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Dalam fisika kuantum, Teleportasi kuantum adalah pengangkutan tanpa tubuh dari keadaan kuantum yang tidak diketahui dari satu tempat ke tempat lain.[1] Teleportasi keadaan kuantum menggunakan fenomena belitan kuantum sebagai sarana transmisi. Ketika dua atau lebih partikel terikat, status kuantumnya saling bergantung, tidak peduli seberapa jauh jaraknya. Akibatnya, mereka bertindak sebagai objek kuantum tunggal, dijelaskan oleh fungsi gelombang tunggal - konstruksi matematika yang men...

Artikel ini membahas mengenai bangunan, struktur, infrastruktur, atau kawasan terencana yang sedang dibangun atau akan segera selesai. Informasi di halaman ini bisa berubah setiap saat (tidak jarang perubahan yang besar) seiring dengan penyelesaiannya. The DomeInformasi umumStatusDisetujuiLokasiDubai, Uni Emirat ArabPerkiraan rampung2008Data teknisJumlah lantai41Desain dan konstruksiPengembangNakheel The Dome merupakan sebuah menara bertingkat 41 yang disetujui pembangunannya di Jumeirah Lake...

PausAleksander VIIIAwal masa kepausan6 Oktober 1689Akhir masa kepausan1 Februari 1691PendahuluInosensius XIPenerusInosensius XIIInformasi pribadiNama lahirPietro Vito OttoboniLahir22 April 1610Venice, ItaliaWafat1 Februari 1691Roma, Italia Aleksander VIII (22 April 1610 – 1 Februari 1691) adalah Paus yang menjabat sejak 6 Oktober 1689 sampai 1 Februari 1691. Didahului oleh:Inosensius XI Paus1689–1691 Diteruskan oleh:Inosensius XII lbs Paus Gereja Katolik Daftar paus gra...

HFI - Himpunan Fisika Indonesia (Indonesian Physical Society - IPS),adalah organisasi profesi ilmiah untuk bidang FISIKA yang telah berdiri sejak 17 Agustus 1973. Pranala luar Situs resmi HFI Artikel bertopik organisasi ini adalah sebuah rintisan. Anda dapat membantu Wikipedia dengan mengembangkannya.lbs

Independent day school in England Berkhamsted SchoolAddressKings RoadBerkhamsted, Hertfordshire, HP4 3BGEnglandInformationTypePublic schoolPrivate day schoolMottoVirtus laudata crescit (greatness increases with praise)Festina lente (hurry slowly)Religious affiliation(s)Church of EnglandEstablished1997 (as presently constituted) 1541 (original foundation)FounderJohn IncentDepartment for Education URN117604 TablesPrincipalRichard BackhouseGenderMixedAge3 to 18Enrollment1850 (approx.)HousesA...

Proposed language family Arutane–SapeKalianan(defunct?)GeographicdistributionBrazil–Venezuela borderLinguistic classificationProposed language familySubdivisions Arutani Sape ? Máku GlottologNoneDocumented location of Arutani–Sapé languages, the two most southern spots are Arutani villages, the northern one is Sapé location. Arutani–Sape, also known as Awake–Kaliana or Kalianan, is a proposed language family[1] that includes two of the most poorly documented languages in ...

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: 1st Mechanized Infantry Brigade North Macedonia – news · newspapers · books · scholar · JSTOR (Decembe...

Steam locomotives of the Chicago and North Western Railway in the roundhouse at the Chicago, Illinois rail yards, 1942 The Timeline of U.S. Railway History depends upon the definition of a railway, as follows: A means of conveyance of passengers and goods on wheeled vehicles running on rails, also known as tracks. 1795-1829 1795–96 & 1799–1804 or '05 — In 1795, Charles Bulfinch, the architect of Boston's famed State House first employed a temporary funicular railway with specia...

Indian film actor Uday KiranBornVajapeyajula Uday Kiran[1](1980-06-26)26 June 1980[2][3]Hyderabad, Andhra Pradesh, India(now in Telangana, India)Died5 January 2014(2014-01-05) (aged 33)[4]Hyderabad, Andhra Pradesh, India(now in Telangana, India)OccupationActorNotable credit(s)Chitram (2000)Nuvvu Nenu (2001)Manasantha Nuvve (2001)Nee Sneham (2002)Spouse Vishitha ​(m. 2012)​ Uday Kiran (26 June 1980 – 5 January 2014) was an In...

2000 video gameKirby Tilt 'n' TumbleNorth American box artDeveloper(s)Nintendo R&D2Publisher(s)NintendoDirector(s)Toshiaki SuzukiProducer(s)Masayuki UemuraKazuhiko TaniguchiComposer(s)Takuya MaekawaYuichi OzakiMasami YoneSeriesKirbyPlatform(s)Game Boy ColorReleaseJP: August 23, 2000NA: April 9, 2001Genre(s)Action, puzzleMode(s)Single-player Kirby Tilt 'n' Tumble[a] is an action puzzle video game developed and published by Nintendo for the Game Boy Color handheld video game console...

