a virus.[1][2] Hospital acquired pneumonia is ...
Pertempuran NahrawanBagian dari Perang saudara islam pertamaTanggal659 MLokasiNahrawan, IrakHasil Kemenangan Kekhalifahan Rasyidin Pembunuhan Ali 2 tahun kemudianPihak terlibat Kekhalifahan Rasyidin KhawarijTokoh dan pemimpin Ali bin Abi Thalib Al-Asy'ats bin Qais[1] Qais bin Sa'ad bin Ubadah[2] Hujr bin al-Adbar al-Kindi[2] Abdullah bin Abbas[3] Abdullah bin Wahb ar-Rasibi[2] Hurqush bin Zuhair as-Sa'di[2] Syuraih bin Aufa al-Absi[2] Sy...
Voce principale: Verein für Leibesübungen Wolfsburg. Verein für Leibesübungen WolfsburgStagione 2016-2017Sport calcio Squadra Wolfsburg Allenatore Andries Jonker All. in seconda Freddie Ljungberg Uwe Speidel Bundesliga16° Coppa di GermaniaOttavi di finale Maggiori presenzeCampionato: Gómez (33)Totale: Gómez (37) Miglior marcatoreCampionato: Gómez (16)Totale: Gómez (18) StadioVolkswagen-Arena Maggior numero di spettatori30 000 (6 partite) Minor numero di spettatori23 1...
Скульптура греческого/римского Бога Посейдона/Нептуна в порту Копенгагена Традиционные ныряльщицы[1] Японии Ама Скульптура традиционных ныряльщиц Кореи Хэнё Памятник подводному рыбаку в Хорватии Гавайский ныряльщик, 1909 год. Подводная охота (подводная рыбалка) �...
Artikel ini bukan mengenai Logam mulia. Unit Bisnis Pengolahan & Pemurnian Logam MuliaJenisUnit bisnisIndustriPemurnianPendahuluPN Logam MuliaDidirikan1939; 85 tahun lalu (1939)KantorpusatJakarta, IndonesiaWilayah operasiIndonesiaTokohkunciPurwanto[1](General Manager)ProdukEmas dan perakPendapatan Rp 31,94 triliun (2022)[2]Laba bersih Rp 2,40 triliun (2022)[2]Karyawan 205 (2022)[2]IndukPT Aneka Tambang TbkSitus webwww.logammulia.com Unit Bisnis Pengola...
此条目页的主題是香港九龍的渡船街。关于其他地方的同名街道,請見「渡船街」。 Ferry Street渡船街渡船街與西九龍走廊的交匯路段,此段連同渡船街天橋隸屬於5號幹線。命名緣由命名文件:1941年10月24日憲報第1260號政府公告、1947年5月23日憲報第431號政府公告、1975年3月14日憲報第585號政府公告、2020年10月16日憲報第5984號政府公告命名日期1941年10月24日[1]道路...
2022年紐約州聯邦眾議員選舉 ← 2020 2022年11月8日 2024 → 紐約州聯邦眾議員全部26個議席 多數黨 少數黨 政党 民主党 共和黨 上届结果 19 8 赢得席次 15 11 席次差额 ▼ 4 ▲ 3 民選得票 3199496 2525335 得票率 55.59% 43.88% 得票变动 ▼ 6.40% ▲ 7.58% 民主黨把持 共和黨把持 共和黨太贏得 按選區結果 縣結果 �...
Scandinavian caviar substitute The topic of this article may not meet Wikipedia's general notability guideline. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is likely to be merged, redirected, or deleted.Find sources: Smörgåskaviar – news · newspapers · books · scho...
KabupatenKelurahanKantor Lurah KabupatenNegara IndonesiaProvinsiJawa TengahKabupatenKlatenKecamatanKlaten TengahKodepos57413Kode Kemendagri33.10.25.1002 Kode BPS3310720007 Luas0,53 km²Jumlah penduduk2.875 jiwaKepadatan... jiwa/km² Untuk pembagian administratif Indonesia, lihat Kabupaten. Kabupaten (bahasa Jawa: Kabupatèn) adalah kelurahan di kecamatan Klaten Tengah, Klaten, Jawa Tengah, Indonesia. Pembagian wilayah Kelurahan Kabupaten terdiri dari beberapa kampung : Kamar Bol...
