Tabloid Nova
|
Read other articles:
В Википедии есть статьи о других людях с такой фамилией, см. Пивоваров. Артём Пивоваровукр. Артем Володимирович Пивоваров Основная информация Имя при рождении укр. Артем Володимирович Пивоваров Дата рождения 28 июня 1991(1991-06-28) (32 года) Место рождения Волчанск, Харько
Portal Geschichte | Portal Biografien | Aktuelle Ereignisse | Jahreskalender | Tagesartikel ◄ | 11. Jahrhundert | 12. Jahrhundert | 13. Jahrhundert | ► ◄ | 1110er | 1120er | 1130er | 1140er | 1150er | 1160er | 1170er | ► ◄◄ | ◄ | 1144 | 1145 | 1146 | 1147 | 1148 | 1149 | 1150 | 1151 | 1152 | ► | ►► Staatsoberhäupter · Nekrolog · Musikjahr Kalenderübersicht 1148 Januar Kw Mo Di Mi Do Fr Sa So 1 1 2 3 4 2 ...
Delrath Stadt Dormagen Wappen von Delrath Koordinaten: 51° 8′ N, 6° 47′ O51.12826.78371Koordinaten: 51° 7′ 42″ N, 6° 47′ 1″ O Einwohner: 2869 (2021)[1] Eingemeindung: 1. Januar 1975 Eingemeindet nach: Dormagen Postleitzahl: 41542 Vorwahl: 02133 Delrath ist ein Stadtteil der Stadt Dormagen im Rhein-Kreis Neuss des Bundeslandes Nordrhein-Westfalen. Inhaltsverzeichnis 1 Lage 2 Geschichte 2.1 Mittelalter 2.2 Neuze...
Overview of the relationship between Peru and the United Nations Republic of Peru United Nations membershipMembershipFull memberSince31 October 1945 (1945-10-31)UNSC seatNon-permanentAmbassadorVacant The Republic of Peru became a member of the United Nations (UN) on October 31, 1945, being a founding member of the organisation.[1] The 5th Secretary-General of the United Nations was Javier Pérez de Cuéllar, a Peruvian diplomat. He held the position from 1982 to 1991.&#...
هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (يناير 2019) نيكولاي هانسن معلومات شخصية الميلاد 7 أبريل 1987 (36 سنة) كوبنهاغن مركز اللعب مدافع الجنسية مملكة الدنمارك معلومات النادي النادي الحالي إف سي هيلسينجو...
16th-century Spanish invasion of Mesoamerica Spanish conquest of the Aztec EmpirePart of the Spanish colonization of the Americas and Mexican Indian WarsConquest of Mexico by Cortés, oil on canvas[2]Spanish: Conquista de México por CortésDateFebruary 1519 – 13 August 1521 against the Aztec Empire,after 1522 – 17 February 1530 against the Purépecha EmpireLocationAztec Empire and other indigenous states, (modern-day Mexico)Result Spanish-Indigenous allies victoryTerritorialchang...
Schloss Pejačević Našice [ˈnaʃitsɛ] ialah sebuah kota di Slavonia, Kroasia. Kota ini berpenduduk 17.320 jiwa (sensus 2001), terutama orang Kroasia, dan terletak di Kabupaten Osijek-Baranja. Ekonomi dan transportasi Industri utama kota ini termasuk pemrosesan logam, semen (di semen Našice), penggalian batu. Pemrosesan kayu, tekstil, dan makanan juga ada di sini. Našice terletak di jalanan utama (M3) Varaždin–Virovitica–Našice–Osijek dan jalur KA Zagreb–Koprivnica–Osijek Sej...
Metro station in Taoyuan City, Taiwan 25°0′5.33″N 121°12′11.37″E / 25.0014806°N 121.2031583°E / 25.0014806; 121.2031583 Taoyuan Sports ParkA19 桃園體育園區General informationLocation350 Sec 2 Gaotie S RdZhongli, Taoyuan CityTaiwanOperated byTaoyuan Metro CorporationLine(s) Taoyuan Airport MRT (A19)ConstructionStructure typeElevatedOther informationStation codeA19HistoryOpened2017-03-02Services Preceding station Taoyuan Metro Following station Xi...
Species of true bug Neides tipularius Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Hemiptera Suborder: Heteroptera Family: Berytidae Genus: Neides Species: N. tipularius Binomial name Neides tipularius(Linnaeus, 1758) Neides tipularius is a Palearctic stilt bug. It occurs from the Northern Mediterranean to Scandinavia and the British Isles. Further east it is found in Asia minor and the Caucasus to Central Asia. In Germany and the...
Tribunal Supremo de Puerto Rico LocalizaciónPaís Estados UnidosInformación generalSigla TSPRJurisdicción Puerto RicoTipo TribunalSede San Juan, Puerto RicoOrganizaciónComposición 1 Juez Presidente y 8 Jueces AsociadosHistoriaFundación 1900[editar datos en Wikidata] Primer Tribunal Supremo de Puerto Rico nombrado por la Ley Foraker. El Tribunal Supremo de Puerto Rico es el foro judicial de mayor jerarquía en Puerto Rico. Por delegación constitucional, el Tribunal Supremo es ...