THE AGIT: Yesung - Sweet CoffeeTur  Korea Selatan oleh YesungPoster konser THE AGIT: Yesung - Sweet CoffeeHere I AmMulai3 Juni 2016 (2016-06-03)Berakhir7 Agustus 2016 (2016-08-7)Penampilan9Situs webyesung.smtown.comKronologi konser Yesung THE AGIT: Yesung - Sweet Coffee(2016) SUPER JUNIOR YESUNG JAPAN TOUR 2016 ~BOOKS~ (2016) THE AGIT: Yesung - Sweet Coffee yang berjudul lengkap Cup of Coffee with Loads of Syrup merupakan konser solo pertama anggota boy band Korea Selatan Super...

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 provides insufficient context for those unfamiliar with the subject. Please help improve the article by providing more context for the reader. (October 2014) (Learn how and when to remove this message) This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provi...

Fictional character in Assassin's Creed franchise Fictional character Haytham E. KenwayAssassin's Creed characterFirst gameAssassin's Creed III (2012)Created byUbisoft MontrealPortrayed byAdrian HoughIn-universe informationOriginLondon, England, Kingdom of Great BritainNationalityBritish Haytham E. Kenway is a character in Ubisoft's Assassin's Creed video game franchise. He is introduced as the false protagonist of Assassin's Creed III (2012), in which players control him for the game's initi...

Provincial park in Ontario, Canada 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: Bon Echo Provincial Park – news · newspapers · books · scholar · JSTOR (...

江西省 Jiangxī Shěng Singkatan: 赣 (pinyin: Gàn) Asal nama singkatan dari 江 jiāng - Sungai Panjang 南 nan - selatan 西 xi - baratsebelah barat dan selatan Sungai Panjang Tipe administrasi Provinsi Ibu kota Nanchang Kota terbesar Nanchang Sekretaris PKT Liu Qi [1] Gubernur Yi Lianhong Wilayah 166,900 km² (ke-18) Populasi (Tahun)  - Kepadatan 42,840,000 (ke-13) 257/km² (ke-16) PDB (2004) - per kapita CNY 349.6 miliar (ke-16) CNY 8160 (ke-22) Suku-suku utama (200...

Questa voce sull'argomento matematici è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Viggo Brun Viggo Brun (Lier, 13 ottobre 1885 – Drøbak, 15 agosto 1978) è stato un matematico norvegese, noto per i suoi contributi alla teoria dei numeri. Il suo più noto contributo è l'aver mostrato che la somma di reciproci di numeri primi gemelli converge a un valore finito, ora chiamato costante di Brun. Que...

American FBI agent, lawyer and Watergate criminal (1930–2021) G. Gordon LiddyLiddy c. 1998BornGeorge Gordon Battle Liddy(1930-11-30)November 30, 1930New York City, U.S.DiedMarch 30, 2021(2021-03-30) (aged 90)Mount Vernon, Virginia, U.S.EducationFordham University (BA, LLB)Political partyRepublicanSpouse Frances Purcell ​ ​(m. 1957; died 2010)​Children5; including TomCriminal informationCriminal chargeConspiracy, burglary, illegal wi...

Prevalence and spread of chemical weapons See also: Nuclear proliferation Weapons of mass destruction By type Biological Chemical Nuclear Radiological By country Albania Algeria Argentina Australia Brazil Bulgaria Canada China Egypt France Germany India Iran Iraq Israel Italy Japan Libya Mexico Myanmar Netherlands North Korea Pakistan Philippines Poland Rhodesia Romania Russia (Soviet Union) Saudi Arabia South Africa South Korea Spain Sweden Switzerland Syria Taiwan Ukraine United Kingdom Uni...

Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Cleveland (Begriffsklärung) aufgeführt. Cleveland Spitzname: Forest City Der Terminal Tower in Cleveland Siegel Flagge Lage in Ohio Cleveland (Ohio) Cleveland Basisdaten Gründung: 1796 Staat: Vereinigte Staaten Bundesstaat: Ohio County: Cuyahoga County Koordinaten: 41° 29′ N, 81° 40′ W41.482222222222-81.669722222222199Koordinaten: 41° 29′ N, 81° 40′ W Zeitzone: East...

ヨシモト∞ホール大阪（ヨシモトむげんだいホールおおさか）は、大阪市中央区にかつて存在した劇場。なんばグランド花月内にある「NGKホール」を改装してできた。 設備自体は基本的にテレビスタジオであったが、用途に合わせて舞台・客席を組んでいた。収録を行ったテレビ番組『ヨシモト∞』に合わせてこの名称に。テレビ番組の収録のほか、M-1グランプリの予�...