جزء من سلسلة مقالات حولالإسلام والأديان الأخرى مع الأديان الإبراهيمية اليهودية المندائية المسيحية المورمونية البروتستانتية مع الديانات غير الإبراهيمية الديانات العربية قبل الإسلام الهندوسية الجاينية السيخية مواضيع مرتبطة الردة إزدراء الأديان التحول الديني الإسلام و�...
Suzuki MotoGPBerkas:Logo Team Suzuki Ecstar MotoGP.jpgNama resmiTeam Suzuki EcstarPimpinan timLivio SuppoRider 42. Álex Rins 36. Joan MirSepeda motorSuzuki GSX-RRBanMichelinJuara rider61976, 1977 Barry Sheene1981 Marco Lucchinelli1982 Franco Uncini1993 Kevin Schwantz2000 Kenny Roberts, Jr. 2020 Joan Mir Suzuki GSV-R, motor andalan tim Suzuki di ajang MotoGP. Suzuki MotoGP, turun dengan nama Team SUZUKI ECSTAR untuk alasan sponsorship, merupakan tim balap motor bentukan Suzuki untuk berlaga d...
BannaycomuneBannay – Veduta LocalizzazioneStato Francia RegioneGrand Est Dipartimento Marna ArrondissementÉpernay CantoneDormans-Paysages de Champagne TerritorioCoordinate48°52′N 3°44′E48°52′N, 3°44′E (Bannay) Superficie6,5 km² Abitanti22[1] (2009) Densità3,38 ab./km² Altre informazioniCod. postale51270 Fuso orarioUTC+1 Codice INSEE51034 CartografiaBannay Modifica dati su Wikidata · Manuale Bannay è un comune francese di 22 abitanti situato nel...
City in Quebec, CanadaSaint-ColombanCitySaint-Colomban in winter LogoLocation within La Rivière-du-Nord RCMSt-ColombanLocation in central QuebecCoordinates: 45°44′N 74°08′W / 45.73°N 74.13°W / 45.73; -74.13[1]Country CanadaProvince QuebecRegionLaurentidesRCMLa Rivière-du-NordConstitutedJuly 1, 1855Government[2] • MayorXavier-Antoine Lalande • Federal ridingMirabel • Prov. ridingArgenteuilArea[...
Jacques Lemercier Jacques Lemercier (Pontoise, 1585 – Parigi, 13 gennaio 1654) è stato un architetto francese, tra i principali esponenti del cosiddetto classicismo barocco. Si formò a Roma, dove studiò a partire dal 1607. Successivamente divenne architetto reale e nel 1624 fu incaricato da Luigi XIII di ampliare il palazzo del Louvre, senza discostarsi dall'opera avviata da Pierre Lescot nel XVI secolo; l'elemento più interessante dell'opera di Lemercier è il cosiddetto Pavillon de l'...
Theory in the domain of evolutionary biology Bias in the introduction of variation (arrival bias) is a theory in the domain of evolutionary biology that asserts biases in the introduction of heritable variation are reflected in the outcome of evolution. It is relevant to topics in molecular evolution, evo-devo, and self-organization.[1][2] In the context of this theory, introduction (origination) is a technical term for events that shift an allele frequency upward from zero (m...
Non-qualifier place in a tournament This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: Wild card sports – news · newspapers · books · scholar · JSTOR (Ja...
Pour les articles homonymes, voir Ampère (homonymie). En magnétostatique, le théorème d'Ampère permet de déterminer la valeur du champ magnétique grâce à la donnée des courants électriques. Ce théorème est une forme intégrale de l'équation de Maxwell-Ampère. Les principes amenant à ce théorème ont été découverts par André-Marie Ampère[1], et constitue l'équivalent magnétostatique du théorème de Gauss. Pour être appliqué analytiquement de manière simple, le thé...