Keuskupan Agung HuêArchidiœcesis HueensisTổng Giáo Phận HuếKatolik Katedral HuếLambang Keuskupan Agung HuếLokasiNegara VietnamWilayahHuế, Phú, Quảng Phong, Hải Vân, Quảng TrịProvinsi gerejawiHuêStatistikLuas12.227 km2 (4.721 sq mi)Populasi- Total- Katolik(per 2006)2.150.70066,700 (3.1%)InformasiDenominasiKatolik RomaGereja sui iurisGereja LatinRitusRitus RomaPendirian27 Agustus 1850 (173 tahun, 87 hari)KatedralKatedra...
Only thick atmosphere of any moon in the Solar System Atmosphere of TitanTrue-color image of layers of haze in Titan's atmosphereGeneral information[2]Average surface pressure1.5 bars (147 kPa)[1]Chemical speciesMolar fractionComposition[2]Nitrogen94.2%Methane5.65%Hydrogen0.099%Argon0.0043%[3] The atmosphere of Titan is the dense layer of gases surrounding Titan, the largest moon of Saturn. It is the only thick atmosphere of a natural satellite in the Solar Sys...
2020 South Korean television series WelcomePromotional posterAlso known asHi, Welcome[1]Meow, the Secret Boy[2][3]Hangul어서와 GenreFantasyRomantic comedyBased onWelcomeby Go A-raDeveloped byKBS Drama ProductionWritten byJoo Hwa-miDirected byJi Byung-hyunStarringKim Myung-sooShin Ye-eunSeo Ji-hoonYoon Ye-jooKang HoonCountry of originSouth KoreaOriginal languageKoreanNo. of episodes24[a]ProductionCamera setupSingle-cameraRunning time35 minutes[a]Produ...
Untuk kegunaan lain, lihat CFC (disambiguasi). Klorofluorokarbon (CFC) adalah suatu senyawa organik yang hanya mengandung karbon, klorin, dan fluorin, yang diproduksi sebagai derivat volatil dari metana, etana, dan propana. Mereka juga dikenal dengan nama merek DuPont Freon. Perwakilan kelompok senyawa ini yang paling umum adalah diklorodifluorometana (R-12 atau Freon-12). Banyak CFC telah banyak digunakan sebagai refrigeran, propelan (dalam aplikasi aerosol), dan pelarut. Karena CFC berkontr...
هذه المقالة عن الخضر حسب المعتقد الإسلامي. لمعانٍ أخرى، طالع الخضر (توضيح). الخَضِر تخطيط اسم الخضر بخط الثلث الحكيم، العَالِم، العبد الصالح، مُعَلِّمٌ مُوسَى مبجل(ة) في الإسلام النسب هناك اختلاف في نسبه: من ذلك:[1][2]• الخضر بن آدم.* قابيل بن آدم.• بليا بن ملكان...
American cycling team BMC Development TeamThe team at the 2014 Internationale Wielertrofee Jong Maar MoedigTeam informationUCI codeBMDRegisteredUnited StatesFounded2013Disbanded2017Discipline(s)RoadStatusClubBicyclesBMCKey personnelGeneral managerRik VerbruggheTeam name history2013–2017BMC Development Team BMC Development Team was an American cycling team that acted as a development team for BMC Racing Team.[1] In July 2017 Jim Ochowicz announced that the team would be disbanded at ...
2022 Oxford City Council election ← 2021 5 May 2022 2024 → 24 of 48 seats to Oxford City Council25 seats needed for a majority First party Second party Third party Party Labour Liberal Democrats Green Seats before 34 (17 up) 9 (4 up) 3 (1 up) Seats won 15 4 4 Seats after 32 9 6 Seat change 2 0 3 Popular vote 17,615 6,780 7,319 Percentage 43.9% 16.9% 18.3% Fourth party Party Independent Seats before ...
Street in Fremantle, Western Australia Croke StreetWestern AustraliaGeneral informationTypeStreetLength250 m (800 ft)Major junctionsWest endCliff StreetEast endHenry StreetLocation(s)Suburb(s)Fremantle Croke Street is a street in Fremantle, Western Australia. The 250 m (820 ft) street runs parallel to High Street and is part of the Fremantle West End Heritage area, which was established in late 2016.[1][2][3] Croke Street was previously known as Dal...
This article is about the current President of Bangladesh. For other people, see Mohammad Shahabuddin. President of Bangladesh since 2023 The HonourableMohammed Shahabuddinমোহাম্মদ সাহাবুদ্দিনShahabuddin in 202322th President of BangladeshIncumbentAssumed office 24 April 2023Prime MinisterSheikh HasinaPreceded byMohammad Abdul HamidCommissioner of Anti-Corruption CommissionIn office14 March 2011 – 13 March 2016PresidentMohammad Abdul HamidS...
Segitiga (Pascal) Yang Hui, digambarkan oleh Zhu Shijie pada 1303, memakai penomoran tongkat. Tongkat penghitung (Hanzi Tradisional: 籌; Hanzi Sederhana: 筹; Pinyin: chóu; bahasa Jepang: 算木; Rōmaji: sangi; bahasa Korea: sangaji) adalah kotak-kotak kecil, biasanya memiliki panjang 3–14 cm, yang dipakai oleh para matematikawan untuk menghitung di Asia Timur kuno. Mereka ditempatkan secara horizontal atau vertikal untuk mewakili in...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!